Study of Magnetic Excitation in Singlet-Ground-State Magnets CsFeCl$_3$ and RbFeCl$_3$ by N

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基于金刚石氮–空位色心的微波磁场成像技术的可靠性研究

基于金刚石氮–空位色心的微波磁场成像技术的可靠性研究

Vol. 40, No. 6航 天 器 环 境 工 程第 40 卷第 6 期682SPACECRAFT ENVIRONMENT ENGINEERING2023 年 12 月https:// E-mail: ***************Tel: (010)68116407, 68116408, 68116544基于金刚石氮–空位色心的微波磁场成像技术的可靠性研究唐雨桐1,叶 安1,付鼎元1,李晓林1,张 超2*(1. 华东理工大学 物理学院,上海 200237; 2. 北京卫星环境工程研究所,北京 100094)摘要:相对于单片微波集成电路(MMIC)芯片的设计与制造工艺发展,芯片的测试与失效分析研究进展缓慢。

文章首先调研了基于金刚石氮–空位(NV)色心的高空间分辨率微波磁成像应用及通过磁成像技术反演电流分布的技术进展;继而进行了基于NV色心系综微波磁场成像技术的MMIC热态可靠性研究。

结果表明:利用基于金刚石NV色心的微波磁场成像技术,对毫米波微波芯片表面的二维矢量场进行高空间分辨率、高灵敏度的快速成像与重构,可以采集芯片在正常和非正常工作状态下的磁场成像信息;进一步对微波芯片内部的信息进行反演重建,可以实现芯片内部故障点的精确定位诊断和潜在故障点排除。

所做研究有望为芯片设计、生产、测试提供可靠性诊断。

关键词:单片微波集成电路;失效模式分析;磁成像;氮−空位色心;芯片热态可靠性中图分类号:TN707; V443文献标志码:A文章编号:1673-1379(2023)06-0682-10 DOI: 10.12126/see.2023043Study on the reliability of microwave magnetic field imaging technique based ondiamond nitrogen-vacancy color centersTANG Yutong1, YE An1, FU Dingyuan1, LI Xiaolin1, ZHANG Chao2*(1. School of Physics, East China University of Science and Technology, Shanghai 200237, China;2. Beijing Institute of Spacecraft Environment Engineering, Beijing 100094, China)Abstract: Compared with the development of chip design and manufacturing of monolithic microwave integrated circuits (MMIC), the research on testing and failure analysis of chips has been progressing slowly. In this paper, the application of high-spatial resolution microwave magnetic imaging based on diamond nitrogen-vacancy (NV) color center and the technical progress of inversion current distribution by magnetic imaging were firstly reviewed. On this basis, the thermal reliability of MMIC based on NV color center ensemble microwave magnetic field imaging technology was studied. The results show that, by using the microwave magnetic field imaging technology based on the diamond NV color center, through the rapid imaging and reconstruction of the two-dimensional vector field on the surface of the millimeter wave microwave chip with high spatial resolution and high sensitivity, the magnetic field imaging information of both normal and abnormal working states of chips can be collected. The precise positioning and diagnosis of the fault points inside the chip and the elimination of potential fault points can be realized by further inversion and reconstruction of the internal information of the microwave chip. The proposed research is expected to provide reliability diagnosis for chip design, production and testing.Keywords: monolithic microwave integrated circuit; failure mode analysis; magnetic imaging; nitrogen-vacancy color center; chip thermal reliability收稿日期:2023-04-06;修回日期:2023-12-01基金项目:民用航天预研项目D040301引用格式:唐雨桐, 叶安, 付鼎元, 等. 基于金刚石氮–空位色心的微波磁场成像技术的可靠性研究[J]. 航天器环境工程, 2023, 40(6): 682-691TANG Y T, YE A, FU D Y, et al. Study on the reliability of microwave magnetic field imaging technique based on diamond nitrogen-vacancy color centers[J]. Spacecraft Environment Engineering, 2023, 40(6): 682-6910 引言自20世纪60年代以来,以微带线[1]为代表的微波与毫米波混合集成电路(microwave integrated circuits, MIC)以其结构紧凑、体积小、重量轻、造价低以及便于同有源器件相连等优点而得到迅速发展;继而随着新型集成介质传输线、介质波导以及谐振器/谐振腔在MIC的使用[2]以及MIC加工工艺的进一步成熟,出现了将大量有源器件和无源器件/组件或模块集成于一块集成电路(integrated circuit, IC)[3]的单片微波集成电路(monolithic microwave integrated circuit, MMIC)[4]。

