Spin Rates and Magnetic Fields of Millisecond Pulsars
Quantum Mechanics
Quantum MechanicsQuantum mechanics is a branch of physics that deals with the behavior of matter and energy at a microscopic level. It is a fundamental theory that explains how the universe works at its most basic level. Quantum mechanics is a complex and fascinating field that has revolutionized our understanding of the universe. In this essay, I will explore the basics of quantum mechanics, its implications, and the challenges it presents.At the heart of quantum mechanics is the concept of the wave-particle duality. This means that particles, such as electrons and photons, can behave as both waves and particles. This is a fundamental departure from classical physics, which assumes that particles are always particles and waves are always waves. The wave-particle duality is a key aspect of quantum mechanics and is essential to understanding its many applications.One of the most famous applications of quantum mechanics is in the field of quantum computing. Quantum computers use the properties of quantum mechanics to perform calculations that are impossible for classical computers. This is because quantum computers can perform multiple calculations simultaneously, whereas classical computers can only perform one calculation at a time. Quantum computers have the potential to revolutionize fields such as cryptography, drug discovery, and artificial intelligence.Another important aspect of quantum mechanics is quantum entanglement. This is a phenomenon where two particles become entangled and share a quantum state. When this happens, any change to one particle will instantly affect the other particle, no matter how far apart they are. This has important implications for the field of quantum communication, where information can be transmitted using entangled particles. Quantum entanglement also has implications for the nature of reality, as it challenges our classical understanding of causality and locality.Despite its many applications, quantum mechanics presents many challenges. One of the biggest challenges is the measurement problem. In quantum mechanics, particles exist in a state of superposition, where they can exist in multiple states simultaneously. However, when a measurement is taken, the particle collapses into a single state. This presents a paradox, as it is unclear whatcauses the collapse of the wave function. This has led to many interpretations of quantum mechanics, such as the Copenhagen interpretation, the many-worlds interpretation, and the pilot wave theory.Another challenge presented by quantum mechanics is the problem of decoherence. Decoherence is the process by which a quantum system interacts with its environment, causing it to lose its quantum properties. This makes it difficult to maintain a quantum state for any length of time, which is a major obstacle for the development of practical quantum technologies.In conclusion, quantum mechanics is a fascinating and complex field that has revolutionized our understanding of the universe. It is a fundamental theory that has many applications, from quantum computing to quantum communication. However,it also presents many challenges, such as the measurement problem and the problem of decoherence. Despite these challenges, quantum mechanics is a field that is constantly evolving, and it will continue to shape our understanding of the universe for many years to come.。
磁学 径向克尔 英文 kerr effect
IntroductionThe Kerr effect, also known as the magneto-optic Kerr effect (MOKE), is a phenomenon that manifests the interaction between light and magnetic fields in a material. It is named after its discoverer, John Kerr, who observed this effect in 1877. The radial Kerr effect, specifically, refers to the variation in polarization state of light upon reflection from a magnetized surface, where the change occurs radially with respect to the magnetization direction. This unique aspect of the Kerr effect has significant implications in various scientific disciplines, including condensed matter physics, materials science, and optoelectronics. This paper presents a comprehensive, multifaceted analysis of the radial Kerr effect, delving into its underlying principles, experimental techniques, applications, and ongoing research directions.I. Theoretical Foundations of the Radial Kerr EffectA. Basic PrinciplesThe radial Kerr effect arises due to the anisotropic nature of the refractive index of a ferromagnetic or ferrimagnetic material when subjected to an external magnetic field. When linearly polarized light impinges on such a magnetized surface, the reflected beam experiences a change in its polarization state, which is characterized by a rotation of the plane of polarization and/or a change in ellipticity. This alteration is radially dependent on the orientation of the magnetization vector relative to the incident light's plane of incidence. The radial Kerr effect is fundamentally governed by the Faraday-Kerr law, which describes the relationship between the change in polarization angle (ΔθK) and the applied magnetic field (H):ΔθK = nHKVwhere n is the sample's refractive index, H is the magnetic field strength, K is the Kerr constant, and V is the Verdet constant, which depends on the wavelength of the incident light and the magnetic properties of the material.B. Microscopic MechanismsAt the microscopic level, the radial Kerr effect can be attributed to twoprimary mechanisms: the spin-orbit interaction and the exchange interaction. The spin-orbit interaction arises from the coupling between the electron's spin and its orbital motion in the presence of an electric field gradient, leading to a magnetic-field-dependent modification of the electron density distribution and, consequently, the refractive index. The exchange interaction, on the other hand, influences the Kerr effect through its role in determining the magnetic structure and the alignment of magnetic moments within the material.C. Material DependenceThe magnitude and sign of the radial Kerr effect are highly dependent on the magnetic and optical properties of the material under investigation. Ferromagnetic and ferrimagnetic materials generally exhibit larger Kerr rotations due to their strong net magnetization. Additionally, the effect is sensitive to factors such as crystal structure, chemical composition, and doping levels, making it a valuable tool for studying the magnetic and electronic structure of complex materials.II. Experimental Techniques for Measuring the Radial Kerr EffectA. MOKE SetupA typical MOKE setup consists of a light source, polarizers, a magnetized sample, and a detector. In the case of radial Kerr measurements, the sample is usually magnetized along a radial direction, and the incident light is either p-polarized (electric field parallel to the plane of incidence) or s-polarized (electric field perpendicular to the plane of incidence). By monitoring the change in the polarization state of the reflected light as a function of the applied magnetic field, the radial Kerr effect can be quantified.B. Advanced MOKE TechniquesSeveral advanced MOKE techniques have been developed to enhance the sensitivity and specificity of radial Kerr effect measurements. These include polar MOKE, longitudinal MOKE, and polarizing neutron reflectometry, each tailored to probe different aspects of the magnetic structure and dynamics. Moreover, time-resolved MOKE setups enable the study of ultrafast magneticphenomena, such as spin dynamics and all-optical switching, by employing pulsed laser sources and high-speed detection systems.III. Applications of the Radial Kerr EffectA. Magnetic Domain Imaging and CharacterizationThe radial Kerr effect plays a crucial role in visualizing and analyzing magnetic domains in ferromagnetic and ferrimagnetic materials. By raster-scanning a focused laser beam over the sample surface while monitoring the Kerr signal, high-resolution maps of domain patterns, domain wall structures, and magnetic domain evolution can be obtained. This information is vital for understanding the fundamental mechanisms governing magnetic behavior and optimizing the performance of magnetic devices.B. Magnetometry and SensingDue to its sensitivity to both the magnitude and direction of the magnetic field, the radial Kerr effect finds applications in magnetometry and sensing technologies. MOKE-based sensors offer high spatial resolution, non-destructive testing capabilities, and compatibility with various sample geometries, making them suitable for applications ranging from magnetic storage media characterization to biomedical imaging.C. Spintronics and MagnonicsThe radial Kerr effect is instrumental in investigating spintronic and magnonic phenomena, where the manipulation and control of spin degrees of freedom in solids are exploited for novel device concepts. For instance, it can be used to study spin-wave propagation, spin-transfer torque effects, and all-optical magnetic switching, which are key elements in the development of spintronic memory, logic devices, and magnonic circuits.IV. Current Research Directions and Future PerspectivesA. Advanced Materials and NanostructuresOngoing research in the field focuses on exploring the radial Kerr effect in novel magnetic materials, such as multiferroics, topological magnets, and magnetic thin films and nanostructures. These studies aim to uncover newmagnetooptical phenomena, understand the interplay between magnetic, electric, and structural order parameters, and develop materials with tailored Kerr responses for next-generation optoelectronic and spintronic applications.B. Ultrafast Magnetism and Spin DynamicsThe advent of femtosecond laser technology has enabled researchers to investigate the radial Kerr effect on ultrafast timescales, revealing fascinating insights into the fundamental processes governing magnetic relaxation, spin precession, and all-optical manipulation of magnetic order. Future work in this area promises to deepen our understanding of ultrafast magnetism and pave the way for the development of ultrafast magnetic switches and memories.C. Quantum Information ProcessingRecent studies have demonstrated the potential of the radial Kerr effect in quantum information processing applications. For example, the manipulation of single spins in solid-state systems using the radial Kerr effect could lead to the realization of scalable, robust quantum bits (qubits) and quantum communication protocols. Further exploration in this direction may open up new avenues for quantum computing and cryptography.ConclusionThe radial Kerr effect, a manifestation of the intricate interplay between light and magnetism, offers a powerful and versatile platform for probing the magnetic properties and dynamics of materials. Its profound impact on various scientific disciplines, coupled with ongoing advancements in experimental techniques and materials engineering, underscores the continued importance of this phenomenon in shaping our understanding of magnetism and driving technological innovations in optoelectronics, spintronics, and quantum information processing. As research in these fields progresses, the radial Kerr effect will undoubtedly continue to serve as a cornerstone for unraveling the mysteries of magnetic materials and harnessing their potential for transformative technologies.。
家电类相对应的英语词汇
家电类相对应的英语词汇目前,市场上电器的种类是五花八门,让人看的眼花缭乱。
在这个电器种类繁多的市场里,我们应该不仅要辨别电器的质量,还要学会相对应小家电对应的英文。
一.厨房辅助小家电assistant small kitchen appliance1.搅拌机agitator,amalgamator2.料理机cooking machine3.洗碗机Dish-washing machine4.食物垃圾处理器Food waste processor5.消毒柜disinfection cabinet6.微波炉Microwave oven7.电烤箱electric oven8.早餐吧Breakfast9.芝士炉Cheese furnace10.煎药器、煎药壶decoction vessel11.刨冰机,block shaving machine碎冰机,ice crusher炒冰机Fry ice machine二.小家电Home furnishing small household electrical appliances脱水机spin drier,dehydrator干衣机clothes drier洗衣机washer电水壶(electric)Kettle电热壶electric kettle电热杯electric cup电冰箱refrigerator,fridge电烫斗electric iron干鞋器shoes dryer擦鞋器shoe polisher干手器Hand dryer电子温度计electronic thermometer电子定时器Electronic timer提醒器Reminder毛球修剪器Hair ball trim三.厨房小家电Small kitchen appliance1.吸油烟机Range Hood2.燃气灶Hotplate,Gas Cooker3.砂锅Casserole4.电灶具Electric cooker5.电磁炉Electromagnetic Oven,induction cooker6.电饭煲Electric(rice)Cooker7.电压力锅Electric pressure Cooker8.电火锅Electric chafing dish9.光波炉The Convection Oven10.电炸锅Electric frying pan11.电蒸锅Electric steamer12.粥汤煲The soup pot13.电炖锅Electric Cooker四.家居辅助小家电Home furnishing aid of small household electrical appliances面包机Bread machine多士炉toaster煮蛋器egg boiler蒸蛋器steamed egg三明治机Sandwich machine电饼铛electric baking pan烤饼机Bread machine浆机soybean milk machine冰激凌机Ice cream machine咖啡机Coffee machine饮水机water dispenser爆米花机Popcorn machine榨汁机mill,winepress,juicer果蔬清洗机Fruit and vegetable cleaning machine五.净化类Purification空气净化器air cleaner净水机water purifying machine吸尘器Vacuum cleaner扫地机Sweeping machine氧气机Oxygen machine氧吧Oxygen bar加湿器humidifier抽湿器moisture extractor湿度调节器humidity regulator加香机perfuming machine加香器perfuming device蒸汽清洁机steam clean machine电子垃圾桶electronic trash六.个人生活小家电Personal life small household electrical appliances 剃须刀shaver电风吹Hair dryer足浴器Foot bath洁耳器ear cleaner焗油帽Hair cap电动按摩器electric massager理发器Barber脂肪测量仪the fat meter助听器deaf-aid血压计hemomanometer,sphygmomanometer计步器pedometer七、美容小家电The beauty of small household electrical appliances 除毛器Hair removal device脱毛器,depilator剃毛器shaving device电动修眉器electric eyebrow shaving device电动睫毛器electric eyelash curler美容器beauty device卷发器,crimping iron,curler直发器straighener毛孔清洁器,pore cleaner鼻毛修剪器nose hair trimmer电动美甲器,电动指甲修electric manicure,睫毛笔eyelash pen八.取暖类Heating取暖器,Heating apparatus电暖器electric heater电热毯electric blanket暖风扇warm fan暖手器Hand warmer暖宝宝,暖手宝保温碟heat insulation plate保温垫Insulating pad,保温箱Insulation chests,incubator九.驱虫类Anthelmintic灭蚊器mosquito killer灭蚊拍,电蚊拍electric mosquito swatter电热驱蚊器electric mosquito repellent十.卫浴小家电Small household electrical appliances,sanitary ware干手机Do mobile phone电动牙刷electric toothbrush浴霸bath heater皂液机,皂液器Soap dispenser(电视机television set,电冰箱refrigerator,洗衣机washer,投影仪projector,空调air-condition)十一.数码产品Digital production电脑computer台式机desktop computer台式一体机All-in-one desktops工作站workstation笔记本jotter,notebook上网本netbooks平板电脑(IPHONE)Panel computer电脑配件computer components鼠标Mouse液晶显示器liquid crystal display音响,音箱loudspeaker box,voice box 手机cell phone,mobile phone GPS对讲机walkie-talkie,intercom电话机telephone数码Digital CD掌上电脑PDA相机camera数码摄像机Digital Video(DV)镜头camera lens MP3MP4U盘U disk电子书E-book,electric book录音笔digital voice recorder耳机earphone电子词典electric dictionary数码相框digital phone frame Usb复读机repeater点读机point reading machine多媒体硬盘录放Multimedia hard disk recoding 移动电源portable source数码伴侣Digital companion摄像头Camera,pick-up head汽车电子产品Automobile electric products教育电子产品the education electric products 办公打印Office printing激光打印机Laser printer喷墨打印机Bubble jet printer多功能一体机Multifunctional integrated machine 大幅面打印机Large format printer扫描仪Scanner传真机The fax machine复印机copier,copying machine热升华打印机Dye sublimation printer投影显示Projected display投影机projector投影灯泡Projection lamp投影展台Projection booth投影幕布Projection screen电子白板Electronic whiteboard商用显示Commercial display大屏幕拼接Large screen splicing专业显示器professional display工业显示器Industry display等离子显示器Plasma panel display数字标牌Digital signageLED显示屏LED display触控一体机Touch one machine触摸屏Touch screen游戏机Recreational machine掌上游戏机psp nds Handheld game machine游戏机recreational machine白色家电white Household electrical appliance黑色家电Black Household electrical appliance米色家电Beige Household electrical appliance绿色加电Green home appliance十二.热水器类Water Heater燃气热水器gas water heater电热水器electric water heater太阳能热水器Solar heater空气源热碽热水器Air source heat Gong water heater其它热水器other water heater 十三.电风扇类electric fan台式风扇bracker fan,desk fan 落地风扇Floor fan吊扇Ceiling fan壁扇Wall Fan空调扇Air conditioning fan其它电风扇other electric fan。
文献翻译(二次电流层)
激光等离子体相互作用中磁重联引起的等离子体与二次电流层生成的研究摘要:以尼尔逊[物理学家、列托人,97,255001,(2006)]为代表的科学家首次对等离子体相互作用引起的磁重联进行了研究,该研究在固体等离子体层上进行,在两个激光脉冲中间设置一定间隔,在两个激光斑点之间可以发现一条细长的电流层(CS),为了更加贴切的模拟磁重联过程,我们应该设置两个并列的目标薄层。
实验过程中发现,细长的电流层的一端出现一个折叠的电子流出区域,该区域中含有三条平行的电子喷射线,电子射线末端能量分布符合幂律法则。
电子主导磁重联区域强烈的感应电场增强了电子加速,当感应电场处于快速移动的等离子体状态时还会进一步加速,另外弹射过程会引起一个二级电流层。
正文:等离子体的磁重联与爆炸过程磁能量进入等离子体动能和热能能量的相互转换有关。
发生磁重联的薄层区域加速并释放等离子体[1-5]。
实验中磁重联速度与太阳能的观察结果大于Sweet-Parker与相关模型[4-6]的标准值,这是由霍尔电流和湍流[7-12]引起的。
二级磁岛以及该区域释放的等离子体可以提高磁重联速度,当伦德奎斯特数S﹥104[13]时二级磁导很不稳定。
这些理论预测值与近地磁尾离子扩散区域中心附近的二级磁岛观察值相符[14],激光束与物质的相互作用的过程中,正压机制激发兆高斯磁场(▽ne×▽Te)生成[15-16]。
以尼尔逊[17]为代表的科学家首次运用两个类似的的激光产生的等离子体模拟磁重联过程。
尼尔逊[17]与Li[18]等人实验测量数据为磁重联的存在提供了决定性的证据,他们运用了随时间推移的质子偏转技术来研究磁拓扑变化,除此之外尼尔逊[17]等人观察到高度平行双向等离子喷射线与预期的磁重联平面成40°夹角。
本次研究调查了自发磁场的无碰撞重联,激光等离子体相互作用产生等离子体,为了防止磁场与等离子体连接在一起实验过程使用了两个共面有一定间隔的等离子体。
拉丁舞套路指定动作
拉丁舞(Latin)(一)伦巴(Rumba)铜牌级(Bronze)Movement基本动作扇形步阿力玛娜Stick 曲棍步Walks行进走步Top右陀螺转Openning Out Movement右展开步 Hip Twist闭式扭臀库卡拉恰to hand手拉手turn原地转身银牌级:(silver)Top左陀螺转Top to Opening Out Movement左陀螺转接展开步艾依达螺旋转Hip Twist开式扭臀步金牌级(Gold)walks基本步Door滑门步击剑步Spining 套索步21. Three Threes三三步Hip Twist Movement摇摆步(二)恰恰恰(Cha Cha Cha)铜牌级:(Bronze)Movement基本动作扇形步阿力玛娜Stick曲棍步Cha Cha Cha三个恰恰恰Top右陀螺转Opening Out Movement右展开步 Hip Twist闭式扭臀步to hand手拉手Turn 点转Step节奏步York纽约步银牌级:(Silver)to Shoulder肩对肩Top陀螺转Opening Out Movement左展开步艾依达螺旋步Hip Twist开式扭臀步金牌级:(Gold)Spining套索步Hip Twist高级扭臀步Basic 交叉基本步Break古巴式中断Towel土耳其毛巾步Heart甜心步Me跟随步(三)桑巴(Samba)铜牌级:(Bronze)Movement基本移动步(前后左右自由移动)(L.&R.)叉形步Walks in 并进叉形步SIde Walk旁桑巴步Bota Fagos 行进侧点步Fagos in &正反并进侧点步Turn左转Jaca推割步银牌级(Silver)Rocks闭式摇摆Side Step侧桑巴步垫步Bota Fagos遮蔽式舞步Cross阿根廷交叉步金牌级(Gold)Samba Walks原地桑巴步Rocks开式摇摆16. Back Rocks 后退摇摆绳辫步of Foot换脚变向Bota Fagos反博塔步滚筒步Roll右滚转(Closed Shadow Profressive)垫步行进(四)帕索多不里(Paso Doble)铜牌级(Bronze)Place原地踏步Movement基本动作踩步攻步追步Walk in 并进走步推分离步Fallaway Finished推分离步并退八步十六步银牌级(Silver)Walk in 侧行前进Circle大圆圈转Telemark开式折线步并退快扫步Passe斗篷步金牌级(Gold)Reverse并退左转步Separation切分推离步短扎枪步扭摆步Pique矛刺步Variation左脚变位步费列戈利那Cope斗篷追步Spin in 从位行进连续转 Spin in 行进连续转(五)加依布(Jive)铜牌级(Bronze)Rock并退摇摆Throwaway 并退抛掷& Rock连步摇摆of Place Right to Left右左换位 of Place Left to Right左右换位 of Hand Behind Back背后换手Spin美式疾转Walks走步绕转银牌级(Silver)Throwaway绕转抛掷步and Go停和走Mill风车步Arms西班牙手势off the Arm滚动转金牌级(Gold)Spin单一旋转Walks鸡形步Whip挥鞭步Heel Swivels脚掌旋转步&Ficks into Break点踏步十种舞蹈动作中英文名词(各位舞友可根据以下大致判断自己的国标舞水平,也可知道自己跳的是什么步法,交别人时也可说出个名堂来嘛:->)根据英国舞蹈教师协会指定十种舞蹈教程步法规定如下:一、摩登舞(Modern)(一)华尔兹(Waltz)铜牌级(Bronze): 1-11 银牌级(Silver): 12-25 金牌级(Gold):26-29Closed Change 并脚换步Natural Turn 右转Reverse Turn 左转Natural soin Turn 右旋转Whisk 叉形步Chasse from .侧行并步Hesitation 犹豫步Outside Change 外侧换步Reverse Corte 左侧转Back Whisk 后叉形步Double Reverse Spin双左旋转Drag Hesitation 犹豫拖步Back Lock后退锁步Impetus Turn 右推转Telemark 转折步Open Telemark 开式转折步Cross Hesitation 交叉犹豫步Wing 翼步Open Impetus Turn 开式推转Outside Spin 外侧疾转Truning Lock 锁步转Weave 纺织步Weave from 从开位起纺织步Reverse Pivot 左撇转Chasse To Right 右并步Left Whisk 左叉形步Follaway Whisk 并退叉形步Cunirn Check 反截步Closed Wing 闭式翼步(二)探戈(Tango)铜牌级(Bronze):常步Side Step 行进旁步Promenade 侧行并步Turn 摇转步Reverse Turn分式左转Corte 后侧步Link 行进连步Reverse Turn 分式左转结束Side Step Reverse Turn 行进旁步左转 Promenade 分式侧行步& Lock Turn左、右摇转步Twist Turn 右拧转Promenade Turn 侧行右转银牌级:(Silver)Link 侧行边步Reverse Turn 基本左转Open Promenade 后分式侧行步 Step 四快步Fallaway 侧行并退步19. Outside Swivel 外侧滑旋步 Tap 刷点步金牌级:(Gold)Four Step 四快步并退Over Sway 左弓步Step Change 快步拧身追逐步阻截(三)狐步舞(Foxtrot)铜牌级:(Bronze) Step 羽步Step 三直步Turn 右转Turn 左转5. Impetus Turn 推转Wave 左转波浪步转折步纺织步银牌级:(Silver) of Direction 换向步telemark 开式转折步Spin 陀螺转Feather 盘旋羽步Telemark 盘旋转折步Telemark 右转折步Twist Turn 右拧转from . 开式纺织步Turn With Outside Swivel 右转接外侧滑旋步Impetus Turn 开式推转Weave 右纺织步金牌级:(Gold)Cross 盘旋交叉步from . Pivot 开式撇转开始的之字步Feather Step & Back Feather Step 弧线羽步和后推羽步 Fallaway With Pivot 左转并退Hover Telemark 右盘旋转折步(四)快步舞(Quick Step)铜牌级:(Bronze)Turn 四分之一转Turn & Natural Turn With Hesitation Finished 右转及犹豫步 Pivot 右轴转Spin Turn 左旋转Chasse 行进并步Reverse Turn左转并步Lock 前进锁步Lock 后退锁步Pivot 左撇转Backward Lock & Running Finished 之字步锁步和跑步to Right 右并步Chasse 交叉并步of Divaction 换向步Reverse Spin 双左疾转银牌级:(Silver)Open Reverse 快开式左转Swivel 交叉旋步鱼尾步Chasse to Right 右行进并步 Quick Run 四快跑步Turn 推转Natural Turn 跑步右转Six 六步Lock Turn 右锁步转转折步金牌级(Gold)Quick Run六快跑步Cross 伦巴式交叉步Step 摇摆步Corte 盘旋侧步(五)维也纳华尔兹(Viennese Waltz)Turn 右转Turn 左转Change 换步(Natural)原地右转(Reverse)原地左转拉丁舞待续......舞程线知识跳舞者必须按逆时针方向前进,这个行进线路就叫舞程线。
Magnetism and magnetic properties of materials
Magnetism and magnetic properties ofmaterials介绍磁性及其磁性能是材料科学中很重要的一块,磁性是指物质受到磁场作用时表现出来的各种现象,如吸引或排斥等。
而磁性能是指物质在磁场中的一系列特性表现。
磁性不仅影响着我们生活中常用的许多物品,如电视、电脑、磁性材料,而且还对应用在电磁设备、航空航天、生物医学等方面具有重要的应用价值。
磁性基础知识磁性是由原子和分子的磁性质决定的。
原子既具有电子轨道运动所形成的轨道磁矩,又具有自旋运动所形成的自旋磁矩。
物质的磁性取决于自旋磁矩、轨道磁矩的合成,并受到分子结构、晶格结构、温度等因素的影响。
然而,对于许多材料而言,这种合成是非常微弱的,因此物质磁化的来源主要是出现了局域磁时原子间作用的形成及相互偏转。
物质磁化度的计量单位是磁通量密度,即每个单位面积上磁通量的总数。
如果表面积为A, 磁通量为Φ,磁化密度J可以用下式表示:J = Φ/A磁性种类物质的磁性取决于其内部的微观结构,不同结构具有不同的磁性。
根据物质的磁特性,可分为顺磁性、铁磁性、反磁性及亚铁磁性。
顺磁性是指物质受磁场作用后,始终在磁场的方向上产生一个磁矩,而它的方向又是与磁场方向相同的微弱磁性。
顺磁性是由于原子或离子中的未成对电子对磁场的响应所引起的,其性能与温度成正比,并随着温度升高而减小。
反磁性是指物质受磁场作用后,使之形成的磁场方向相反,而且是以极微弱的程度出现。
这种类型的磁性主要是由于原子自旋磁矩和轨道磁矩的相互抵消所引起的。
亚铁磁性是介于顺磁性和铁磁性之间的一种磁性,通常将它称为温和的顺磁性或极弱的铁磁性。
其过渡相变点温度通常在零下20至100度之间正好还接近室温,而且其磁滞回线比较宽,在低温时磁性比较强,而温度升高时磁性明显减弱。
铁磁性是指物质受到磁场作用后,产生与磁场一致方向的强磁性。
铁性铁磁性是由于各个原子磁矩以相同方向排列而形成的。
铁磁性材料在常温下可能具有永久磁性,常见的亲铁磁材料有铁、钴、镍等。
Spin excitations in the Fractional Quantum Hall regime at $nulesssim13$
a r X i v :c o n d -m a t /0603669v 1 [c o n d -m a t .m e s -h a l l ] 24 M a r 2006Spin excitations in the Fractional Quantum Hall regime at ν 1/3Y.Gallais a ,T.H.Kirschenmann a ,C.F.Hirjibehedin a ,I.Dujovne a ,A.Pinczuk a ,b L.N.Pfeiffer b and K.W.West b a Departments of Physics and of Applied Physics,Columbia University,New York,NY 10027,USA b Bell Labs,Lucent Technologies,Murray Hill,New Jersey 07974,USA 1Introduction In the composite fermion (CF)picture of the fractional quantum Hall (FQH)effect,fundamental interactions are taken into account at the mean field level by mapping the system of strongly interacting 2D electrons in magnetic field into a system of weakly interacting Composite Fermions (CF)moving in a reduced effective magnetic field [1].The reduction in magnetic field followsfrom the binding of φflux quanta to electrons,so that effective magnetic field experienced by CF quasiparticles is B ∗=±B/(φp ±1),where p is an integer that enumerates members of a particular sequence and φis a even integer that labels different sequences.In this picture,the FQH effect can be understood by the emergence of CF Landau levels with cyclotron frequency:ωCF =eB ∗1Corresponding author.E-mail:yann@where m∗is an effective CF mass.Evidence for a spin split Landau level struc-ture of CF for theφ=2sequence has been provided by magnetotransport experiments in tilted magneticfields atfilling factors nearν=3/2[2]and by inelastic light scattering studies of spin excitations in the range1/3<ν<2/5 [3].For theφ=4sequence(i.e.ν 1/3),however,direct evidence for such CF Landau level structure is lacking.Studies of theφ=4sequence are moredifficult because of the higher magneticfields that are required and,comparedto theφ=2sequence,the smaller energy scales in the excitations.Insight on the energy scales for excitations were revealed by activated transport measure-ments[4]and by the recent observations ofφ=4quasiparticle excitations in light scattering experiments[5].In this work,we present a resonant inelastic light scattering study of spin excitations forν 1/3.The excitations are spin waves(SW)and spin-flip (SF)modes.The SF excitations involve a change in both the spin orientation and CF Landau level quantum number.We monitor the evolution of these spin excitations below and away fromν=1/3when the population of the excited CF Landau level increases.Our results reveal the existence of spin split CF Landau levels in theφ=4sequence.The SW-SF splitting is linearin magneticfield.This determination suggests an effective mass significantly larger than the activation mass of CF withφ=4.2Sample and ExperimentThe2D electron(2DES)system studied here is a GaAs single quantum well of width w=330˚A.The electron density at small magneticfields is n=5.5×1010cm−2 and the low temperature mobility isµ=7.2×106/Vs.The sample is mountedin a backscattering geometry,making an angleθbetween the incident photons and the normal to the sample surface.The magneticfield perpendicular to the sample is B=B T cosθ,where B T is the total appliedfield.The results reported here have been obtained atθ=50±2degrees.Similar results have been seenat30degrees[6].The ingoing and outgoing polarizations were chosen to be orthogonal(depolarized spectra)since excitations which involve a change in the spin degrees of freedom are stronger in this configuration.The sample was cooled in a dilution refrigerator with windows for optical access.All the mea-surements were performed at the base temperature T=23mK and the power density was kept below10−5W/cm2to avoid heating the electron system.The energy of the incident photons was tuned to be in resonance with the excitonic optical transitions of the2DES in the FQH regime[7,8,9].I n t e n s i t y (a .u .)Energy Shift (meV)Fig. 1.Low energy spectra of spin excitations in the filling factor range 0.31<ν<0.33.The most intense peak is the long wavelength spin-wave at the Zeeman energy E z while the peak its low energy side is assigned to a spin-flip transition (see text and figure 2).The left inset shows the result of a two-gaussian fitting procedure for the two peaks to extract their respective energies.The right inset shows the backscattering configuration3Results and discussionFigure 1shows the evolution of the low energy spectrum for ν 1/3.ν=1/3corresponds to a perpendicular field of 6.5T and the filling factor range studied corresponds to the range 0.31<ν<0.33.Close to ν=1/3,the spectra are dominated by the long wavelength SW at the ’bare’Zeeman energy E z =gµB B T ,where g=0.44is the Lande factor for electrons in GaAs and µB is the Bohr magneton.For filling factors away from ν=1/3an excitation emergesFig.2.spintheontolevel as depicted infigure2.Atν=1/3thefirst CF Landau(|0,↑ )level is fully occupied while forν=2/7thefirst two CF Landau levels(|0,↑ and |1,↑ )are occupied.In between the two incompressible states,thefirst excited Landau level is partially populated and SF transitions between|1,↑ and|0,↓ starting from the partiallyfilled level become possible.Thus the study of the SF excitations in thefilling factor range2/7<ν<1/3probe directly the CF level structure forφ=4.For small occupation of the|1,↑ excited level and when the coupling between the excited quasiparticle and its quasihole is negligible,the SF transition energy can be written as in theφ=2case:E SF=E z+E↑↓− ωc(1) where E↑↓is the spin reversal energy which is a measure of the residual in-teractions betweenφ=4CF quasiparticles[11,10,12,13,3].The energy E SF was extracted for eachfilling factor by performing a simple analysis of the low energy spectra using a two-gaussianfitting procedure as shown in the inset of figure1.Figure3displays the corresponding energies,E z and E SF as a func-tion offilling factor.The strong dependence of E SF confirms our assignment of the peak as excitation involving spin degrees of freedom.More importantly, the spacing between E z and E SF is not constant and decreases with thefilling factor.From equation1,we easily see that this spacing is directly related to the CF cyclotron energy so that the splitting between the two spin excitations is E z-E SF= ωc-E↑↓.The magneticfield dependence of the E z-E SF spacing is set by the effectivefield B∗.For theφ=2sequence,2CF emanate from the ν=1/2state and the effectivefield has its origin at B1/2.For theφ=4 sequence however,4CF emanate from theν=1/4state and the origin is at B1/4.and the effective magneticfield should then decrease when going fromm e VB(T)Fig.3.Magnetic field dependence of the Zeeman (E z )and spin-flip excitation ener-gies for 0.31<ν<0.33.Also shown is the evolution of the splitting E z -E SF .0.33to 0.31.This is indeed consistent with our data and to the existence of 4CF or φ=4spin-flip excitations below ν=1/3.Our results support the CF Landau level picture shown figure 2for the φ=4sequence.The linear decrease of E z -E SF with the effective magnetic field makes very tempting the evaluation of an effective mass by using a slope that is simply given by eI n t e g r a t e d i n t e n s i t y (a .u .)B(T)Fig.4.Evolution of the SF integrated intensity for 0.31<ν<0.33.population of |1,↑ increases but displays an intriguing saturation around be-low ν=0.32.As already mentioned for the effective mass,the saturation may result from increasing impact of CF residual interactions.These interactions could possibly lead to further condensation into higher order CF in the par-tially populated level.Recent transport measurements have indeed shown the possible existence of such higher order states even for the φ=4sequence [14].4ConclusionIn this study,we have shown the existence of spin-flip excitations of 4CF quasiparticle below ν=1/3.The results indicate the existence of a spin-split CF Landau level structure for the φ=4sequence of the fractional quantum Hall effect that is similar to the one found for the φ=2sequence.The evolution of the SF energy with effective magnetic field yields an effective mass of 1.5m e .The evolution of the SF intensity with filling factor might signal the onset of significant CF-CF interactions that could possibly lead to further CF condensation.This work is supported by the National Science Foundation under Grant No.NMR-0352738,by the Department of Energy under Grant No.DE-AIO2–04ER46133,and by a research grant from the W.M.Keck Foundation.References[1]J.K Jain,Phys.Rev.Lett.63,199(1989).[2]R.R.Du,H.L.St¨o rmer,D.C.Tsui,L.N.Pfeiffer and K.W.West,Phys.Rev.Lett.70,2944(1993)[3]I.Dujovne et al.,Phys.Rev.Lett.90,036803(2003).[4]W.Pan et al.,Phys.Rev.B61,R5101(2000).[5]C.F.Hirjibehedin,A.Pinczuk,B.S.Dennis,L.N.Pfeiffer and K.W.West,Phys.Rev.Lett.91,186802(2003).[6]C.F.Hirjibehedin,Ph.D.Thesis,Columbia University(2004).[7]B.B.Golberg,D.Heiman,A.Pinczuk,L.N.Pfeiffer and K.W.West,Phys.Rev.Lett.65,641(1990).[8]G.Yusa,H.Shtrikman and I.Bar-Joseph,Phys.Rev.Lett.87,216402(2001).[9]C.F.Hirjibehedin et al.,Solid State Commun.127,799(2003).[10]J.Longo and C.Kallin,Phys.Rev.Lett.47,4429(1993).[11]A.Pinczuk et al.,Phys.Rev.Lett.68,3623(1992).[12]T.Nakajima and H.Aoki,Phys.Rev.Lett.73,3568(1994).[13]S.S.Mandal and J.K.Jain,Phys.Rev.B63,201310(2001).[14]W.Pan et al.,Phys.Rev.Lett.90,016801(2003).。
Dielectric_constant
Properties of microwave dielectricsIn microwave technique, a large variety of materials are used, includingdielectrics. The measurement of the dielectric properties of microwave materials isnot only helpful in understanding the structural information and studying themicrowave characteristics but also designing microwave devices. The aim of thisexperiment is to understand the property of resonant cavities, and to learn theprinciple and method for measuring the complex dielectric constant of materials.1.PrincipleAccording to the theory of electromagnetic field, a dielectric in alternatingelectric field will be rotational polarized, and it relaxes during the polarization. So itsdielectric constant is a complex number, which can be expressed as follows:"'εεεj r -=where ε’ and ε” are the real part and imagine part of the complex dielectric constant.Due to relaxation of the dielectric in alternating electric field, the electricdisplacement vector in the dielectric has a phase hysteresis of an angel δ in respectiveto that outside the dielectric. The phase angle δ can be calculated from the followingequation:.'"εεδ=tg tgδ is called the dissipation factor or tangent-of-dissipation-angle, because the energydissipation in dielectrics is proportional to tgδ.Selecting a TE 10n rectangle resonant cavity with n an old number, generally takento be 3, and make a small hole at the center (x=a /2, z=l /2), where the electric field ismaximal, and magnetic field is minimal. The dielectric to be measured is processed tobe a long and thin rod, and inserted into thecavity through the small hole.As the dielectric rod is very small, thedistribution of the electromagnetic field in thewhole cavity is kept almost unchanged exceptnear the dielectric rod. Therefore the dielectricrod can be regarded as a micro disturbance tothe field distribution of the cavity. Accordingto the theory of micro disturbance of resonant cavity, one obtains [1]:ss V V f f f 000211'-+=εss V V Q Q 001141"⎪⎪⎭⎫ ⎝⎛-=εwhere V 0 and V s are the volumeof the cavity and that of thedielectric rod, respectively. f oand Q 0 are the resonantfrequency and quality factor ofthe cavity without the dielectric,and f s and Q s are that with thedielectric. The quality factor fora resonant cavity can becalculatedfromfollowing equation:hf f Q ∆=0where Δf h is the half-power frequency width of the resonant curve (Fig.1). Usingreflecting cavity as the sample cavity, then the complex dielectric constant canbeFig.1 The sample cavityFig.2 The resonant curve of a reflection cavitycalculated by measuring the resonant frequency f0 and half-power frequency width Δf h.2. Apparatus and InstrumentationThe experimental apparatus for the measurement of the complex dielectric constant is shown in Fig.3. The klystron working at sawtooth-wave-modulation mode,Fig.3 The experimental setup for dielectric constant measurementoutput a frequency-modulated microwave. The isolator is a single direction device. Microwave power is only transmitted in the direction of the arrow, and waves reflected back towards the klystron are attenuated. The function of the attenuator is to adjust the microwave power. The frequency meter is a cavity, which absorbs microwave in a narrow band. If the band absorbed by the meter, is within the frequency range generated by the klystron, a dip will appear in the oscilloscope displayer of microwave power vs. frequency. The circulator is a kind of power divider. It divides the input power into two parts. One part is transmitted in the sample cavity, and the other in the isolator. The microwave power through the isolator is detected by a crystal detector, and the voltage pulse proportional to the power is then observed in the oscilloscope.3. Contents of the experiment3.1 Observations of the vibration modulus of the klystron with oscilloscope(1)Make the sample cavity non-resonant, through adjusting the frequency ofmicrowave from the klystron by mechanical tuning;(2)Adjust the reflector voltage, and observe the vibration modulus of the klystron onthe oscilloscope.3.2 Observations of the resonant curves of the reflecting cavity(1)Make the klystron to work at the best vibration modulus by adjusting the reflectorvoltage;(2)Make the sample cavity to resonate, by changing the microwave frequencythrough mechanical tuning;(3)Observe the resonant curve.3.3 Measurements of the dependences of frequency on time(1)Measure the f ~t curve;(2)Calculate the frequency scale coefficient K at the vicinity of f 0, which isdefined from the equation:.tf K δδ=3.4 Measurements of the complex dielectric constants εr(1)Measure the resonant frequency f 0 and half-power frequency width Δf h0before the insertion of the sample;(2)Measure the resonant frequency f s and half-power frequency width Δf hs afterthe insertion of the sample;(3)Measure the sample volume V s and cavity volume V 0 in mm 3;(4)Calculate the complex dielectric constant.4. Problems(1) What are the characteristic parameters of a resonant cavity?