单分子(单链)磁体的研究

单分子(单链)磁体的研究
Nature Chem. 2012,4,921-926
LT LS [LS-Co(III)LS-Fe(II)]
HT HS [HSCo(II)LS-Fe(III)]
65.5 K 3.1× 10-10
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Nature Chem. 2012,4,1011-1017
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• 多功能:铁电 介电 自旋交叉。。。 • 机理:高能垒 弛豫 构效关系。。。 • 调控:光 电 溶剂 配体 取代基 。。。
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JASC: /10.1021/ja407570n
2: HS J = −0.96(3) K and g = 2.02(5). 3: LS J1= −1.09(9) K, J2 = +0.04(1) K, and g = 2.00(5).
单分子(单链)磁体的研究进展
JASC: /10.1021/ja407570n Nature Chem. 2012,4,921-926 Nature Chem. 2012,4,1011-1017 Nature Chem. 2013,5,577-581 JACS: /10.1021/ja403154z Angew. Chem. Int. Ed. 2013, 52, 9130 –9134 Inorg. Chem. 2012, 51, 8538−8544 Nature Chem. 2013,5,673-678 Chem. Eur. J. 2013, 19, 12982 – 12990 JACS: /10.1021/ja405284t J. Am. Chem. Soc. 2013, 135, 13242−13245

经颅磁刺激运动诱发电位检测应用进展及法医学意义

经颅磁刺激运动诱发电位检测应用进展及法医学意义

经颅磁刺激运动诱发电位检测应用进展及法医学意义曹磊;陈维忠;张玲莉【摘要】经颅磁刺激运动诱发电位(transcranial magnetic stimulation-motor evoked potential,TMS-MEP)检查是评价中枢神经系统功能的一种神经电生理检查方法,其法医学应用价值已逐步得到一些法医学者的关注.本文综述了TMS-MEP 的发展概况、原理、优势以及目前在评价中枢神经系统功能和临床治疗方面的研究和应用进展,探讨了TMS-MEP在法医学中的应用价值,尤其是对中枢神经系统损伤者客观肌力评定的意义.%Transcranial magnetic stimulation-motor evoked potential(TMS-MEP) test is one of the electrophysiological examination methods to evaluate the function of central nervous system. The value of the TMS-MEP has been recognized by some clinical forensic workers recently. This article reviews the principle and advantages of TMS-MEP and its application in functional evaluation of central nervous system and clinical treatment. The value of TMS-MEP in forensic medicine, especially in objective assessment of muscle strength after injury of central nervous system is also discussed.【期刊名称】《法医学杂志》【年(卷),期】2011(027)002【总页数】3页(P139-141)【关键词】法医学;诱发电位,运动;综述[文献类型];经颅磁刺激【作者】曹磊;陈维忠;张玲莉【作者单位】华中科技大学,同济医学院法医学系,湖北武汉,430030;华中科技大学,同济医学院法医学系,湖北武汉,430030;华中科技大学,同济医学院法医学系,湖北武汉,430030【正文语种】中文【中图分类】DF795.1经颅磁刺激(transcranial magnetic stimulation,TMS)是利用时变磁场作用于大脑皮层产生感应电流改变皮层神经细胞的动作电位,从而影响脑内代谢和神经电活动的生物刺激技术。

211251924_磁性分子印迹聚合物在天然活性物质分离纯化中的研究进展

211251924_磁性分子印迹聚合物在天然活性物质分离纯化中的研究进展

王艳辉,郑光耀,闫林林. 磁性分子印迹聚合物在天然活性物质分离纯化中的研究进展[J]. 食品工业科技,2023,44(11):442−450.doi: 10.13386/j.issn1002-0306.2022070368WANG Yanhui, ZHENG Guangyao, YAN Linlin. Research Progress of Magnetic Molecularly Imprinted Polymers in Separation and Purification of Natural Active Substances[J]. Science and Technology of Food Industry, 2023, 44(11): 442−450. (in Chinese with English abstract). doi: 10.13386/j.issn1002-0306.2022070368· 专题综述 ·磁性分子印迹聚合物在天然活性物质分离纯化中的研究进展王艳辉,郑光耀,闫林林*(中国林业科学研究院 林产化学工业研究所;生物质化学利用国家工程实验室;国家林业和草原局林产化学工程重点实验室;江苏省生物质能源与材料重点实验室;江苏省林业资源高效加工利用协同创新中心,江苏南京 210042)摘 要:磁性分子印迹聚合物是将磁性纳米粒子与分子印迹聚合物组装而成的一类新型分离材料,具有选择性高、易分离和易再生的特点,可被用于食品、药品检测前处理以及天然活性物质的分离纯化等领域。

本文介绍了磁性分子印迹技术的制备原理和方法,重点综述了近5年(2017~2022)磁性分子印迹聚合物在多酚类、生物碱、有机酸、萜类以及生物大分子化合物等天然活性物质的分离纯化方面的研究进展,并针对当前分离纯化领域的研究难点进行了讨论,以期为高值化、低含量的天然活性成分的富集、纯化及其分析检测提供研究参考。

关于电磁场的英文作文

关于电磁场的英文作文

关于电磁场的英文作文英文回答:Electromagnetic fields are a fundamental aspect of our modern world. They are all around us, from the electricity that powers our homes to the signals that allow us to communicate wirelessly. Understanding electromagneticfields is essential for many aspects of our daily lives.One of the key concepts in electromagnetism is the idea of electric and magnetic fields. These fields are invisible, but they have a significant impact on the world around us. Electric fields are created by electric charges, such asthe positive and negative charges in a battery. Magnetic fields, on the other hand, are created by moving electric charges, such as the current flowing through a wire.These fields interact with each other and with charged particles, creating a wide range of phenomena. For example, when an electric field and a magnetic field areperpendicular to each other, they can produce a force that causes a charged particle to move in a circular path. Thisis the principle behind the operation of a particle accelerator.Electromagnetic fields also play a crucial role in the transmission of information. Radio waves, for instance, are a type of electromagnetic wave that carries signals fromone place to another. We use radio waves to listen to music, talk on our cell phones, and watch television. Without electromagnetic fields, these technologies would not be possible.In addition to their practical applications, electromagnetic fields also have some interesting properties. For example, they can be described by mathematical equations known as Maxwell's equations. These equations provide a comprehensive description of howelectric and magnetic fields behave and interact with each other. They have been instrumental in the development of modern physics and engineering.中文回答:电磁场是我们现代世界的一个基本方面。

The Study of Chiral Magnetic field in Relativistic(清华new)

The Study of Chiral Magnetic field in Relativistic(清华new)
D. Kharzeev, L. D. Mclerran, H. J. Warringa, NPA, 803, 227 (2008) Y. J. Mo, S. Q. Feng, Y. F. Shi, PRC, 88, 024901 (2013)
CBM-China meeting, 2015,May,07-09
2. The quarks interact with a gauge configuration with non-zero Qw . Assuming Qw = -1, this will convert a left-handed up/down quark into a right-handed up/down quark by reversing the direction of momentum.
3. The right-handed up quarks will move upwards, the right-handed down quarks will move downwards. A charge of q = 2e will be created between two sides of a plane perpendicular the magnetic fields
In finite volume this causes separation of positive from negative charge In presence of magnetic field this induces an Electromagnetic Current
D. Kharzeev, L. D. Mclerran, H. J. Warringa, NPA 803, 227 (2008)