(2) Which parameter of the resonant cavity determines mainly the real part of the complex dielectric constant?References1. 林木欣,能予莹,高长连,朱文钧,刘战存,冯显灿,等,近代物理实验教程,科学出版社,北京,20002.赫崇骏,韩永宁,袁乃昌,何建国,微波电路,国防科技大学出版社,长沙,1999Vocabularycrystal detector 晶体检波器circulator 环行器dissipation factor损耗因子electric displacement vector 电位移矢量energy dissipation能量损耗klystron 速调管mechanical tuning 机械调谐microwave 微波microwave dielectric 微波介质microammeter微安计non-resonant失谐half-power frequency width 半功率频宽half-power frequency 半功率频率hysterisis 滞后oscilloscope 示波器power divider 功率分配器quality factor 品质因素resonant cavity 谐振腔resonant frequency 谐振频率reflecting cavity 反射式腔reflector voltage 反射极电压resonant curve 谐振曲线sawtooth wave锯齿波sample cavity 样品腔tangent of dissipation angle损耗角正切vibration modulus 振荡模。
四级单词
invention发明,虚构
suburb郊区
crush挤出,压碎
magnet磁铁
defect缺点 叛变
attribute把什么归因到什么
chip削
dull无聊的
provoke挑衅 激怒
substitute替代
orbit轨道
correspondent通讯记者
telescope望远镜
extensive广泛的,广阔的,大量的
current现在的,最近的,流通的
mask面具,掩饰
decay腐烂,腐朽,衰退
criticism批评
feedback反馈
perceive理解,察觉
scarcely几乎不,简直不
clay泥土
temporary暂时的
tag标签
nephew侄子,外甥
motivate刺激,激发什么的积极性
sketch略图,梗概
tame驯养
setting背景
emerge浮现,暴露
famine饥饿
fundamental基本的,根本的
anticipate预期,期望
compress压缩,压紧
pepper胡椒粉,辣椒
moderate
atomic
anchor
tense
flour
collision
paw
crew
interference
flesh
innocent
outline
fertilizer
tension
distinguish
terminal
天线英语
1. 防落角钢:anti-falling angle iron2. 微调拉杆:fine adjusting rod3. 加强杆:Stabilizing arm; strengthening rod4. 方位:azimuth5. 锁紧:lock 拧紧:fasten 松掉:loosen 拆卸:remove 安装mount;install 卸载:unload 旋转:rotate6. 活扳手:adjustable wrench7. 十字头螺栓:cross headed bolts8. 力矩扳手:torque wrench9. 支座:pedestal 方位座:azimuth pedestal10. 馈源支撑杆:feeder support rod11. 平垫:flat washer 弹垫:spring washer12. 压块:pressing block13. 组件:component (如汽车的轮胎)附件:accessory(如汽车的收音机)零件:part(如汽车的螺丝)14. 防锈的:anti-rust15. 型号与规格:model and specification16. 出口接口界面:interface17. 拉线:guy wire kit (防止因馈源长度过长而导致倾斜)18. 斜垫圈:bevel washer、oblique washer(之前用过)19. 接缝:seam 接头:joint 连接处:junction20. 相对应的:corresponding21.与..对齐: be aligned with22. 将天线罩布平铺在天线口面上:spread the radome onto the reflector23. 打开,展开:unfold24. 吊钩:lifting hook/hoisting hook(用过)25. 防卡死剂:anti seize paste26. 套管:casing pipe (not confirmed)27. 具有支撑能力的构件:sustainable frame28. 现场条件:site condition29. 夹板:clamp30. 向前或者向后移:move forward or backward31. 合路器:coupler37. 备用ODU: standby ODU38. 刀片:blade 刮:scrape39. 硅橡胶:silicon rubber40. 按照:as per41. 交叉极化鉴别率:XPD(cross polarization discrimination)42. 前后比:F/B ratio43. 隔离度:isolation44. 驻波比:VSWR45. 包络图:envelope(RPE基础上人为概括)方向图:RPE (radiation pattern envelope)46. 轴向力:axial force 侧向力:side fForce47. 扭矩:twisting momentThe axial, side and twisting moment forces stated are maximum loads applied to the tower by the antenna at a survival wind speed of 250 km/h (70m/s). They are, in every case, the result of wind from the most critical direction for each parameter. The individual maximums may not occur simultaneously. All forces are referenced to the antenna mounting pipe.表格中所列轴向力、侧向力与扭矩均为极限风速250 km/h(70m/s)下天线所承受的最大载荷。
水化磷脂层中蛋白质和多肽的高分辨固体核磁共振波谱学_英文_(2)
波谱学杂志第26卷第4期2009年12月 Chinese Journal of M agnetic Resonance Vo l.26No.4 Dec.2009Article:1000-4556(2009)04-0437-20High-Resolution Solid-State NMR Spectroscopy ofMembrane Bound Proteins and Peptides Alignedin Hydrated LipidsFU R i-q iang(Center for Interdisciplinary M agnetic Res onance,National Hig h M agnetic Field Lab oratory,1800East Paul Dirac Drive,Tallahassee,Florida,32310,USA)A bstract:Solid-sta te nuclear mag netic r eso nance(N M R)o f alig ned samples has been rapidlyeme rged a s a successful and impor tant spect roscopic appro ach for hig h-resolution str uctural char acte rizatio n o f membrane-bo und pro teins and pe ptides in their“na tive-like”hydra ted lipid bilaye rs.Because the structure s,dynamics,and functions of membrane-bo und pro teins and peptides are highly asso ciated w ith he te rog eneo us native environments,proteins and pe ptides are prepared for so lid-state N M R measurements in the presence o f either bilay ers that are me-chanically alig ned on glass pla te s o r mag netically aligned bicelles.O rienta tion de pendent aniso-tropic spin nuclear interactio ns fro m these aligned pro teins and peptides can be o btained.These orienta tional restr aints can be assembled into hig h-resolution three-dimensional structur es.Driven by sig nificant advances in sample preparation pro tocols as well as N M R probes and o the r metho do lo gy developments in the pa st decade,the alig ned sample N M R appr oach has been w ell developed and become an effective w ay for structural characteriza tion of membrane-bound pro-teins and peptides.T his r eview intr oduces hig h resolution so lid-state N M R spectr osco py o f alig ned samples and summa rizes rece nt methodolog y develo pments in this arena.Key words:so lid-state N M R,membr ane-bound pro tein,o rienta tional co nst raint,hy drated lip-idsC LC number:O482.53 Document co de:AReceived date:3Aug.2009Biography:Fu Ri-qiang(1966-),m ale,major in Nuclear M agnetic Resonance Spectroscopy,T el:+1-8506445044, E-mail:rfu@. *Corresponding au th or.438波 谱 学 杂 志 第26卷 IntroductionThe characterizatio n of membrane bound proteins and peptides is very challenging in structural biology,in part because their structures,dy namics and functions are hig hly related to their biolo gical heterog eneous membrane environments[1-3].As an example, integral m em brane protein structures are severely underrepresented in the Pro tein Data Bank(PDB)(w w w.rcsb.o rg/pdb/),composing as little as about0.5%of protein structures deposited in the PDB,altho ug h they represent as m uch as o ne third of the pro teins from most geno mes[4].These membrane pro teins are bio logically very impo r-tant,carrying out transpo rt and signaling functions o n the surface of cells and organ-elles.M any of these proteins are highly dy namic and inv olve multiple confo rm atio nal and functional sta tes that are sensitive to the pro teins'environment.On the o ther hand, membranes allow fo r the establishment of electric,chemical and m echanical po tentials, w hich can be modulated and conve rted into othe r fo rms o f energy through the action of membrane pro teins.While fo r many amphipa thic ca tionic antimicrobial peptides,the ac-tual m ode of action directly inv olves interactions w ith cell membranes[5-8].Therefo re,it is fundam entally im po rtant to cha racterize the structures of membrane bound pro teins and peptides in their w ell hydrated native membrane enviro nm ent in o rder to understand their structure-functio n relationships that pe rfo rm vital functio ns at cell membranes.In past decades,many spectroscopic me thods,such as X-ray[9,10],Infrared spec-tro scopy[11,12],mag netic resonance spectro sco py[13,14],have been used to characterize the structures of membrane bound pro teins and peptides.Am ong these structural ap-proaches,solid-state nuclear magnetic resonance(NM R)[15]has the inherent ability to detect single atomic sites and hence e xhibits m any advantages for o btaining high-resolu-tion structures of proteins and peptides in their membrane bound states,since they often invo lve multiple confo rm ational and functional states w ith a sig nificant degree of lo cal and do main dy namics.Biolo gical solid-state NM R techniques[16-20]have been rapidly developed in the past few years for structural characterization o f mem brane bound proteins and peptides.Cur-rently,there are tw o complimentary NM R technologies that are primarily used to g ain structural insights:the magic ang le spinning(M AS)and the aligned sample appro ach. Fo r M AS NM R,uno riented samples are spun around the axis tilted at54.7°from the applied external m ag netic field,yielding“so lution-like”hig h-reso lution so lid-state NM R spectra w ithout requiring an isotropic m otio n on a nano second tim escales[21].For the a-lig ned sam ple appro ach,samples that have a unique alig nment with respect to a single axis,such as the m ag netic field axis and the bilaye r no rmal,are prepared so that aniso-tro pic high-reso lution solid-state NM R spectra can be obtained.These orientatio nal de-pendent aniso tropic spin interactions provide bo th mechanisms fo r dispersing the reso-nances in solid-sta te NM R spectra and for providing structural restraints to assem ble hig h-reso lution three-dimensional structures.In the past few years,the alig ned sam pleapproach has been mo re developed for membrane bound pro teins and peptides o riented in hy drated “native -like ”lipid bilay ers ,leading to the depo sit o f ove r ten membrane pro -tein structures in the PDB (i .e .,1M AG ,1PJD ,1EQ8,1M P6,1NYJ ,2H 95,1M ZT ,1PI7,2GOF ,2GOH ,1H 3O )[22-32].This review focuses on recent me thodology devel -o pments in the biological solid -state NM R of alig ned samples .1 Structural constraints in aligned samplesThe primary to ols used fo r the NM R structural determination of alig ned mem brane -bo und pro teins and peptides that have a unique orientation w ith respect to the mag netic field axis of the NM R spectro meter are the measurement of orientatio nal constraints ,derived fro m o bservatio ns of a v ariety o f aniso tropic nuclear spin interactions ,such as chemical shifts ,hetero -nuclear interactions ,and quadrupolar inte ractio ns .Fig .1(a )show s an α-helical seg ment .The enlarged insert illustrates a peptide plane ,the building blo ck of an ideal α-helical structure .Any given alignment o f the α-helical segm ent in the e xternal magnetic field B 0co rrespo nds to a specific o rientation of aniso tropic nuclear spin interactio ns w ith respect to B 0.Fo r instance ,the NH vecto r o f a peptide plane is tilted from B 0by the ang le θ,as indicated in Fig .1(b ).When all of the α-helical seg -m ents are random ly alig ned in B 0,as tho ug h the ang le θfo r the same peptide plane is unifo rmly distributed all o ver the sphere ,the resulting15N -1H dipolar spectrum has a ty pical “Pake -pattern ”lineshape .Ho wever ,w hen all of the α-helical seg ments have the same alig nment in B 0,the o bse rved15N -1H dipolar splitting Δνfro m the sam e peptide plane equals to the m agnitude ν∥of the N -H dipo lar interaction multiplied by the o rien -tation dependence :Δν=ν∥(3co s 2θ-1),(1)as show n in Fig .1(b ).Since the N -H bond in the peptide plane is cov alent ,the magni -tude ν∥is know n ,based on the N -H bond leng th .Therefo re ,the o rientation depend -ent 15N -1H dipola r splitting directly corresponds to the orientatio n of the N -H vector with respect to B 0.Similarly ,fo r a g iven α-helical seg ment ,the amide 15N chemical shift aniso tropy of a peptide plane can be defined by th ree Euler angles θ11,θ22,and θ33,as show n in Fig .1(c ).When the alig nments of all α-helical segm ents are rando mly alig ned w ith respect to B 0,the resulting 15N chemical shift spectrum has a typical chemical shift pow de r pat -tern .Ho wever ,w hen all of the α-helical seg ments have the same alignment in B 0,the observed 15N chemical shift σobs depends o n the three principal elements ,σ11,σ22,and σ33,of the amide 15N chemical shift tensor and their o rientations with re spect to B 0:σob s =σ11cos 2θ11+σ22co s 2θ22+σ33cos 2θ33,(2)as illustrated in Fig .1(c ).A gain ,the three principal elements σ11,σ22,and σ33can be in -dependently obtained .It is w o rth no ting that ,fo r the peptide planes in an ideal α-helix ,439 第4期 F U Ri -qiang :High -Resolution Solid -State NM R Spectr osco py of M embr ane Bound P ro teins and P eptides A ligned in Hydr ated L ipidsthe variatio ns of the amide 15N chemical shift tenso r are very minimal .Co nsequently ,the orientation of the amide 15N chemical shift tenso r w ith respect to B 0can be deter -mined from the orientation dependent 15N chemical shift reso nance of the aligned sam -ples .It is w orth noting that the obse rved anisotropic 15N chemical shift resonance fro m the alig ned sample is dispersed over the entire w idth of the amide 15N chem ical shift ani -sotropy (~200),rather than the iso tro pic chemical shift rang e (<10)in the M AS NM R spectra .Therefo re ,the data from the o rientation dependent nuclear spin interac -tions co nstrain the orientation of a specific m olecular site w ith respect to B 0.By obtai -ning numerous restraints ,all with respect to the sam e alig nment axis ,high -reso lution three -dim ensio nal structure s can be achieved .Fo r example ,the very first hig h resolu -tion three -dimensional structure of the g ramicidin A (gA )aligned in lipid bilayers (the PDB #1M AG )w as characterized by solid -state NM R using 120precise o rientational re -straints from numerous specifically labeled sites [22,23].Fig .1 NM R spectra of anisotropic spin interactions from α-helical segm ents under differen t alignmen ts .(a )A α-heli -cal segment .For an ideal α-helical structure ,the buildin g block is a peptide plane ,as illustrated in the enlarged insert ;(b )The orientation of the15N -1H vector w ith respect to the m agnetic field B 0,as defined by the angle θ,and the 15N -1H dipolar spectra at differen t alignment conditions ;(c )Orientation of the amide15N ch emical shift anisotropy w ith respect to B 0,as defined by three Euler angles θ11,θ22,and θ33,and the15N chemical shift spectra at differentalign men t conditions .Since the orientatio nal restraints result fro m aniso tropic nuclear spin interactions with respect to the same alig nment axis (e .g .,B 0),they are abso lute and independent with each other ,meaning that the er rors associated w ith individual restraints do not sum w hen multiple restraints are used for defining helical structures .Ho wever ,the o rien -taional restraints can no t be used to define the relative position between helices ,w hich can only be o btained by distance restraints ,ano ther type of structural constraints based on the spatial distances betw een tw o nuclei .Distances repre sent relative constraints in that they restrict the position of one mo lecule site relative to ano ther .Thus ,precise dis -tance restraints a re an impor tant com plement to orientational restraints fo r defining ter -tiary and quarte rnary pro tein structure [15].For instance ,g A mo nom eric structure in phospholipids bilayers is know n to have very hig h re solutio n through the extensive use 440波 谱 学 杂 志 第26卷 of o rientational restraints [22,23],but the dimme r interface can o nly be modeled in a lipid enviro nment throug h sym metric and absolute nature of the o rientational restraints .Fig .2(a )show s the positions o f the specifically labeled 13C -Val 1,15N -Ala 5gA in hy drated dimy ristoy lphosphatidy lcho line (DMPC )bilay ers and the 13C cross polarized MAS (CP -M AS )spectrum .Fo r these labels ,the distance betw een the intramo nom er13C and 15N sites is 0.82nm ,based on the hig h resolutio n gA m onomeric structure ,too lo ng to y ield any detectable dipolar co upling .On the o ther hand ,the intermo nome r 13C and 15N sitesacro ss the dimmer interface appear to be much closer .Fig .2(b )show s that the sig nal intensities at δC 171.0and 172.6,the tw o resonances from the peptide13C label ,are clearly dephased by the simultaneous frequency and amplitude m odulatio n (SFAM )[33]irradiatio ns on the 15N channel ,as indicated by ho rizontal dashed lines .When co nsider -ing the fast mo tio n around the channel ax is ,the dephasing ra te yields a motionally aver -aged distance of 0.43±0.01nm betw een these 13C and 15N sites acro ss the monome r -monomer junction ,w hich provides a direct evidence of the m onomer -m onomer g eo metry in the g A channel structure [34].A sy nergic use o f the aligned sam ple approach and the MAS measurements has been w idely used as a pow erful tool to cha racterize helical bund -ling and channel gating mechanism [27,35-39].Fig .2 (a )Position s of th e specifically labeled 13C -Val 1and 15N -Ala 5gramicidin A (gA )in hyd rated dimyristoylph os -ph atidylcholine (DM PC )bilayers and the corresponding13C CPM AS NM R spectrum .