我想研究一个磁铁球的作文

我想研究一个磁铁球的作文

我想研究一个磁铁球的作文英文回答:A magnetic ball is an intriguing object that can provide hours of entertainment and learning. Its magnetic properties make it a fascinating subject for research and exploration.Firstly, let's discuss the physical properties of a magnetic ball. It is typically made of a ferromagnetic material, such as iron or steel, which allows it to attract and hold other magnetic objects. The ball itself is usually spherical in shape, providing a uniform magnetic field around it. This makes it easier to study and observe its magnetic interactions.The magnetic field of a magnetic ball is strongest at its poles. These are the points on the surface of the ball where the magnetic force is concentrated. For example, if you bring another magnetic object, like a paperclip, closeto one of the poles of the ball, it will be strongly attracted to it. This is because opposite magnetic poles attract each other, while similar poles repel.In addition to its magnetic properties, a magnetic ball can also be used for various practical purposes. For instance, it can be used as a tool for magnetizing other objects. By rubbing the ball against a non-magnetic material, such as a needle, it can impart temporary magnetism to that object. This can be useful in certain applications, such as picking up small metal objects or even in medical procedures.Furthermore, a magnetic ball can also be used in educational settings. It can be a great tool for teaching children about magnetism and its effects. By conducting simple experiments with the ball, they can learn about the concept of magnetic attraction and repulsion. For example, they can explore how the ball interacts with different objects and observe the strength of the magnetic force.中文回答:磁铁球是一个引人入胜的物体,可以提供数小时的娱乐和学习。

刺激脑部并测量脑电方法的文献

刺激脑部并测量脑电方法的文献

刺激脑部并测量脑电方法的文献英文回答:Transcranial magnetic stimulation (TMS) is a non-invasive technique that uses magnetic pulses to stimulate the brain. TMS has been shown to have a variety of effects on brain function, including improving motor function, reducing pain, and treating depression.TMS is typically performed using a coil that is placed over the head. The coil generates a magnetic field that penetrates the skull and stimulates the underlying brain tissue. The strength and duration of the magnetic pulsescan be adjusted to target specific areas of the brain.TMS is a safe and well-tolerated procedure. The most common side effects are mild headaches and scalp discomfort. TMS is contraindicated in people with metal implants intheir head, such as pacemakers or cochlear implants.Electroencephalography (EEG) is a non-invasive technique that measures the electrical activity of the brain. EEG is typically performed using a cap that is fitted with electrodes. The electrodes record theelectrical signals generated by the brain and send them to a computer.EEG can be used to diagnose a variety of brain disorders, including epilepsy, sleep disorders, and dementia. EEG can also be used to monitor brain function during surgery or other medical procedures.TMS and EEG are two valuable tools for studying and treating brain disorders. TMS can be used to stimulate the brain and improve function, while EEG can be used to measure brain activity and diagnose disorders.中文回答:经颅磁刺激(TMS)是一种使用磁脉冲来刺激大脑的无创技术。

“亥姆霍兹线圈测磁场”实验的教学拓展研究

“亥姆霍兹线圈测磁场”实验的教学拓展研究

151科技资讯 SCIENCE & TECHNOLOGY INFORMATION科 技 教 育DOI:10.16661/ki.1672-3791.2018.18.151“亥姆霍兹线圈测磁场”实验的教学拓展研究①林琦 金春伟(上海工程技术大学数理与统计学院 上海 201620)摘 要:“亥姆霍兹线圈测磁场”实验是重要的磁学物理实验之一,通常用来证明磁场的迭加原理,以及在线圈的中心轴线上产生匀强磁场。