(b )A set of 13C CPM AS spectra at different dephasing times w ith (righ t )and w ithou t (left )the simultaneou s frequency and amp l itude modulation (S FAM )irradiation on the 15N ch annel .T he spectra w ere recorded at 315K (above th e phase transition temperature of DM PC ).T he peak at δC 174results from the carb onyl group of the lipids and is not affected by dephasing ,w hile the tw o res onances at δC 172.6and 171.0are deph ased by the S FAM irradiations on th e 15N spin .441 第4期 F U Ri -qiang :High -Resolution Solid -State NM R Spectr osco py of M embr ane Bound P ro teins and P eptides A ligned in Hydr ated L ipids442波 谱 学 杂 志 第26卷 2 Solid-state NMR of align ed samplesSince the earliest demo nstration[40]that high-re solutio n structural constraints could be o btained by solid-state NM R o f pro teins and peptides in hydrated but anisotropic en-vironm ents,the biolog ical solid-state NM R of aligned sample s has been rapidly emer-g ing as a successful and important technique fo r structural and dynamic characterization of membrane bo und pro teins and peptides in“native-like”hy drated lam ellar phase lipid enviro nments[14,26,29,30,41-46];this is driven by sig nificant advances in sam ple prepara-tions as well as N M R probe and methodo logy developments.2.1 Sample alignmentsMechanical and m ag netic alig nm ents are the tw o prim ary approaches fo r the uni-fo rm alig nment of mem brane bound proteins and peptides,bo th of w hich use a lipid bi-laye r enviro nment above the phase transition tem perature.Fig.3(a)outlines the sche-m atics fo r aligned sample preparation in a hydrated lipid environment.Once the labeled pro tein/peptide is incorporated into lipids,the lipo some is spread onto thin g lass slides. S uch slides are then stacked in a glass tube,hy drated and sealed.Several thousand hy-drated lipid bilayers can thus be alig ned mechanically betw een a pair o f g lass surfaces.A stack o f~50such slides alig ned with the bilayer no rm al pa rallel to B0makes fo r a high sensitivity sam ple using5~10mg of pro tein.Fig.3(b)show s the31P spectrum of an alig ned protein in hy drated DPM C bilay ers contained in a g lass tube.The31P sig nals re-sult from the head g roup of the lipids.The narrow resonance peak at the left side indi-cates that the majority of the lipids are w ell aligned betw een glass slides,w hile the w eak resonance at the right side implies that a small portion o f the lipids is still uno riented, w hich could be par tly from tho se at the edge of the glass slides.Recently,anodic aluminum oxide(AAO)substrates w ith flow-throug h nanopo res have been used to provide m acro sco pically aligned peptide-co ntaining lipid bilayers[47]. The mo st striking advantage with these flow-through lipid nano tube arrays is that high hy dration levels as w ell as pH and desirable ion and/o r drug concentrations co uld be eas-ily maintained and modified in a series of expe riments w ith the same sam ple w itho ut lo s-ing the lipid alig nm ent o r bilay ers fro m the nanopo res,avoiding any uncertainty during the sample preparation at those various conditions.The mag netic alig nment takes advantag e of bicelles,discoidal lipid ag gregates that are edge stabilized by sho rt chain lipids.So lutions o f these bicelles can be prepared in such a w ay that they are unifo rmly alig ned with the bilay er no rmal perpendicular or par-allel to B0,w itho ut the aid of g lass slides.In recent years,magnetically aligned bicelles have also become an im po rtant bilayer preparatio n fo r bio logical solid-state NM R of alig ned sam ples[48-51].Since any dispersio n o f m olecular o rientations w ith respect to B0will broaden the observed resonance s,much effo rt has gone into the improvement of sample alig nment. This includes:i)choices o f lipids;ii)improved protoco ls fo r aligned sam ple prepara-tions ;and iii )the availability of higher mag netic fields .Early on in the development of solid -sta te NM R structural biology ,mo st of the alig ned samples w ere prepared with DM PC .No w aday s ,a range o f diffe rent lipids and mix tures o f lipids have been used ,in -cluding saturated and unsaturated fatty acids as w ell as charged and zwitterionic lipids .Altho ug h so lid state NM R bilayer sam ples are far less co mplex than nativ e mem branes (e .g .,typically m ore than 100lipids of even a bacterial membrane ),they represents themost native -like membrane environm ents in many aspects [1-3](e .g .,by providing a het -erog eneous environment ,dielectric gradient from the lipid interfacial regio n to the low dielectric lipid interior ,and so on ).Sam ple preparatio n pro to cols have been g reatly im -proved over years with different types of lipids and lipids mix ture and will co ntinue to be improving .It has been sho w n very recently that high reso lution MAS spectra of m em -brane pro teins can be achieved with the use o f viral lipids [38,52].Furthermo re ,it is also evident that hig h B 0improves sample alignment [53,54],in part because it enlarges the an -isotropy of the diam ag netic o r paramag netic susceptibility [55-57],w hich either aids uni -fo rm alig nment of lipid bilayers o r minimizes the defects of lipid bilaye rs due to their flu -idity nature.Fig .3 (a )S chematics of sample p reparation for an al igned p rotein /pep tide in a hydrated lipid environment .(b )31P NM R spectrum of a p rotein sam ple oriented in hydrated DM PC bilayers .2.2 NMR probe developmentT raditionally ,solid -state NM R probes used a m ultiply turned solenoid coil as a sample coil ,tuned to different frequencies simultaneously (kno w n as sing le -coil double -resonances circuits fo r H -X probes )[58,59].H ow ev er ,this ty pe of probe desig ns is no longer efficient fo r biological so lid -state NM R ,especially at hig h fields .Biolog ical sam -ples are ty pically hy drated so that the heating associated w ith the electric fields genera -ted during high pow er 1H decoupling is sig nificant ,par ticularly at hig h fields ,resulting in sample dehydratio n or even destruction of the samples [60].The electric fields are pro -duced by the hig h voltage across the sam ple coil .A lthough the use of a balanced circuit 443 第4期 F U Ri -qiang :High -Resolution Solid -State NM R Spectr osco py of M embr ane Bound P ro teins and P eptides A ligned in Hydr ated L ipids444波 谱 学 杂 志 第26卷 moves the g rounding point fro m o ne end of the so lenoid coil to the center of the solenoid leading to a bette r B1homo geneity[61,62],it does not reduce the v oltage across the sole-noid,thus it has limited effects to prevent sample heating.Several clever desig ns have been propo sed to reduce sample heating by moving the large electric field aw ay from the sample.In the“scro ll”coil desig n[63],the electric field of the scroll is largely confined between concentric turns of foil,so it g reatly reduces sample heating.The scro ll's low inductance tends to reduce the1H drive vo ltag e,yet it presents a challenge[64]to the ef-ficient tuning and m atching of a low frequency channel such as15N.A slo tted Faraday shield betw een the coil and the sample can also reduce the electric fields[65].The fundamental problem invo lves using the same sample coil for both the hig h fre-quency(1H)and m uch lowe r frequency(e.g.,15N).It is very hard to have the same sample coil w orking efficiently at tw o very diffe rent frequencies.Fo r instance,sensitivi-ty at the low frequency larg ely depends on having relatively m ore turns.H owever,more turns lead to a large inductance fo r hig he r frequency thus leading to hig h voltages across the sample coil,w hich require the use o f hig h-voltage capacito rs in the circuitry and re-sult in a large electric field fo r sample heating.In addition,a1H frequency trap is re-quired for the lo w frequency channel,w hich furthe r reduces sensitivity.For aligned samples,due to the presence of g lass tube,glass slides and a significant po rtion of lipids and hy dration,the pro tein sample s being investig ated are limited,resulting in low sensi-tivity.Therefo re,it is desirable to have a bigg er sample coil so that m ore samples can be av ailable for detectio n in orde r to im pro ve the sensitivity.Again,a la rg e sample coil po-ses significant problem s asso ciated w ith the w aveleng th effects.Recently,the cro ssed-coil design[66]has been very successful in term s of reducing e-lectric fields and improving sensitivity on both hig h and low frequency channels.A par-ticularly efficient design for large vo lume,hig h field,static applications is know n as low electric field coil,o r“low-E”coil[67].The low-E coil assembly co nsists of a low-frequen-cy coil(e.g.,15N)nested w ithin a1H lo op gap resonato r(LGR).The15N coil and1H LG R are oriented in such a w ay that they produce B1fields in o rthog onal directio ns. Therefo re,no additio n trap is needed in the circuitries to isolate the tw o channels.For each channel,a sing le-coil sing le reso nance circuitry is established,so that each channel can be independently optimized.The1H LG R's inherently low electric field is further re-duced by Fa raday screening by the inner coil.I t has been demo nstrated that this desig n dramatically decreases sam ple heating fo r hydrated biological sam ples[67].2.3 Polarization inversion spin exchange at the magic angle(PISEMA)In aligned samples that have unique o rientation with respect to B0,the data from o-rientation-dependent nuclear spin interactions within a peptide plane permit the charac-terization of this peptide plane orientatio n w ith respect to the alignment axis,as long as the relativ e orientatio n of tho se spin interactions in the m olecular frame becom es know n.In a peptide plane,the15N chemical shift tenso r has been w ell characterized in- Fig .4 Relative orientation of the 15N chem ical shift tensor and the 15N -1H dipolar in teraction in a peptide planedependently with respect to the 15N -1Hdipo lar interaction ,as show n in Fig .4.Therefo re ,traditional sepa rated -local -field(SLF )ex periments [68]can be used to cor -relate the o rienta tion -dependent ,aniso -tro pic 15N -1H dipolar coupling w ith 15Nchemical shift from a peptide plane ,thusto define the orientatio n of this peptideplane w ith respect to the alig nment axis .By obtaining the orientations o f all peptideplanes with respect to the sample alig n -m ent axis ,three -dimensional backbone conformation and to polo gy o f the alig ned samples can be achieved [69].Ho wever ,spec -tral resolution is the key to the success of using such S LF experiments.Fig .5 (a )Pu lse sequence for PIS EM A experim en ts ;(b )Tw o -dimensional PISEAM spectrum of 15N 1,3,5,7-labeled gramicidin A oriented in hydrated DM PC bilayers (at apep tide ∶lipid molar ratio of 1∶8)recorded on a 400M H z NM R spectrometer at 40℃.The first and mo st sig nificant ex peri -ment to im pro ve the S LF spectral resolu -tion w as polarizatio n inve rsion spin ex -chang e a t the m ag ic angle (PIS EM A )[70],as show n in Fig .5(a ).After cross polari -zatio n ,the pro to n magnetization is flippedto the magic ang le by a 35°pulse ,alongw hich the polarizatio n inversio n spin ex -chang e is established by applying a fre -quency switched Lee -Goldburg (FS LG )homo nuclear decoupling sequence [71]to theproton channel in sy nchronizatio n with180°phase alternation o f the spin -lockingfield applied to the 15N channel .The spinexchange takes place w hen the effective field in the proton channel and the applied15N spin -locking field fulfill the H artman -H ahn co nditio n .Fo r the traditional SLFexperiments ,the 15N sig nals a re evolved inthe x y plane during the indirect t 1dimension and thus affected no t o nly by the dipolar coupling s w ith directly bonded amide pro to ns but also by the dipolar inte ractio ns with other remote pro to ns .The latter leads to additio nal line broadening in the dipolar di -m ensio n .While fo r the PISEMA experim ents ,the dipolar flip -flo p te rm of the directly bo nded 15N -1H dipo lar co upling s are evo lved in the ro ta ting frame during the spin ex -change period w hile the couplings to o ther rem ote pro tons are effectively truncated [72].445 第4期 F U Ri -qiang :High -Resolution Solid -State NM R Spectr osco py of M embr ane Bound P ro teins and P eptides A ligned in Hydr ated L ipidsCo nsequently ,the spectral reso lution in the dipo lar dimension is improved dram atically ,as demonstrated in Fig .5(b ).Furtherm ore ,the 15N -1H dipolar coupling s are scaled by a large facto r (0.82)in the PIS EM A experim ents ,com pared to the traditional SLF exper -iments [71,73-75](0.57at mo st depending on hom onuclear deco upling sequences used in the indirect t 1dimensio n ).With the g reatly improved resolution ,the PISEMA ex peri -m ents have become a powe rful tool to obtain o rientational constraints fro m uniform ly la -beled pro teins and peptides .Since the building block of an ideal α-helical structure is a sing le peptide plane ,the PISEM A resonance patterns of a tilted helix ,as illustrated in Fig .6(a ),can be calculat -ed by sim ply rotating the peptide plane about its helical axis ,w hile calculating the 1H -15N dipolar coupling and 15N chemical shift observables .As show n in Fig .6(b ),the PISEM A resonances o f ideal α-helix clearly fo rm characte ristic w heels ,the so -called PI -SA w heels (polarity index slant ang le )[76,77],w hose size and po sitio n uniquely define the helical tilt with respect to B 0and the bilayer no rmal without reso nance assignments .The ro tation ρabo ut the helical axis h does no t affect the PISA w heel ,but does change the resonance positions of individual peptide planes on the w heels.Fig .6 (a )Definitions of helix tilt τand rotation ρaround the hel ical axis h in the laboratory frame .(b )Simu lated “w h eels ”rep resenting PISE M A resonance pattern of an ideal α-helix at differen t tilt angles τusing the 15N chemical shift tensors 'principal elements (σ11=31,σ22=54,σ33=202)and the relative orientation of th e dipolar and chemical shift tensors ,given by θ=17°,as sh own in Fig .4.For each tilt angle ,th ere are tw o symmetric w heels (b lack and g rey )mirrored along the zero frequency in the dipolar dimen sion .2.4 Other PISEMA type experimentsThe pe rfo rm ance o f the PISEM A ex periments largely depends o n the decoupling ef -ficiency of the FSLG o ff -resonance irradiatio n ,w hich is very sensitive to the setting of 1H carrier frequency .In the PISEM A spectra ,the 1H offse t effects include [78],1)the bro adening and thus attenuation of the dipolar oscillatio n peaks in the dipolar dimen -sion ;2)increase of unwanted artifacts at zero -frequency of the dipolar dimension ,and3)e xperimental 1H -15N dipolar coupling s la rg er than w hat they should be .S uch effects greatly co mpromise the reso lution of the PISEMA spectra ,especially at hig h fields ,446波 谱 学 杂 志 第26卷 。
航空发动机常用汉英词汇