在本文中,我们对该实验进行了拓展,通过对亥姆霍兹线圈的改造,使流过两个线圈的电流相等,方向相反,可以得到一个线性关系良好的梯度磁场,这一实验拓展研究可以丰富实验内容,加深学生对磁学物理知识的理解。

关键词:亥姆霍兹线圈 梯度磁场 实验教学中图分类号:O44 文献标识码:A 文章编号:1672-3791(2018)06(c)-0151-02Abstract: The "Helmholtz coil magnetic field" experiment is one of the most important experiments in magnetic physics. It is usually used to prove the superposition principle of the magnetic field, as well as to produce a uniform magnetic field on the central axis of the coils. In this paper, we extend the experiment.Through the transformation of the Helmholtz coil, the current of the two coils is equal and the direction is opposite, a gradient magnetic field can be obtained. This experimental extension study can enrich the experiment content and deepen the students' understanding of the knowledge of magnetic physics.Key Words: Helmholtz coil; Gradient magnetic field; Experiment teaching①作者简介:林琦(1980—),男,汉族,上海人,硕士,讲师,研究方向:物理实验教学与研究。

The Study of Magnetic Domain Walls

The Study of Magnetic Domain Walls

The Study of Magnetic Domain WallsMagnetic domain walls refer to the boundaries that separate regions of different magnetic orientations in ferromagnetic materials. In recent years, the study of magnetic domain walls has attracted great attention due to its potential applications in magnetic data storage and spintronics. In this article, we will discuss the basics of magnetic domain walls and the latest developments in this field.Part 1: IntroductionThe concept of magnetic domains was first proposed by French physicist Pierre Weiss in 1907. He suggested that in ferromagnetic materials, magnetic moments align themselves together to form small regions, called domains, which have the same magnetic orientation. These domains can be either magnetized in the same direction as the external magnetic field (parallel to it) or against it (anti-parallel to it). The transition from one domain to another is known as a magnetic domain wall.Part 2: Types of magnetic domain wallsThere are two types of magnetic domain walls: Bloch walls and Neel walls. A Bloch wall is characterized by the magnetic moment rotating in a plane perpendicular to the wall. It appears as a continuous smooth curve and is usually 10 nm – 100 nm wide. A Neel wall, on the other hand, is distinguished by the magnetic moment rotating in a plane parallel to the wall. It has a sharp boundary and is much narrower (1 nm – 10 nm) than a Bloch wall.Part 3: Properties of magnetic domain wallsOne of the most important properties of magnetic domain walls is their ability to move under the influence of an external magnetic field. By applying a magnetic field, the domain walls can be shifted along the direction of the field, leading to the motion of magnetic domains. This process is known as domain wall motion and has important implications for magnetic data storage.Another property of magnetic domain walls is their spin texture. Spin texture refers to the way in which electron spins are arranged across the domain wall. Depending on the shape and size of the domain wall, the spin texture can be circular, elliptical, or spiral. The spin texture affects the magnetic properties of the domain wall and can be tuned by external magnetic fields.Part 4: Applications of magnetic domain wallsThe study of magnetic domain walls has significant implications for the field of spintronics. Spintronics is a rapidly growing branch of electronics that uses the spin of electrons to store and process information. Magnetic domain walls can be used in spintronic devices to control the flow of spin currents and create novel magnetic structures.One of the most promising applications of magnetic domain walls is in magnetic memory devices. Magnetic memory devices use the magnetic orientation of material to store digital information. By manipulating the position of magnetic domain walls, it is possible to change the magnetic state of the device and store data.Part 5: ConclusionIn conclusion, the study of magnetic domain walls has significant implications for the field of spintronics and magnetic data storage. The ability to manipulate the position and spin texture of domain walls offers new possibilities for creating novel magnetic structures and improving the efficiency of magnetic memory devices. As research continues in this field, we can expect to see many exciting developments in the near future.。