汉英分类词汇航空发动机类型Aero-Engine Models超高涵比发动机ultra high bypass engine超音速冲压喷气发动机scramjet engine冲压喷气发动机ram-jet engine带推力转向系统的发动机engine with thrust deflector system带自由涡轮双轴涡轮轴喷气发动机twin-spool turbo-shaft with free-power turbine单轴涡轮喷气发动机single-spool turbo-jet engine低涵比发动机low bypass turbofan反向旋转发动机contra-rotation engine高涵比发动机high bypass turbofan后风扇涡轮喷气发动机aft fan turbo-jet engine 活塞式发动机piston(-and-cylinder) engine // piston-driven engine桨扇发动机prop-fan engine离心涡轮喷气发动机centrifugal turbo-jet engine 脉冲喷气发动机pulse jet engine前风扇涡轮喷气发动机front fan turbo-jet engine 燃气轮机gas turbine engine三轴桨扇发动机three-shaft prop-fan engine三轴涡轮前风扇涡轮发动机triple-spool front fan turbo-jet双轴外涵涡轮喷气发动机twin-spool by-pass turbo-jet双轴涡轮风扇发动机twin-spool turbo-fan engine 同向旋转发动机co-rotation engine外骨架发动机exo-skeletal engine涡轮冲压喷气发动机turbo/ram jet engine涡轮风扇发动机turbofan engine涡轮火箭发动机turbo-rocket engine涡轮螺旋桨发动机turboprop engine涡轮喷气发动机turbojet engine涡轮轴发动机turbo-shaft engine轴流涡轮喷气发动机axial flow turbo-jet engine 型面profile型面座标图aerofoil ordinate chart型式form轴流式压气机axial (flow) compressor函道duct函道比by-pass函道风扇ducted-fan中介机匣intermediate case燕尾形样dovetail root叶片vane(一般指静子叶片)压气机compressor压气机机匣compressor case效率efficiency压气机盘compressor disc压缩比compression ratio牙底root涡轮导向器turbine nozzle涡轮盘turbine disc燃烧室burner // combustion chamber //combustor燃烧室外套combustion outer case燃油导管discharge nozzle燃油滤fuel filter燃油喷咀fuel atomizer // fuel spray nozzle燃油消耗量fuel consumption火焰筒liner扩散器机匣diffuse case加力燃烧室afterburner航空发动机叶片术语Terms of Aero-Engine Airfoils叶片类型Type of Airfoils动叶blade // bucket静叶vane空心叶片hollow blade // core blade实心叶片solid blade涡轮导向器turbine nozzles涡轮导向器扇形段turbine nozzle segment涡轮导向器叶片turbine nozzle vane // nozzleguide vane (ngv)涡轮工作叶片turbine blade // bucket涡轮静子叶片turbine nozzle vane // nozzle guidevane (ngv)涡轮叶轮turbine wheel涡轮叶片turbine blades & vanes // buckets涡轮转子叶片turbine blade // bucket压气机定子叶片compressor vane // vane压气机工作叶片compressor blade // blade压气机叶轮compressor impeller // compressorwheel压气机叶片compressor blades & vanes压气机整流叶片compressor vane // vane压气机转子叶片compressor blade // blade叶片的结构特点Characteristics of Airfoil Structure283基体部分base榫头tip // cog // fir-tree // root // tenon叶根blade root // root // vane tang叶冠shroud // tip platform // tip shroud叶身blade body叶型部分aerofoil // profile缘板platform // shroud叶片的主要名称Key Terms of Airfoil Body基体base进气边/前缘leading edge理论叶型theoretical developed airfoil/profile排气边/后缘trailing edge // exhaust edge弦chord型线airfoil curve叶背blade back // convex side // blade convex叶盆blade basin // vane basin // blade/vane concave叶片阻尼台blade damper // clapper // mid-span 叶身blade body叶型公差airfoil tolerance叶型理论airfoil theory叶型剖面airfoil section中弧线airfoil mean line工装Tooling标准件master piece // standard part // tool master 标准块master block // reference block测具gauge // measuring fixture // measuring tool 测头feeler // gauge head measuring head // stylus 车床夹具lathe fixture车刀lathe tool// cutter// turning tool吊具lifting tool夹具fixture饺孔夹具reaming fixture // reaming jig孔位置度测具hole true position gauge拉刀broach (Bro.) // broaching cutter拉削夹具broaching fixture刨削夹具planner fixture钳工工具bench-work tool丝套insert // thread insert丝锥taper // (screwing)tap镗刀boring cutter镗杆boring bar (B/bar) // boring spindle镗孔夹具boring fixture // boring jig铣槽工具grooving tool铣床夹具milling jig铣床铣槽刀milling machine // miller铣铣槽刀刀milling cutter // milling tool铣削夹具milling fixture钻铰刀drill reamer钻铰复合刀具combined drill and reamer钻具jig钻孔铰孔夹具drilling and tapping fixture钻孔样板drill template (DRT)// drillingtemplate钻模(drill) jig钻模板drill plate (DRP)钻模与夹具jigs and fixtures钻套jig bush钻套jig bush(ing)钻头bit // drill // drilling bit机械加工术语Terms for Machining半精加工semi-finishing // semifinishingmachining插slotting车turning车床lathe// turning machine车床研磨lathe lapping车端面facing车螺纹thread turning车螺纹/螺纹加工thread/threading车削turning车削螺纹cut thread成形法forming冲头blanking ram // piercer // punch // ram head //slider冲压(punch) pressing冲压加工stamping冲压件pressing //stamping穿孔/套孔trepan/trepanning粗加工roughing machining锉file倒角deburr // chamfer倒角/去毛刺deburr(ing)倒棱chamfer电解抛光electrochemical polishing // electrolyticpolishing // electro-polishing电解蚀刻与抛光electrolytic etching andpolishing调整法machining on preset machine tool定位locating // location对刀to size // tool setting仿形法copying夹紧clamping饺reaming饺孔reaming饺孔机reaming machine饺孔钻reamer drill饺铆钉孔ream a rivet hole284精加工finishing // finish machining锯sawing锯背back of the saw锯槽kerf锯齿serration锯齿铣sawtooth milling拉削broaching冷装shrinkage fitting铆rivet(ing)铆钉rivet磨床grind // grinding machine磨端面face grinding磨料abraser // abrasive material // grinding compound磨削加工abrasive machining抛polish抛光buffing // burning // polish (Pol.)刨planing// shapering刨槽fillister // slot shaping刨齿gear shaper cutting // gear-shaping刨床planer // planing machine// shaper刨削shaping去毛刺deburring // fin cutting镗boring镗车两用机床boring lathe镗床borer // boring machine镗孔boring // borizing (金刚石)镗磨联合机床combined boring and honing machine镗钻两用机床boring and drilling machine铣mill // milling铣槽slot milling铣镗床milling-borer // milling and boring machine铣钻联合机床combined drill and mill machine铣钻两用机床milling and drilling machine旋spin旋锻spin forging // rotary forging // rotary swaging旋锻机spin forging machine // rotary forging machine // rotary swaging machine旋压spinning旋压成型stretch planishing // spin forming压装press fitting研lapping研齿gear lapping研磨lapping找正aligning // to center align装夹set-up装配assembly钻drill(ing)钻床drilling machine钻孔drilling钻埋头孔countersink表面处理(镀层、涂漆和金属喷镀)Surface treatment(Plating,Paining & Metal sparying)涂层不良imperfectly coated spots涂层过厚thickening涂层凸起lifting of the coating, protrusion, orlifting冲压Punch尺寸检验dimension inspecting基准datum技术条件technical condition加工fabricate夹clamping夹紧面clamping surface夹具fixture钻孔drill钻头drill图纸及工艺规程常用词汇EverydayVocabularies on Working Drawings &W.P.S尺scale尺寸dimension // size尺寸单向极限single of size尺寸过大oversize尺寸过小undersize尺寸极限limit of size尺寸最大极限maximum of size尺寸最大余量极限maximum metal of size尺寸最小极限minimum of size齿根root处理treatment吹砂blast // abrasive blasting垂直度perpendicularity // squareness垂直度公差squareness tolerance单位燃油消耗量specific fuel consumption单位压力unit pressure单位装配件assembly unit单向公差unilateral tolerance单向公差域bilateral tolerance zone氮化nitriding当量equivalent挡块stop285刀柄holder刀杆cutter bar刀痕scar // tool mark等离子喷镀plasma spray等值equivalent低压压气机LP compressor地面试车ground run典型加工typical operation防锈rust protection // rust proof仿形copy仿形铣床copying milling machine // duplicator 仿型加工form machine高速钢high speed steel高速工具钢high speed tool steel高温合金high temperature alloy高压压气机HP compressor根root根切undercut公差tolerance公差带tolerance band公称尺寸nominal size功能function功能尺寸function dimension功能要求functional requirement构造尺寸constructional dimension固定fasten固定工具fastening tool故障defect // blemish // failure // fault // imperfection // trouble故障分析trouble shooting关键零件critical part观点view过盈interference过盈配合interference fit过载overload互换性interchangeability互换性组件interchangeable assembly花键splined shaft花键轴splined shaft火裂fire cracks机床machine (tool)机匣case // casing基本尺寸base dimension // basic size基本公差basic tolerance基本数basic member基本锥体basic taper基孔制hole basis limit system基线basic line基轴制shaft basis基轴制shaft basis limit system基准data // reference基准尺寸datum dimension基准点datum point基准件basic member基准角basic angle基准面datum face // datum plane基准线datum line // zero line基准叶片master vane几何公差geometrical tolerance几何精度accuracy geometrical加工制造fabricate夹紧fastening夹具clamping apparatus // dogging tool // fixture// holding device // jig检验装置checker节径pitch diameter精度accuracy // precision精锻precision forging精加工finishing精磨precision ground精确长度exact length精调fine adjustment // accurate adjustment//precision adjustment孔bore // hole框flame拉床broacher // broaching machine拉刀broacher拉销broach离心式压气机centrifugal compressor离心铸造centrispum casting iron立式车床vertical lathe立式钻床upright drill螺母nut螺栓bolt名义尺寸base size // nominal size内径inner diameter内裂internal crack内外函发动机by-pass engine内应力internal stress内圆磨床internal grinding machine耐磨性resistance to wear耐热钢heat resisting steel耐热合金heat-resisting啮合mesh啮合线action line扭转twisting排气边trailing edge排气喷口exhaust nozzle盘disc抛光polishing抛光机polisher // burnishing wheel刨平plane泡疤blister配合fit // matching // mating286配合等级classes of fit // grade of fit配合间隙class of fit配合类型types of fit配合容差fitting allowance配合直径snap diameter配合制system of fits配件mating piece喷口nozzle喷丸peening // shot-blasting喷丸处理shot peening喷雾器atomizer喷嘴nozzle批生产mass production疲劳断裂fatigue fracture匹配matching片sheet偏心的eccentric偏心距eccentric distance偏心轮eccentric偏心套eccentric bushing偏心轴eccentric axis偏心装置eccentric偏移deviation漆paint切断parting切面cutting切切削深度depth of cut切头cropping切削cut切削工具cutter切削加工machining轻合金light alloy轻微的slight清楚的clear清理cleaning清漆层不好poorly varnished film区域zone曲度curve曲面curved surface曲线curve屈服yield屈服点yield point屈服强度yield strength屈服应力proof stress // yield stress缺口敏感性notch sensitivity缺陷blemish // defect // failure // fault // imperfection热脆性red shortness热裂hot crack热裂纹clink热损heat waste容差allowance熔化smelt (ing)蠕变creep设计design设计草图rough plan设计尺寸design size设计角design angle伸长elongation伸长率elongation失速stall(飞机)湿吹砂vapour blast时间表schedule时效ag(e)ing时效处理seasoning识别号identification number实际尺寸actual size实际有效直径virtual effective diameter式样form // manner事故accident // failure视图view试车test run // trial run试件test piece试验examine // test试验参数test data试样coupon // (test) sample // test specimen试样长度sample释放release手册manual手段means寿命limit of life数number数据data数量quantity说明书description // specification榫头root调正adjustment调质improvement跳动量runout凸起overfill凸台boss凸缘collar // flange图scheme图板drawing board图号drawing number图形机体feature图样draft // drawing图纸drawing (sheet)图纸比例drawing scale图纸技术要求drawing call-out涂层不良imperfectly coated spots涂层过厚thickening涂层凸起lifting of the coating, protrusion, or lifting287涂漆paint推荐尺寸preferred size推力thrust推力比thrust ratio椭圆度ovality外部检查visual inspection外函道by-pass duct外螺纹external screw thread外形outline外圆磨床circular grinding machine位置location位置公差positional tolerance蜗杆worm蜗轮work wheel卧式钻镗床horizontal boring & drilling machine 误差error习惯表示法conventional representation铣床milling machine铣刀milling现场site // spot相当的equivalent相应值equivalent消除应力stress relieved // stress released消耗consumption销钉pin销孔bore // pin hole销子pin斜度angularity (tolerance)压板clamp (plate)氩弧焊argon-arc welding应变strain应变时效strain ageing应力stress应力腐蚀裂纹stress corrosion crack应力消除stress relieving应力-应变曲线stress strain curve应力-应变图stress strain diagram圆度circularity // roundness圆滑smoothness圆心center of circle圆柱度cylindricity直径diameter制度system制造manufacture质量quality质量验收标准quality acceptance standard中心距center distance中心孔center hole轴shaft轴承bearing轴线axis轴线axis主喷咀main nozzle铸造casting铸造组织casting iron structure专门技术know-how专门铣床planomilling machine专用工具special tool专用工装special tooling专用设备special purpose machine专用铣床production machine转换reset转子叶片blade装备device装夹mount装配assembly // mount装配车间assembling shop // assembly shop //erecting shop // fitting shop装配间隙fit clearance装配件assembly装配图assembly drawing // erection drawing装箱退火close annealing装置device锥齿轮bevel gear锥度taper锥螺纹taper thread锥面conical surface锥体slow object // taper总尺寸外形尺寸overall dimension总体布置图general layout总装车间assembly department总装件assembly // general assembly总装图general layout组合件joint组件assembly组装件sub assembly钻drill钻床drill machine钻具jig钻孔drill钻套drill jig bush钻头号drill number最大长度max length最大间隙major clearance最大推力full thrust // top thrust最大直径major diameter最小长度min length最小间隙minor clearance最小直径minor diameter缺陷解释Interpretation of Defects凹陷undercutting (在母材上沿焊接边的沟槽或288充填不足)变形deformation (在加工时未能保持住形状不变或与相邻部有不顺滑转接)电解腐蚀electrolytic action(不同金属间的电蚀作用造成的缺陷)断裂fracture(受力过大造成的破坏)开裂flaw外贸常用词语和术语Everyday Vocabularies of Foreign Trade询盘Inquiry把某物交付给某人to deliver sth to sb把询价记录在卷to keep the inquiry on file办理交货to effect delivery // to make delivery还盘Counter Offer还盘counter offer享有盛誉enjoy great popularity与某人达成交易conclude business with sb.达成交易close business // close a deal // close atransaction // close a bargain价格Price成本加保险费运费价cost, insurance & freight(C.I.F.)成本加运费价cost & freight (CFR)船上交货free on board (F.O.B)底价floor price货币currency价格偏低on the low side价格条件price terms廉价出售 a bargain sale市场价market price讨价还价bargain为某事拼命讨价还价drive a hard bargain oversth.与某人成交make a bargain with sb最低价rock-bottom price289290。
中国诺奖级别新科技—量子反常霍尔效应英语
中国诺奖级别新科技—量子反常霍尔效应英语全文共6篇示例,供读者参考篇1The Magical World of Quantum PhysicsHave you ever heard of something called quantum physics? It's a fancy word that describes the weird and wonderful world of tiny, tiny particles called atoms and electrons. These particles are so small that they behave in ways that seem almost magical!One of the most important discoveries in quantum physics is something called the Quantum Anomalous Hall Effect. It's a mouthful, I know, but let me try to explain it to you in a way that's easy to understand.Imagine a road, but instead of cars driving on it, you have electrons zipping along. Now, normally, these electrons would bump into each other and get all mixed up, just like cars in a traffic jam. But with the Quantum Anomalous Hall Effect, something special happens.Picture a big, strong police officer standing in the middle of the road. This police officer has a magical power – he can makeall the electrons go in the same direction, without any bumping or mixing up! It's like he's directing traffic, but for tiny particles instead of cars.Now, you might be wondering, "Why is this so important?" Well, let me tell you! Having all the electrons moving in the same direction without any resistance means that we can send information and electricity much more efficiently. It's like having a super-smooth highway for the electrons to travel on, without any potholes or roadblocks.This discovery was made by a team of brilliant Chinese scientists, and it's so important that they might even win a Nobel Prize for it! The Nobel Prize is like the Olympic gold medal of science – it's the highest honor a scientist can receive.But the Quantum Anomalous Hall Effect isn't just about winning awards; it has the potential to change the world! With this technology, we could create faster and more powerful computers, better ways to store and transfer information, and even new types of energy篇2China's Super Cool New Science Discovery - The Quantum Anomalous Hall EffectHey there, kids! Have you ever heard of something called the "Quantum Anomalous Hall Effect"? It's a really cool andmind-boggling scientific discovery that scientists in China have recently made. Get ready to have your mind blown!Imagine a world where electricity flows without any resistance, like a river without any rocks or obstacles in its way. That's basically what the Quantum Anomalous Hall Effect is all about! It's a phenomenon where electrons (the tiny particles that carry electricity) can flow through a material without any resistance or energy loss. Isn't that amazing?Now, you might be wondering, "Why is this such a big deal?" Well, let me tell you! In our regular everyday world, when electricity flows through materials like wires or circuits, there's always some resistance. This resistance causes energy to be lost as heat, which is why your phone or computer gets warm when you use them for a long time.But with the Quantum Anomalous Hall Effect, the electrons can flow without any resistance at all! It's like they're gliding effortlessly through the material, without any obstacles or bumps in their way. This means that we could potentially have electronic devices and circuits that don't generate any heat or waste any energy. How cool is that?The scientists in China who discovered this effect were studying a special kind of material called a "topological insulator." These materials are like a secret passageway for electrons, allowing them to flow along the surface without any resistance, while preventing them from passing through the inside.Imagine a river flowing on top of a giant sheet of ice. The water can flow freely on the surface, but it can't pass through the solid ice underneath. That's kind of how these topological insulators work, except with electrons instead of water.The Quantum Anomalous Hall Effect happens when these topological insulators are exposed to a powerful magnetic field. This magnetic field creates a special condition where the electrons can flow along the surface without any resistance at all, even at room temperature!Now, you might be thinking, "That's all well and good, but what does this mean for me?" Well, this discovery could lead to some pretty amazing things! Imagine having computers and electronic devices that never overheat or waste energy. You could play video games or watch movies for hours and hours without your devices getting hot or draining their batteries.But that's not all! The Quantum Anomalous Hall Effect could also lead to new and improved ways of generating, storing, and transmitting energy. We could have more efficient solar panels, better batteries, and even a way to transmit electricity over long distances without any energy loss.Scientists all around the world are really excited about this discovery because it opens up a whole new world of possibilities for technology and innovation. Who knows what kind of cool gadgets and devices we might see in the future thanks to the Quantum Anomalous Hall Effect?So, there you have it, kids! The Quantum Anomalous Hall Effect is a super cool and groundbreaking scientific discovery that could change the way we think about electronics, energy, and technology. It's like something straight out of a science fiction movie, but it's real and happening right here in China!Who knows, maybe one day you'll grow up to be a scientist and help us unlock even more amazing secrets of the quantum world. Until then, keep learning, keep exploring, and keep being curious about the incredible wonders of science!篇3The Wonderful World of Quantum Physics: A Journey into the Quantum Anomalous Hall EffectHave you ever heard of something called quantum physics? It's a fascinating field that explores the strange and mysterious world of tiny particles called atoms and even smaller things called subatomic particles. Imagine a world where the rules we're used to in our everyday lives don't quite apply! That's the world of quantum physics, and it's full of mind-boggling discoveries and incredible phenomena.One of the most exciting and recent breakthroughs in quantum physics comes from a team of brilliant Chinese scientists. They've discovered something called the Quantum Anomalous Hall Effect, and it's like a magic trick that could change the way we think about technology!Let me start by telling you a bit about electricity. You know how when you turn on a light switch, the bulb lights up? That's because electricity is flowing through the wires and into the bulb. But did you know that electricity is actually made up of tiny particles called electrons? These electrons flow through materials like metals and give us the electricity we use every day.Now, imagine if we could control the flow of these electrons in a very precise way, like directing them to move in a specificdirection without any external forces like magnets or electric fields. That's exactly what the Quantum Anomalous Hall Effect allows us to do!You see, in most materials, electrons can move in any direction, like a group of kids running around a playground. But in materials that exhibit the Quantum Anomalous Hall Effect, the electrons are forced to move in a specific direction, like a group of kids all running in a straight line without any adults telling them where to go!This might not seem like a big deal, but it's actually a huge deal in the world of quantum physics and technology. By controlling the flow of electrons so precisely, we can create incredibly efficient electronic devices and even build powerful quantum computers that can solve problems much faster than regular computers.The Chinese scientists who discovered the Quantum Anomalous Hall Effect used a special material called a topological insulator. This material is like a magician's hat – it looks ordinary on the outside, but it has some really weird and wonderful properties on the inside.Inside a topological insulator, the electrons behave in a very strange way. They can move freely on the surface of the material, but they can't move through the inside. It's like having篇4The Coolest New Science from China: Quantum Anomalous Hall EffectHey kids! Have you ever heard of something called the Quantum Anomalous Hall Effect? It's one of the most amazing new scientific discoveries to come out of China. And get this - some scientists think it could lead to a Nobel Prize! How cool is that?I know, I know, the name sounds kind of weird and complicated. But trust me, once you understand what it is, you'll think it's just as awesome as I do. It's all about controlling the movement of tiny, tiny particles called electrons using quantum physics and powerful magnetic fields.What's Quantum Physics?Before we dive into the Anomalous Hall Effect itself, we need to talk about quantum physics for a second. Quantum physics is sort of like the secret rules that govern how the smallest things inthe universe behave - things too tiny for us to even see with our eyes!You know how sometimes grown-ups say things like "You can't be in two places at once"? Well, in the quantum world, particles actually can be in multiple places at the same time! They behave in ways that just seem totally bizarre and counterintuitive to us. That's quantum physics for you.And get this - not only can quantum particles be in multiple places at once, but they also spin around like tops! Electrons, which are one type of quantum particle, have this crazy quantum spin that makes them act sort of like tiny magnets. Mind-blowing, right?The Weirder Than Weird Hall EffectOkay, so now that we've covered some quantum basics, we can talk about the Hall Effect. The regular old Hall Effect was discovered way back in 1879 by this dude named Edwin Hall (hence the name).Here's how it works: if you take a metal and apply a magnetic field to it while also running an electrical current through it, the magnetic field will actually deflect the flow of electrons in the metal to one side. Weird, huh?Scientists use the Hall Effect in all kinds of handy devices like sensors, computer chips, and even machines that can shoot out a deadly beam of radiation (just kidding on that last one...I think). But the regular Hall Effect has one big downside - it only works at incredibly cold temperatures near absolute zero. Not very practical!The Anomalous Hall EffectThis is where the new Quantum Anomalous Hall Effect discovered by scientists in China comes into play. They found a way to get the same cool electron-deflecting properties of the Hall Effect, but at much higher, more realistic temperatures. And they did it using some crazy quantum physics tricks.You see, the researchers used special materials called topological insulators that have insulating interiors but highly conductive surfaces. By sandwiching these topological insulators between two layers of magnets, they were able to produce a strange quantum phenomenon.Electrons on the surface of the materials started moving in one direction without any external energy needed to keep them going! It's like they created a perpetual motion machine for electrons on a quantum scale. The spinning quantum particlesget deflected by the magnetic layers and start flowing in weird looping patterns without any resistance.Why It's So AwesomeSo why is this Quantum Anomalous Hall Effect such a big deal? A few reasons:It could lead to way more efficient electronics that don't waste energy through heat and resistance like current devices do. Just imagine a computer chip that works with virtually no power at all!The effect allows for extremely precise control over the movement of electrons, which could unlock all kinds of crazy quantum computing applications we can barely even imagine yet.It gives scientists a totally new window into understanding the bizarre quantum realm and the funky behavior of particles at that scale.The materials used are relatively inexpensive and common compared to other cutting-edge quantum materials. So this isn't just a cool novelty - it could actually be commercialized one day.Some Science Celebrities Think It's Nobel-WorthyLots of big-shot scientists around the world are going gaga over this Quantum Anomalous Hall Effect discovered by the researchers in China. A few have even said they think it deserves a Nobel Prize!Now, as cool as that would be, we have to remember that not everyone agrees it's Nobel-level just yet. Science moves slow and there's always a ton of debate over what discoveries are truly groundbreaking enough to earn that high honor.But one thing's for sure - this effect is yet another example of how China is becoming a global powerhouse when it comes to cutting-edge physics and scientific research. Those Chinese scientists are really giving their counterparts in the US, Europe, and elsewhere a run for their money!The Future is QuantumWhether the Quantum Anomalous Hall Effect leads to a Nobel or not, one thing is certain - we're entering an age where quantum physics is going to transform technology in ways we can barely fathom right now.From quantum computers that could solve problems millions of times faster than today's machines, to quantum sensors that could detect even the faintest subatomic particles,to quantum encryption that would make data unhackable, this strange realm of quantum physics is going to change everything.So pay attention, kids! Quantum physics may seem like some weird, headache-inducing mumbo-jumbo now. But understanding these bizarre quantum phenomena could be the key to unlocking all the super-cool technologies of the future. Who knows, maybe one of you reading this could even grow up to be a famous quantum physicist yourselves!Either way, keep your eyes peeled for more wild quantum discoveries emerging from China and other science hotspots around the globe. The quantum revolution is coming, and based on amazing feats like the Anomalous Hall Effect, it's going to be one heckuva ride!篇5Whoa, Dudes! You'll Never Believe the Insanely Cool Quantum Tech from China!Hey there, kids! Get ready to have your minds totally blown by the most awesome scientific discovery ever - the quantum anomalous Hall effect! I know, I know, it sounds like a bunch of big, boring words, but trust me, this stuff is straight-upmind-blowing.First things first, let's talk about what "quantum" means. You know how everything in the universe is made up of tiny, tiny particles, right? Well, quantum is all about studying those teeny-weeny particles and how they behave. It's like a whole secret world that's too small for us to see with our eyes, but scientists can still figure it out with their mega-smart brains and super-powerful microscopes.Now, let's move on to the "anomalous Hall effect" part. Imagine you're a little electron (that's one of those tiny particles I was telling you about) and you're trying to cross a busy street. But instead of just going straight across, you get pushed to the side by some invisible force. That's kind of what the Hall effect is all about - electrons getting pushed sideways instead of going straight.But here's where it gets really cool: the "anomalous" part means that these electrons are getting pushed sideways even when there's no magnetic field around! Normally, you'd need a powerful magnet to make electrons move like that, but with this new quantum technology, they're doing it all by themselves. It's like they've got their own secret superpowers or something!Now, you might be wondering, "Why should I care about some silly electrons moving around?" Well, let me tell you, thisdiscovery is a huge deal! You see, scientists have been trying to figure out how to control the flow of electrons for ages. It's kind of like trying to herd a bunch of rowdy puppies - those little guys just want to go wherever they want!But with this new quantum anomalous Hall effect, scientists in China have finally cracked the code. They've found a way to make electrons move in a specific direction without any external forces. That means they can control the flow of electricity like never before!Imagine having a computer that never overheats, or a smartphone that never runs out of battery. With this new technology, we could create super-efficient electronic devices that waste way less energy. It's like having a magical power switch that can turn on and off the flow of electrons with just a flick of a wrist!And that's not even the coolest part! You know how sometimes your electronics get all glitchy and stop working properly? Well, with this quantum tech, those problems could be a thing of the past. See, the anomalous Hall effect happens in special materials called "topological insulators," which are like super-highways for electrons. No matter how many twists andturns they take, those little guys can't get lost or stuck in traffic jams.It's like having a navigation system that's so good, you could close your eyes and still end up at the right destination every single time. Pretty neat, huh?But wait, there's more! Scientists are also exploring the possibility of using this new technology for quantum computing. Now, I know you're probably thinking, "What the heck is quantum computing?" Well, let me break it down for you.You know how regular computers use ones and zeros to process information, right? Well, quantum computers use something called "qubits," which can exist as both one and zero at the same time. It's like having a coin that's heads and tails at the same exact moment - totally mind-boggling, I know!With this quantum anomalous Hall effect, scientists might be able to create super-stable qubits that can perform insanely complex calculations in the blink of an eye. We're talking about solving problems that would take regular computers millions of years to figure out. Imagine being able to predict the weather with 100% accuracy, or finding the cure for every disease known to humankind!So, what do you say, kids? Are you as pumped about this as I am? I know it might seem like a lot of mumbo-jumbo right now, but trust me, this is the kind of stuff that's going to change the world as we know it. Who knows, maybe one day you'll be the one working on the next big quantum breakthrough!In the meantime, keep your eyes peeled for more news about this amazing discovery from China. And remember, even though science can be super complicated sometimes, it's always worth paying attention to. After all, you never know when the next mind-blowing quantum secret might be revealed!篇6Title: A Magical Discovery in the World of Tiny Particles!Have you ever heard of something called the "Quantum Anomalous Hall Effect"? It might sound like a tongue twister, but it's actually a super cool new technology that was recently discovered by scientists in China!Imagine a world where everything is made up of tiny, tiny particles called atoms. These atoms are so small that you can't see them with your bare eyes, but they're the building blocks that make up everything around us – from the chair you're sitting on to the air you breathe.Now, these atoms can do some pretty amazing things when they're arranged in certain ways. Scientists have found that if they create special materials where the atoms are arranged just right, they can make something called an "electrical current" flow through the material without any resistance!You might be wondering, "What's so special about that?" Well, let me explain! Usually, when electricity flows through a material like a metal wire, it faces something called "resistance." This resistance makes it harder for the electricity to flow, kind of like trying to run through a thick forest – it's tough and you get slowed down.But with this new Quantum Anomalous Hall Effect, the electricity can flow through the special material without any resistance at all! It's like having a wide-open road with no obstacles, allowing the electricity to zoom through without any trouble.So, how does this magical effect work? It all comes down to the behavior of those tiny atoms and the way they interact with each other. You see, in these special materials, the atoms are arranged in a way that creates a kind of "force field" that protects the flow of electricity from any resistance.Imagine you're a tiny particle of electricity, and you're trying to move through this material. As you move, you encounter these force fields created by the atoms. Instead of slowing you down, these force fields actually guide you along a specific path, almost like having a team of tiny helpers clearing the way for you!This effect was discovered by a group of brilliant scientists in China, and it's considered a huge breakthrough in the field of quantum physics (the study of really, really small things). It could lead to all sorts of amazing technologies, like super-fast computers and more efficient ways to transmit electricity.But that's not all! This discovery is also important because it proves that China is at the forefront of cutting-edge scientific research. The scientists who made this discovery are being hailed as potential Nobel Prize winners, which is one of the highest honors a scientist can receive.Isn't it amazing how these tiny, invisible particles can do such incredible things? The world of science is full ofmind-blowing discoveries, and the Quantum Anomalous Hall Effect is just one example of the amazing things that can happen when brilliant minds come together to explore the mysteries of the universe.So, the next time you hear someone mention the "Quantum Anomalous Hall Effect," you can proudly say, "Oh, I know all about that! It's a magical discovery that allows electricity to flow without any resistance, and it was made by amazing Chinese scientists!" Who knows, maybe one day you'll be the one making groundbreaking discoveries like this!。
凝聚态物理实验第六章第二节
Other GMR systems
• Some other trilayer and multilayer structures (left column) that show GMR effect at room T (right common feature of all these GMR systems? • Ferromagnetic metal layers (Fe and Co) separated by nonmagnetic metal layers (Cu, Au, Cr)!
• MR materials have important technological applications.
Giant Magnetoresistance (GMR)
• Most MR devices are used to measure the external magnetic field by monitoring the change of resistance. • For practical MR applications, we need to find materials with large MR in relatively weak magnetic field at room temperatures.