阳极磁增强对电解制氢速率的影响

阳极磁增强对电解制氢速率的影响

2021年第4期工程师园地全球工业化发展,各国对能源的需求越来越大,化石燃料燃烧带来许多环境问题,开发绿色可再生新能源成为解决能源和环境问题的重要途径。

H 2是一种理想的二次能源,具有燃烧热值高,其能量密度是固体燃料的两倍多[1],来源丰富,反应产物绿色无污染等优点,被认为是未来最有潜力的能源载体和传统化石能源的最佳替代品。

H 2制备的途径有多种,传统化石燃料制氢虽然是一种工艺简单、成本低廉的制氢方法,成本可以控制在0.6~1.5元·m -3,95%以上的H 2是由煤、天然气、石油等化石燃料制取所得[2]。

但化石燃料制氢过程中不仅制得的H 2纯度低,而且会产生大量温室气体,不符合当今社会绿色工业发展的要求。

而电解水制氢法,设备简单,工艺流程相对稳定可靠,且产生的H 2纯度高,可以基本满足高纯度的H 2的需求,且不产生污染,能够循环利用,是一种相对比较理想的方法。

但缺陷是电能消耗较大,电费占整个电解水制氢费用的80%左右[3],电解水制氢的成本是目前工业化制氢领域中最高的。

在这耗能问题上,各国一直都在努力,日本开发了高温加压法,将电解水的效率提高到75%;美国建成一种SPE 工业装置,能量利用效率达90%;我国研制了双反应器制氢工艺,先进的PEM 电解工艺,使其总转换效率达95%,电解水制氢的电耗一般为4.5~5.5kWh ·m -3[4]。

通过研究者不懈的努力,电解水制氢技术不断提高,可将具有强烈波动特性的可再生能源(如水能、太阳能、风能等)转换为电能,用于电解,间接转化为氢能储存待利用,符合现代经济和环境可持续发展的要求[5]。

电解水的过程包括两个半反应,即阴极析氢反应与阳极析氧反应,二者均需要较高的过电位才能进行。

缓慢的反应动力学过程限制着整个电解水反胡兰基1,顾培发2,石华1,胡春联2,李文温2,严桂花2(1.青海省地质矿产测试应用中心,青海西宁810021;2.青海师范大学化学化工学院,青海西宁810016)摘要:本文主要在电解产氢装置上加持磁性用于探究电解产氢速率。

关于电磁场的英文作文

关于电磁场的英文作文

关于电磁场的英文作文英文回答:Electromagnetic fields (EMFs) are regions of space around electrically charged particles or time-varying magnetic fields. They exert forces on other electrically charged particles and are associated with the transfer of electromagnetic energy.EMFs are produced by a variety of sources, including:Power lines.Electrical appliances.Wireless devices.Medical imaging equipment.The strength of an EMF is measured in volts per meter(V/m) or milligauss (mG).Biological Effects of EMFs.Research on the biological effects of EMFs has produced mixed results. Some studies have suggested that EMFs can cause a range of health problems, including:Cancer.Reproductive problems.Neurological disorders.However, other studies have found no link between EMFs and these health problems.Safety Guidelines.The International Commission on Non-Ionizing Radiation Protection (ICNIRP) has established safety guidelines for EMF exposure. These guidelines are based on the bestavailable scientific evidence and are designed to protect the public from any potential health risks.The ICNIRP guidelines recommend that the general public be exposed to EMFs below 2,000 volts per meter (V/m) at frequencies between 0 and 300 gigahertz (GHz). For occupational exposure, the guidelines recommend a limit of 10,000 V/m.Reducing EMF Exposure.There are a number of things you can do to reduce your exposure to EMFs, including:Move away from sources of EMFs.Use shielding materials.Ground electrical appliances.Avoid using wireless devices for extended periods of time.Use a wired connection to the internet instead of Wi-Fi.中文回答:电磁场。