• Compared to the paramagnetic state, the energy gain is: V = ¼ UD(EF)2E2 • For the FM state to be favored, the energy gain should be larger than energy cost: ¼ UD(EF)2E2 > ½ D(EF)E2
Magnetoresistance (MR)
Spin-current switched magnetic memory element suit
专利名称:Spin-current switched magnetic memory element suitable for circuit integration andmethod of fabricating the memory element 发明人:Jonathan Zanhong Sun,RolfAllenspach,Stuart Stephen PapworthParkin,John Casimir Slonczewski,Bruce DavidTerris申请号:US10715376申请日:20031119公开号:US20050104101A1公开日:20050519专利内容由知识产权出版社提供专利附图:摘要:A magnetic memory element switchable by current injection includes a plurality of magnetic layers, at least one of the plurality of magnetic layers having a perpendicular magnetic anisotropy component and including a current-switchable magnetic moment, and at least one barrier layer formed adjacent to the plurality of magnetic layers (e.g., between two of the magnetic layers). The memory element has the switching threshold current and device impedance suitable for integration with complementary metal oxide semiconductor (CMOS) integrated circuits.申请人:Jonathan Zanhong Sun,Rolf Allenspach,Stuart Stephen Papworth Parkin,John Casimir Slonczewski,Bruce David Terris地址:Shrub Oak NY US,Adliswil CH,San Jose CA US,Katonah NY US,Sunnyvale CA US 国籍:US,CH,US,US,US更多信息请下载全文后查看。
电磁场与电磁缆路说明书
ElectricityMagnetic fieldMagnetic Field of a Cylindrical CoilDETERMINE THE MAGNETIC FIELD GENERATED BY COILS OF VARIOUS LENGTHS.UE3030500 10/15 UDFig. 1: Measurement set-up.GENERAL PRINCIPLESThe Biot-Savart law describes the relationship between magnetic flux density B and electric current I through a conductor of any arbitrary geometry. The calculation involves adding the contributions of infinitesimally small sections of conductor to find the overall magnetic flux density. The overall field is then determined by integrat-ing over the geometry of the conductor. In some cases, e.g. for a long cylindrical coil, there is a simple analytical solution to this integration.According to the Biot-Savart law, an infinitesimally small sec-tion of conductor d s through which a current I is flowing, gen-erates the following magnetic flux density at the point r(1) ()03d d 4s r B r I rμ⨯=⋅⋅π. B : magnetic flux density70Vs410Am-μ=π⋅: permeability of free spaceInside the cylindrical coil, the magnetic flux density is alignedparallel to the axis of the cylinder and is given by the following expression:(2) 0NB I L=μ⋅⋅. N : number of windings, L : length of coilThis applies as long as the length of the coil is much greater than its radius. The magnetic flux density does not therefore depend on the diameter of the coil and is proportional to the density of the windings, i.e. the number of windings per unit length, and the current through the coil.The experiment involves using an axial teslameter to measure the magnetic flux density inside long coils for currents of up to 20 A. It demonstrates that the flux density does not depend on the coil diameter but is proportional to the current and the winding density. In order to prove the latter, a coil is provided which allows the windings to be moved closer together or farther apart, i.e. varying the number of windings per unit length.LIST OF EQUIPMENT1 Field Coil, 100 mm U12252 1000591 1 Field Coil, 120 mmU1225310005921 Coil with Variable Number of Turns per Unit Length U8496175 1000965 1 Stand for Cylindrical Coils U8496150 1000964 1 Teslameter U33110 1003313/41 DC Power Supply 1 – 32 V, 0 – 20 AU11827 1012857/8 1 Set of 15 Experiment Leads 2,5 mm 2U13801 1002841 1 Barrel Foot, 1000 gU13265 1002834 1 Stainless Steel Rod, 250 mm U15001 1002933 1 Universal Clamp U13255 1002830 1 Universal Jaw ClampU132611002833SET-UP AND PROCEDURENote:By way of example, the experiment is carried out with 100 mm field coil (diameter D = 10 cm). ∙ Set up the experiment as shown in Fig. 1.∙Connect the field coil (D = 10 cm) to the 0 – 20 A output on the rear of the DC power supply. Do not turn on the power supply yet.∙Position the magnetic field probe by setting up the stand in such a way that the axial Hall probe (Fig. 2) is precisely in the centre of the coil.Fig. 2: Top: Magnetfeldsonde, 1 tangential Hall probe (z-direction), 2 axial Hall probe (x-direction), 3 probe car-rier. Bottom: Measurement of axial magnetic fields.The axial Hall probe measures the component of magnetic induction B along the axis of the probe. If the field B points along the axis of the probe (Fig. 2 below), the value displayed will be positive, whereas if it points the other way the value shown will be negative. ∙Connect the magnetic field probe to the correspondingsockets of the teslameter (Fig. 3).Fig. 3: Controls for teslameter:1 Connecting socket for magnetic field probe2 Digital display3 Measurement range selector, 20 mT4 Measurement range selector, 200 mT5 Measurement mode switch, axial (B X ) and tangential (B Z )6 Zero adjustment knob for B X with LED indicator7 Zero adjustment knob for B Z with LED indicator8 Output socket for axial mode B X9 Earth (ground) socket10 Output socket for tangential mode B Z 11 On/off switch ∙Turn on the teslameter, select a measuring range of 20 mT and turn the measuring mode delector switch to axial (B X ).∙Calibrate the zero point by turning the zero point calibra-tion knob B X until the display shows 0 or the lowest value achievable.∙Turn on the DC power supply. Increase the current from 0 up to 20 A in steps of 1 A. For each of these steps, read off the magnetic flux density B X , entering this value into Table 1 along with the current I set for that measurement.Safety instruction:∙ For a set current 10 A < I ≤ 20 A, only allow the current toflow for a brief period. ∙ Replace the field coil (D = 10 cm) by the coil with variable turns per unit length (Fig. 4).∙Set the lengths of the coil to be L = 7, 12, 17, 22, 27 and 32 cm, with each symmetrical around the centre of the coil. Repeat the measurement procedure described above for each of these lengths and enter all the values into Table 2.LFig. 4: Coil with variable number of windings per unit length.Note:The coil can optionally be mounted by its ends from two 1000964 stands. This means that it does not need to be taken off its stand every time the length is adjusted and that the magnetic field sensor does not need to be repositioned either.SAMPLE MEASUREMENTTab. 1: Magnetic flux density B as a function of current I through a field coil of diameter D = 10 cm.Tab. 2: M agnetic flux density B as a function of current I for various lengths of coil L.EVALUATION∙Plot the measurements in Table 1 in a graph of B againstI (Fig. 5).This verifies that the magnetic flux density B is proportional to current I through the coil as predicted by equation (2).Note:A corresponding measurement using a coil of diameter 120 mm (D = 12 cm) can demonstrate that the magnetic flux den-sityB remains proportional to the current I through the coil regardless of the coil’s diameter.∙Plot the measurements from Table 2, incorporating the various lengths as a parameter, in a graph of B against I (Fig. 6).This verifies that the magnetic flux density B is proportional to current I through the coil as predicted by equation (2) for any length of coil.Due to the inverse proportionality of the magnetic flux density B to the coil length L, the gradient of the lines decreases as the length gets longer.∙Knowing the number of turns on the variable length coil isN = 30, calculate the winding turns per unit length N/L and enter the results into Table 3.∙Take the magnetic flux densities B when current I = 20 A for each of the N/L values calculated from Table 2 and enter them in the corresponding cells of Table 3.∙Plot the measurements from Table 3 in a graph of B against N/L (Fig. 7).∙The flux density is confirmed to be proportional to the turns per unit length as long as the length of the coil is more than three times its radius. The diameter of the coil with variable turns per unit length is D = 10 cm.3B Scientific GmbH, Rudorffweg 8, 21031 Hamburg, Germany, Tab. 3: Magnetic flux density B as a function of number ofwindings per unit length N /L when I = 20 A. Number of windings N = 30.I / A0246B / mTFig. 5: Magnetic flux density B as a function of current Ithrough a field coil of diameter D = 10 cm.I / AB / mT0246Fig. 6: Magnetic flux density B as a function of current I usingthe coil with a variable number of windings per unit length for various lengths of coil L .B / mTFig. 7: Magnetic flux density B as a function of number ofwindings per unit length N /L when I = 20 A.。
珍妮纺纱机英文作文
珍妮纺纱机英文作文The story of the Jenny Spinning Machine is fascinating. It's not just a machine; it's a symbol of the Industrial Revolution, a time when technology started to change the world as we knew it.Imagine a time when every thread of fabric was spun by hand. It was slow, laborious, and inefficient. Then, along came James Hargreaves with his Jenny Spinning Machine. It was a game-changer. Suddenly, people could produce more yarn in a shorter time, revolutionizing the textile industry.But the Jenny wasn't just fast; it was also versatile. It could spin different types of yarn, making it a must-have for any textile mill. It was like having a Swiss Army Knife in your workshop it could do so many things!And talk about its impact! The Jenny Spinning Machine helped spark a whole new era of mechanization. Factoriesbecame more efficient, and workers could produce more goods in less time. It was a win-win for everyone.Of course, with any new technology, there were challenges. Some people worried about job losses, and there were definitely some adjustments to make. But overall, the Jenny Spinning Machine opened up a world of possibilities.Looking back, it's hard.。
The field nature of spin for electromagnetic particle
a r X i v :h e p -t h /0611342v 1 30 N o v 2006The Field Nature of Spin for Electromagnetic ParticleA.A.ChernitskiiA.Friedmann Laboratory for Theoretical Physics,St.-Petersburg,Russia State University of Engineering and Economics,Marata str.27,St.-Petersburg,Russia,191002Abstract.The field nature of spin in the framework of the field electromagnetic particle concept is considered.A mathematical character of the fine structure constant is discussed.Three topologically different field models for charged particle with spin are investigated in the scope of the linear electrodynamics.A using of these field configurations as an initial approximation for an appropriate particle solution of nonlinear electrodynamics is discussed.Keywords:Spin,Elementary particle,Unified field theory PACS:11.00.00,12.10.-g INTRODUCTION The field electromagnetic particle concept in the framework of an unified nonlinear electrodynamics was discussed in my articles (see,for example,[1,2,3,4]).Here I continue this theme.ELECTROMAGNETIC PARTICLE WITH SPIN Let us consider the electromagnetic particle which is a space-localized solution for a nonlinear electrodynamics field model.A field configuration corresponding to the solu-tion is a three-dimensional electromagnetic soliton.It is not unreasonable to consider the field configuration which is more complicated than the simplest spherically symmetri-cal one with point singularity.The purely Coulomb field is the known example for such simplest configuration.We can consider the field configuration with singly or multiply connected singular region.This singular region can be considered to be small,so that it do not manifest explicitly in experiment.But its implicit manifestation is the existence of the spin and the magnetic moment of the particle.Mass,spin,charge,and magnetic moment of the particle appear naturally in the pre-sented approach when the long-range interaction between the particles is considered with the help of a perturbation method [4].The classical equations of motion for electro-magnetic particle in external electromagnetic field are derived but not postulated.These equations are a manifestation of the nonlinearity of the field model.Charge and magnetic moment in this approach characterize the particle solution at infinity.But mass and spin characterize the particle solution in the localization region and appear as the integrated energy and angular momentum accordingly.Thus we have the following definition forspin:s= M d V,(1) where M r×P is an angular momentum density(spin density),r is a position vector, P (D×B)/4πis a momentum density(Poynting vector).The angular momentum density can appear in axisymmetric static electromagnetic field configurations with crossing electric and magneticfields.In this case the crossing electric and magneticfields give birth to the momentum(Poynting vector)density which is tangent to a circle with center located at the axis.Because of the axial symmetry,the full angular momentum contains only an appropriate axial component of the angular momentum density.Thus we have the spin density directed on the axis z:M z=ρ×P, whereρis a vector component of the position vector which is perpendicular to the axis z.This configuration is shown on Fig.1.zD BP=12=e2free parameters because of the known superposition property for the solutions.But for the case of nonlinear electrodynamics only the entire many-particle solution has the free parameters,and an included particle has not the free parameters.Thus we can assume that the specified value of the electron charge is connected with the nonlinearity of the model which is the cause of the interaction between particles in the world solution.According to formula(2)we have that the dimensionless constant2αis the aspect ratio between the square of the electron charge e2and the value of electron spin s.We can consider that the electron charge is the given constant.But the value of electron spin is calculated in the presented approach by the formula(1).Thus we can consider thefine structure constant as a mathematical one calculated by the formulae2α=clude an electric and a magnetic parts.They can be represented with the help of toroidal harmonics which are the spheroidal harmonics with half-integer index:P ln−12(coshξ),P0−32(coshξ),P1−3。
- 1、下载文档前请自行甄别文档内容的完整性,平台不提供额外的编辑、内容补充、找答案等附加服务。
- 2、"仅部分预览"的文档,不可在线预览部分如存在完整性等问题,可反馈申请退款(可完整预览的文档不适用该条件!)。
- 3、如文档侵犯您的权益,请联系客服反馈,我们会尽快为您处理(人工客服工作时间:9:00-18:30)。
a rXiv:as tr o-ph/48459v125Aug24Binary Radio Pulsars ASP Conference Series,Vol.TBD,2004eds.F.A.Rasio &I.H.Stairs Spin Rates and Magnetic Fields of Millisecond Pulsars Frederick mb and Wenfei Yu Center for Theoretical Astrophysics,Department of Physics,and Department of Astronomy,University of Illinois at Urbana-Champaign,1110W.Green Street,Urbana,IL 61801-3080,USA Abstract.Observations made using the Rossi X–ray Timing Explorer have shown that accreting weak-field neutron stars in low-mass X-ray binary systems (LMXBs)produce three distinct types of millisecond X-ray oscillations that can be used to determine the spin rates and estimate the magnetic fields of these stars.These oscillations show that more than two dozen neutron stars in LMXBs have spin rates and magnetic fields in the range that will make them radio-emitting millisecond pulsars when accretion ceases,supporting the hypothesis that neutron stars in LMXBs are the progenitors of the rotation-powered millisecond pulsars.The spins of the 16known accreting millisecond pulsars in LMXBs are consistent with spin-up to accretion spin equilibrium for magnetic fields ranging from 3×107G to 3×108G and time-averaged accretion rates ranging from 3×10−3˙M E to ˙M E ,provided these stars have been accreting long enough.The P –˙P distribution of rotation-powered millisecond pulsars indicates that their initial spins are set by spin-up to spin equilibrium at accretion rates ranging from 10−3˙M E to ˙M E or that they never reached accretion spin equilibrium.1.Introduction Soon after the discovery of millisecond pulsars (Backer et al.1982),it was sug-gested (Alpar et al.1982;Radhakrishnan and Srinivasan 1982)that they have been recycled by being spun up by accretion of angular momentum in low-mass X-ray binary systems (LMXBs).Although this picture has been widely accepted for more than two decades (see Bhattacharya 1995),until the last few years there was only indirect evidence that neutron stars in LMXBs have the spin rates and magnetic fields required for them to be the progenitors of the rotation-powered millisecond pulsars (MSPs).The Rossi X-ray Timing Explorer (RXTE )has transformed the situation by revealing that accreting neutron stars in LMXBs produce three distinct types of millisecond X-ray oscillations that can be used to determine their spins and estimate their magnetic fields.All three types of oscillation are thought to be generated directly or indirectly by the star’s mag-netic field and spin.Together,they provide strong evidence that more than two dozen neutron stars in LMXBs have the millisecond spin periods and ∼108–1010G magnetic fields necessary for them to become rotation-powered MSPs when accretion ceases.12Lamb&YuTable1.Accretion-and Nuclear-Powered Millisecond Pulsars νspin(Hz)a Object Reference435A XTE J1751−305Markwardt et al.2002410N SAX J1748.9−2021Kaaret et al.2003401A,N,K SAX J1808.4−3658Wijnands&van der Klis1998;Chakrabarty&Morgan1998 363N,K4U1728−34Strohmayer et al.1996330N,K4U1702−429Markwardt et al.1999314A,N XTE J1814−338Markwardt et al.2003b270N4U1916−05Galloway et al.2001191A,K XTE J1807.4−294Markwardt et al.2003a,2004 185A XTE J0929−314Galloway et al.2002Spin Rates and Magnetic Fields of Millisecond Pulsars3∼1300Hz,showing that accreting gas orbits close to the surfaces of these stars and that they have magneticfields∼107–109G(MLP98).The separation of the two QPOs remains constant to within a few tens of Hz as their frequencies vary by as much as a factor of5and is commensurate with the spin frequency of the star(see§2),showing that the star’s spin plays a central role in generating the QPO pair and indicating that the magneticfields of these stars are∼>108G. The spin frequencies of the stars that produce kilohertz QPOs can be inferred directly from the frequency of their periodic X-ray oscillations,if they have been detected,or indirectly from the separation of their kilohertz QPOs,if they have not.The spins of the neutron stars in which periodic X-ray oscillations and kilohertz QPOs have both been detected range from191Hz to619Hz(Table1).These discoveries have established that many neutron stars in LMXBs have magneticfields and spin rates similar to those of the rotation-powered MSPs. The similarity of these stars to rotation-powered MSPs strongly supports the hypothesis that they are the progenitors of rotation-powered MSPs.After being spun down by rotation-powered emission,the neutron stars in these systems are spun up to millisecond periods by accretion of matter from their binary com-panions,eventually becoming nuclear-and accretion-powered MSPs and then, when accretion ends,rotation-powered MSPs.In§2we describe in more detail the new evidence that many neutron stars in LMXBs have millisecond spin periods and dynamically important magnetic fields.In§3we discuss the spin evolution of weak-field neutron stars in LMXBs, including the long-standing idea that their spin rates are limited by coupling of their magneticfields to the surrounding accretion disk and recent proposals that their spin rates may be affected by gravitational radiation by the spinning star. In§4we summarize the implications of the new evidence for the evolution of neutron stars in LMXBs and formation of rotation-powered MSPs via recycling.2.Measuring the Spin Rates of Accreting Weak-Field Neutron Stars Neutron stars in LMXBs are accreting gas from a Keplerian disk fed by a low-mass companion star.The star’s magneticfield and accretion rate are thought to be the most important factors that determine the accretionflow pattern near it and the spectral and temporal characteristics of its X-ray emission(see MLP98).The accretion rates of these stars vary with time and can range from the Eddington critical rate˙M E to less than10−4˙M E.Their magneticfields are thought to range from1011G down to107G or possibly less.Magneticfields at the upper end of this range are strong enough to terminate the Keplerian disk well above the stellar surface,even for accretion rates∼˙M E,whereas magnetic fields at the lower end of this range affect theflow only close to the star,even for accretion rates as low as∼10−4˙M E.For intermediatefield strengths and accretion rates,some of the accreting gas is expected to couple to the star’s magneticfield well above the stellar surface and be funneled toward the magnetic poles,heating the stellar surface unevenly. The remainder of the accreting gas is expected to remain in a geometrically thin Keplerianflow that penetrates close to the stellar surface,as shown in Figure1. Thisflow is thought to be responsible for generating the kilohertz QPOs(see Lamb&Miller2001;Lamb2003;Lamb&Miller2004).Recent observations(see4Lamb&YuFigure1.Side view of a weak-field neutron star accreting from a disk,showing the complexflow pattern expected.Some accreting gas couplesstrongly to the magneticfield and is funneled toward the magneticpoles,but a substantial fraction couples only weakly and drifts inwardin nearly circular orbits as it transfers its angular momentum to thestar via the stellar magneticfield.From MLP98.below)show that X-ray bursts also heat the stellar surface unevenly,and that the regions heated in this way are coupled to the rotation of the star,probably via the star’s magneticfield.Whether due to accretion or to nuclear burning, uneven heating of the stellar surface produces a broad pattern of X-ray emission. Rotation of this pattern makes both the accretion-powered and nuclear-powered X-ray emission of the star appear to oscillate at its spin frequency.A breakthrough was achieved during the past year with the detection of burst oscillations in the accretion-powered MSPs SAX J1808.4−3658(Chak-rabarty et al.2003)and XTE J1814−338(Strohmayer et al.2003)and precise measurements of the frequencies and phases of these oscillations.The new results show that,except during thefirst seconds of some bursts,the burst oscillations of these stars have the same frequency and phase as their coherent accretion-powered oscillations(see Fig.2),establishing beyond any doubt that(1)these stars have magneticfields strong enough to channel the accretionflow and en-force corotation of the gas heated by nuclear burning and(2)the nuclear-and accretion-powered oscillations are both produced by spin modulation of the X-rayflux from the stellar surface.The burst oscillations of some other stars are very stable(Strohmayer&Markwardt2002),but many show frequency drifts and phase jitter(Strohmayer et al.1996;Strohmayer et al.1998;Muno,Fox, &Morgan2000;Muno et al.2002).The new results confirm that burst and persistent oscillations both reveal directly the spin frequency of the star.The16MSP spins measured to date are consistent with a uniform distribu-tion that ends abruptly at760Hz(Chakrabarty et al.2003),but they are also consistent with a distribution that decreases more gradually.The proportion of accretion-and nuclear-powered MSPs with frequencies higher than500Hz is greater than the proportion of known rotation-powered MSPs with such high fre-quencies,probably because there is no bias against detecting accretion-poweredSpin Rates and Magnetic Fields of Millisecond Pulsars5Figure2.An X-ray burst from SAX J1808.4−3658observed on18October2002.Dark curve and scale at right:X-ray count rate as afunction of time during the burst.Contours and scale at left:Dynamicpower spectrum of the X-ray brightness,showing the rapid increase inthe frequency of the burst oscillation from397Hz to403Hz during therise of the burst,the disappearance of the oscillation at the peak of theburst,and its reappearance about10s after the start of the burst.Thehorizontal dashed line shows the frequency of the neutron star’s spininferred from its accretion-powered periodic X-ray oscillations.FromChakrabarty et al.(2003).MSPs with high frequencies,whereas detection of rotation-powered MSPs with high frequencies is still difficult(see Chakrabarty et al.2003).Seven of the16known MSPs in LMXBs have frequencies>435Hz,whereas none of the accretion-powered MSPs have frequencies this high(see Table1). Although the current sample is too small to draw a conclusion,such a trend is to be expected if many of these MSPs are near accretion spin equilibrium,because pulsars with stronger magneticfields should produce stronger oscillations and have lower equilibrium spin rates,other things being equal(see§3).Classic kilohertz QPO pairs have been discovered in two accretion-powered MSPs,XTE J1807.4−294(Markwardt et al.2003a)and SAX J1808.4−3658(Wi-jnands et al.2003;see Fig.3).The frequency separation of the QPO pair is con-sistent with the spin frequency of XTE J1807.4but with half the spin frequency of SAX J1808.4.The kilohertz QPO separation is consistent with the spin fre-quency or half of it in all stars in which burst oscillations have been detected(see Lamb&Miller2004;Lamb2005).These discoveries demonstrate conclusively that some kilohertz QPO sources have dynamically important magneticfields6Lamb&YuFigure3.Power density spectrum of the X-ray brightness variationsof the accretion-powered MSP SAX J1808.4−3658on18October2002,showing the401Hz periodic oscillations(“pulsations”)at the star’sspin frequency,the lower kilohertz QPO at499±4Hz and the upperkilohertz QPO at694±4Hz(Wijnands et al.2003).and that the spin of the star plays a central role in generating the QPO pair, confirming two important predictions of the sonic-point beat-frequency model (MLP98).But they also show that the original model is incorrect or at least incomplete,because it cannot explain a frequency separation equal to half the spin frequency(Lamb&Miller2004).A modified version of the sonic-point beat-frequency model(Lamb&Miller 2004;Lamb2005)attributes the lower kilohertz QPO to interaction of X-rays from the stellar surface with vertical motions of gas in the disk excited by the star’s radiation or magneticfield at the radius where its spin frequency resonates with the vertical epicyclic frequency.The lowest-order linear resonance of this type would generate vertical oscillations with half the spin frequency and could produce QPO frequency separations equal to the star’s spin frequency or half of it(Lamb&Miller2004;Lamb2005).The new results exclude models(see Lamb2003)in which the frequencies of the kilohertz QPOs are various relativistic precession frequencies because spin frequencies several times higher than those observed would be required and because such models cannot explain the commensurability of the frequency separation of the QPOs with the stellar spin frequency(Lamb2003;Lamb2005).3.Evolution of Neutron Star Spins and Production of MillisecondRotation-Powered Pulsars in LMXBsCurrent spins of neutron stars in LMXBs.—Accretion from a disk will spin up a slowly-rotating neutron star on the spin-relaxation timescale(Ghosh&LambSpin Rates and Magnetic Fields of Millisecond Pulsars7 1979,hereafter GL79;Ghosh&Lamb1992,hereafter GL92;Lamb&Yu2004) t spin≡2πνspin I/[˙M(GMr m)1/2]∼108yr νspin0.01˙M E −1+α/3,(1) whereνspin,M,and I are the star’s spin,mass,and moment of inertia,˙M is the accretion rate onto the star(not the mass transfer rate),r m is the angular momentum coupling radius,αis0.23if the inner disk is radiation-pressure-dominated(RPD)or0.38if it is gas-pressure-dominated(GPD),and in the last expression on the right the weak dependence of t spin on M,I,and the star’s magneticfield has been neglected.The current spin rates of neutron stars in LMXBs reflect the average ac-cretion torque over a period∼t spin or longer.Determining this average torque is complicated by the fact that the accretion rates and magneticfields of these stars vary with time by large factors and that the torque can decrease as well as increase the spin rate.While a few neutron stars in LMXBs accrete steadily at rates∼˙M E,most accrete at rates∼10−3–10−2˙M E(Hasinger&van der Klis1989;Lamb1989;van den Heuvel1992;MLP98)and many accrete only episodically(van den Heuvel1992;Ritter&King2001).The recently-discovered accretion-powered MSPs in LMXBs have outbursts only every few years,dur-ing which their accretion rates rise to∼10−2˙M E for a few weeks before falling again to∼<10−4˙M E(see Chakrabarty et al.2003;Strohmayer et al.2003).Also, there is strong evidence that the magneticfields of neutron stars in LMXBs de-crease by factors∼102–103during accretion,perhaps on timescales as short as hundreds of years(see Shibazaki et al.1999;Bhattacharya&Srinivasan1995).If a star’s magneticfield and accretion rate are constant,accretion will spin it up on a timescale∼t spin to its equilibrium spin frequencyνeq.This frequency depends on M,the strength and structure of the star’s magnetic field,the thermal structure of the disk at r m,and˙M(GL79;White&Stella 1987;GL92).If a star’s magneticfield and accretion rate change on timescales longer than t spin,the spin frequency will approachνeq and track it as it changes. If instead˙M varies on timescales shorter than t spin,the spin rate willfluctuate about the appropriate average value ofνeq(see Elsner,Ghosh,&Lamb1980). Thusνeq and its dependence on B and˙M provide a framework for analyzing the evolution of the spins of neutron stars in LMXBs.Figure4showsνeq forfive accretion rates and dipole magneticfields B d= 3.2×1019(P˙P)1/2G ranging from107G to1011G.The lines are actually bands,due to systematic uncertainties in the models.The lines for˙M=˙M E and˙M=0.1˙M E have jumps where the structure of the disk at the angular momentum coupling radius r m changes from RPD(lower left)to GPD(upper right);in reality the transition is smooth.For˙M∼<0.01˙M E,the disk is GPD at r m even if the star’s magneticfield is∼<3×107G.The effects of the stellar surface and the innermost stable circular orbit(Lamb&Yu2004)are not shown.The properties of the16known MSPs in LMXBs(Table1)are consistent with spin-up by accretion to spin equilibrium if their magneticfields are between 3×107G and3×108G and their time-averaged accretion rates are between3×10−3˙M E and˙M E.The spin rates and visible pulsations of the accretion-powered MSPs are understandable if they have magneticfields∼3×108G and have been8Lamb&YuFigure4.Spin-evolution diagram.Lines sloping downward to theright show the P-˙P relation for magnetic dipole braking by afieldwith the strength indicated.Lines sloping upward to the right showthe equilibrium spin period of a neutron star with the accretion rateindicated by the labels and a dipolefield of the strength indicated bythe downward-sloping lines.The dashed line sloping upward to theright shows where stars with a spin-down time equal to15Gy wouldlie.Data points are known rotation-powered pulsars;those of pulsars inbinary systems are encircled.Data from Hobbs&Manchester(2004). spun up to accretion spin equilibrium by accretion at rates∼10−2˙M E.The higher spin rates of the other MSPs are understandable if they have magnetic fields∼<108G and time-averaged accretion rates∼10−2˙M E.The absence of MSPs with spin frequencies>750Hz is consistent with spin-up to accretion spin equilibrium if these stars have magneticfields∼>3×107G and average accretion rates∼<10−3˙M E.Thesefields and rates are consistent with the other observed properties of individual neutron stars in LMXBs(MLP98;Psaltis& Chakrabarty1999;Chakrabarty et al.2003).Alternatively,these stars may have stopped accreting before reaching spin equilibrium or been spun down as accretion ended.Based on the limited information then available,some authors(Bildsten 1998;Ushomirsky,Cutler,&Bildsten2000)speculated that neutron stars in LMXBs have negligible magneticfields and spin frequencies in a narrow range, with many within20%of300Hz.Such a distribution would be difficult to ex-plain by accretion torques and was taken as evidence that gravitational radiationSpin Rates and Magnetic Fields of Millisecond Pulsars9 plays an important role.We now know(see§2)that most if not all neutron stars in LMXBs have dynamically important magneticfields,that the observed spins of neutron stars in LMXBs are approximately uniformly distributed from <200Hz to>600Hz,and that production of gravitational radiation by uneven heating of the crust or excitation of r-waves is not as easy as was originally thought(Ushomirsky et al.2000;Lindblom&Owen2002).The spins of neu-tron stars in LMXBs may be affected by gravitational radiation,if their magnetic fields are weak enough,but there is at present no evidence for this.Production of millisecond rotation-powered pulsars.—The initial proposals that neutron stars are spun up to millisecond periods by accretion in LMXBs assumed that they accrete at rates∼˙M E throughout their accretion phase(see Bhattacharya&van den Heuvel1991)and implicitly that accretion then ends suddenly;otherwise the stars would trackνeq to low spin rates as accretion ends. This simplified picture is sometimes still used(see,e.g.,Arzoumanian,Cordes, &Wasserman1999),but—as noted above—most neutron stars in LMXBs ac-crete at rates≪˙M E and many accrete only episodically.The real situation is therefore more complex.The initial spins of rotation-powered MSPs recycled in LMXBs are the spins of their progenitors when they stopped accreting.These spins depend sensitively on the magneticfields and the appropriately averaged accretion rates of the progenitors when accretion parison of the equilibrium spin-period curves for a range of accretion rates with the P–˙P distribution of known rotation-powered MSPs(Fig.4)suggests four important conclusions:(1)The overall P–˙P distribution is consistent with the distribution expected for spin-up to accretion spin-equilibrium and generally supports the models of disk accretion by weak-field neutron stars used.In particular,the observed P–˙P distribution is consistent with the predicted distribution only if the accretiontorque vanishes at a spin frequency close to the predictedνeq.(2)The accretion spin-equilibrium hypothesis predicts that MSPs should not be found above the spin-equilibrium line for˙M=˙M E andωc=1,because this is a bounding case.The observed P–˙P distribution is consistent with the RPD model of the inner disk that was used for˙M∼>0.1˙M E,except for two pulsars discovered very recently in globular clusters(B1821−24[lower-left]and B1820−30A[upper-right];Hobbs et al.2004).Either the intrinsic˙P’s of these pulsars are lower than shown or the RPD model of the inner disk does not accurately describe the accretionflow that spun up these stars.(3)The accretion spin-equilibrium hypothesis predicts that MSPs should be rare or absent below the spin-equilibrium line for˙M=10−4˙M E,because stars accreting at such low rates generally will not achieve spin equilibrium during their accretion phase.The observed P–˙P distribution is consistent with this prediction.(4)The MSPs near the15Gyr spin-down line were produced in situ by final accretion rates∼<3×10−3˙M E rather than by spin-up to shorter periods by accretion at rates∼>3×10−3˙M E followed by magnetic braking,because braking would take too long.This result accords with the expectation(see above)that most neutron stars in LMXBs accrete at rates≪˙M E toward the end of their accretion phase.10Lamb&Yu4.Concluding RemarksThe RXTE mission has discovered5accretion-powered and13nuclear-powered MSPs,with frequencies ranging from185Hz to619Hz.Nine of these MSPsproduce kilohertz QPOs,and the kilohertz QPOs of another dozen neutronstars in LMXBs indicate that they also have200–600Hz spin frequencies.The RXTE observations indicate that the MSPs in LMXBs have magneticfieldsranging from3×107G to3×108G.If they still have magneticfields this strongand200–600Hz spin rates when accretion ends,these neutron stars are likely to become radio-emitting MSPs.These discoveries strongly support the hypothesisthat neutron stars in LMXBs are the progenitors of rotation-powered MSPs.The current spin rates of neutron stars in LMXBs reflect the average of theaccretion torque over the current spin-relaxation timescale,which typically is ∼>107yr.It is difficult to compute the expected average accretion torque over this period,because the torque-averaged accretion rate is uncertain.If accretiontorque theory can be validated,measurements of current spin rates can provide estimates of the average accretion rate over this period to compare with binary evolution calculations.The properties of the16known accretion-and nuclear-powered MSPs in LMXBs are consistent with spin-up by accretion to spin equilibrium if their magneticfields are between3×107G and3×108G and their time-averaged accretion rates are between3×10−3˙M E and˙M E.The spins of neutron stars in LMXBs may be affected by gravitational radiation if their magneticfields are weak enough,but there is at present no evidence for this.The initial spins of recycled rotation-powered MSPs reflect their magneticfields and accretion rates when accretion ended.The P–˙P distribution of rotation-powered millisecond pulsars indicates that their initial spins are set by spin-up to accretion spin equilibrium.Many are well below the spin-equilibrium line for accretion rates∼10−2˙M E but have very long magnetic-braking spin-down times,indicating that they had accretion rates≪˙M E when accretion ended or never reached spin equilibrium.After more than two decades of effort,accreting MSPs in LMXBs have atlast been found.The discovery of these stars promises important advances inour understanding of the evolution of neutron stars in LMXBs and the formation of radio-emitting,rotation-powered MSPs.We thank L.Bildsten,D.Chakrabarty,P.Kaaret,M.van der Klis,M.C. Miller,D.Psaltis,and J.Swank for helpful discussions.This research was sup-ported in part by NASA grants NAG5-12030and NAG5-8740,NSF grant AST0098399,and the funds of the Fortner Endowed Chair at the University of Illinois.ReferencesAlpar,M.A.,Cheng,A.F.,Ruderman,M.A.,&Shaham,J.1982,Nature,300, 178Arzoumanian,Z.,Cordes,J.M.,&Wasserman,I.1999,ApJ520,696 Backer,D.C.,Kulkarni,S.R.,Heiles,C.,Davis,M.M.,&Goss,W.M.1982, Nature,300,615Spin Rates and Magnetic Fields of Millisecond Pulsars11 Bhattacharya,D.1995,in X-Ray Binaries,ed.W.H.G.Lewin,J.van Paradijs &E.P.J van den Heuvel(Cambridge,Cambridge University Press),233 Bhattacharya, D.,&Srinivasan,G.1995,in X-Ray Binaries,ed.W.H.G.Lewin,J.van Paradijs&E.P.J van den Heuvel(Cambridge,Cambridge University Press),495Bhattacharya,D.,&van den Heuvel,E.P.J.1991,Phys.Rep.,203,1 Bildsten,L.1998,ApJ,501,L89Chakrabarty,D.,&Morgan,E.H.1998,Nature,394,346Chakrabarty,D.,Morgan,E.H.,Muno,M.P.,Galloway,D.K.,Wijnands,R., van der Klis,M.,&Markwardt,C.B.2003,Nature,424,42Elsner,R.F.,Ghosh,P.,&Lamb,F.K.1980,ApJ,241,L55Galloway,D.K.,Chakrabarty,D.,Morgan,E.H.,&Remillard,R.A.2002, ApJ,576,L137Galloway,D.K.,Chakrabarty,D.,Muno,M.P.,&Savov,P.2001,ApJ,549, L85Ghosh,P.,&Lamb,F.K.1979,ApJ,234,296(GL79)Ghosh,P.,&Lamb,F.K.1992,in X-Ray Binaries and Recycled Pulsars,ed.E.P.J.van den Heuvel&S.Rappaport(Dordrecht:Kluwer),487(GL92) Hartman,J.M.,Chakrabarty,D.,Galloway,D.K.,Muno,M.P.,Savov,P., Mendez,M.,van Straaten,S.,Di Salvo,T.,2003,American Astronomical Society,HEAD Meeting No.35,abstract17.38Hasinger,G.,&van der Klis,M.1989,A&A,186,153Hobbs,G.,Lyne,A.G.,Kramer,M.,Martin,C.E.,&Jordan,C.A.2004, MNRAS,submittedHobbs,G.B.,&Manchester,R.N.2004,ATNF Pulsar Catalogue,v1.2, http://www.atnf.csiro.au/research/pulsar/psrcat/psrcat12Lamb&YuMarkwardt,C.B.,Strohmayer,T.E.&Swank,J.H.1999,ApJ,512,L125 Markwardt,C.B.,&Swank,J.H.2003b,IAU Circ.,8144,1Markwardt,C.B.,Swank,J.H.,Strohmayer,T.E.,in’t Zand,J.J.M.,& Marshall,F.E.2002,ApJ,575,L21Markwardt,C.B.,et al.2004,in preparationMiller,M.C.,Lamb,F.K.,&Psaltis,D.1998,ApJ,508,791(MLP98) Muno,M P.,Chakrabarty,D.,&Galloway,D.K.,&Psaltis,D.2002,ApJ,580, 1048Muno,M.P.,Fox,D.W.,Morgan,E.P.2000,ApJ,542,1016Psaltis,D.,&Chakrabarty,D.1999,ApJ,521,332Psaltis,D.,&Lamb,F.K.1998,in Neutron Stars and Pulsars,ed.N.Shibazaki, N.Kawai,S.Shibata,&T.Kifune(Tokyo:Univ.Acad.Press),179 Radhakrishnan,V.,&Srinivasan,G.1982,Curr.Sci.,51,1096Ritter H.,&King A.R.2001,in ASP Conf.Ser.Vol.229,Evolution of Binary and Multiple Star Systems,ed.Podsiadlowski,P.,Rappaport S.A.,KingA.R.,D’Antona F.&Burderi L.(San Francisco,Astron.Soc.Pac.),423 Shibazaki,N.,et al.1989,Nature,342,656Smith,D.A.,Morgan,E.H.,&Bradt,H.1997,ApJ,482,L65 Strohmayer,T.E.,Jahoda,K.,Giles,A.B.,&Lee,U.1997,ApJ,486,355 Strohmayer,T.E.,&Markwardt,C.M.2002,ApJ,577,337Strohmayer,T.E.,Markwardt,C.M.,Swank,J.H.,&in’t Zand,J.J.M.2003, ApJ,596,L67Strohmayer,T.E.,Zhang,W.,Swank,J.H.,Smale,A.P.,Titarchuk,L.,& Day,C.1996,ApJ,469,L9Strohmayer,T.E.,Zhang,W.,Swank,J.H.,White,N.E.,&Lapidus,I.1998, ApJ,498,L135Ushomirsky,G.,Cutler,C.,&Bildsten,L.2000,MNRAS,319,902van den Heuvel,E.P.J.1992,in X-Ray Binaries and Recycled Pulsars,ed.E.P.J.van den Heuvel&S.A.Rappaport(Dordrecht:Kluwer),233. White,N.,&Stella,L.1987,MNRAS,231,325Wijnands,R.,Strohmayer,T.,Franco,L.M.,2001,ApJ,554,L59 Wijnands,R.,&van der Klis,M.1998,Nature,394,344Wijnands,R.,van der Klis,M.,Homan,J.,Chakrabarty,D.,Markwardt,C.B., &Morgan,E.H.2003,Nature,424,44Zhang,W.,Jahoda,K.,Kelley,R.L.,Strohmayer,T.E.,Swank,J.H.&Zhang, S.N.1998,ApJ,495,L9Zhang,W.,Lapidus,I.,Swank,J.H.,White,N.E.,&Titarchuk,L.1996,IAU Circ.6541。