想成为一名核物理学家英语作文

想成为一名核物理学家英语作文

想成为一名核物理学家英语作文As a young aspiring scientist, I've always been fascinated by the mysteries of the universe. And among all the branches of physics, nuclear physics holds a special place in my heart. It's not just the fascinating complexity of atomic nuclei that intrigues me, but also the potential they hold for the future of energy and technology.You know, growing up watching documentaries about particle accelerators and nuclear reactions, I felt like I was part of a secret club. I wanted to unlock the secretsof these tiny but mighty particles that make up our world. Nuclear physics is like a puzzle with endless pieces, andI'm eager to put them all together.Studying nuclear physics means delving into the unknown. Every experiment, every calculation, feels like a journey into the unexplored. It's exciting and challenging, butthat's precisely why I'm drawn to it. I want to be part of the team that discovers new particles, understands theirbehavior, and uses that knowledge to make a difference in the world.Plus, nuclear physics is at the forefront of innovation. From medical imaging to energy production, nuclear technology is changing the way we live. Imagine being ableto contribute to advances that save lives.。

科学电磁点实验作文500字左右

科学电磁点实验作文500字左右

科学电磁点实验作文500字左右英文回答:The electromagnetic point experiment is a fundamental experiment in the field of science. It involves the use of an electromagnet, a battery, and a metal point. The purpose of the experiment is to demonstrate the relationship between electricity and magnetism.To conduct the experiment, I first connect the electromagnet to the battery. When the battery is connected, an electric current flows through the wire of the electromagnet, creating a magnetic field. This magneticfield can attract or repel certain materials, such as the metal point.Next, I take the metal point and bring it close to the electromagnet. As I move the metal point closer, I can feel a force pulling it towards the electromagnet. This force is the result of the interaction between the magnetic fieldcreated by the electromagnet and the metal point. The metal point is attracted to the electromagnet due to the magnetic force.I can also reverse the polarity of the electromagnet by changing the direction of the current flow. When the polarity is reversed, the metal point is repelled instead of attracted. This demonstrates the relationship between the direction of the current flow and the direction of the magnetic field.中文回答:科学电磁点实验是科学领域中的一项基础实验。

电磁场英语作文

电磁场英语作文

电磁场英语作文The electromagnetic field is a fascinating aspect of physics that involves the interaction between electric and magnetic forces. It is a fundamental component of our universe, encompassing both the invisible forces that power our electronic devices and the visible light that brightens our world.The electromagnetic field is created by charged particles, such as electrons, and exists throughout space. It can be manipulated and controlled through various means, including electrical circuits and magnetic coils. This manipulation allows us to harness the power of the electromagnetic field for various applications, from generating electricity to communicating over long distances.One of the most remarkable properties of the electromagnetic field is its ability to travel through space at the speed of light. This makes it a powerful tool for transmitting information and energy across vast distances. In fact, many modern technologies, such as wireless internet and satellite communication, rely on the electromagnetic field for their operation.In conclusion, the electromagnetic field is a remarkable phenomenon that holds the key to many of our technological advancements. Its study not only enhances our understanding of the natural world but also opens up new possibilities for innovation and discovery.。

磁场流速对传感器用Cu电极电解过程及质量的影响

磁场流速对传感器用Cu电极电解过程及质量的影响

第31卷第2期 202丨年4月粉宋冶全工业P O W D E R M E T A L L U R G Y I N D U S T R YVol. 31,No.2,p52-56Apr. 2021DOI : 10.13228/j.boyuan.issn 1006-6543.20200137磁场流速对传感器用C u电极电解过程及质量的影响孙娟',孙栗2,金晗3(1.河南科技职业大学,河南周口466000; 2.国网浙江海宁市供电公司,浙江海宁314400;3.中原工学院能源与环境学院,河南郑州460000)摘要:在电解工艺制备铜的过程中加入磁场以达到协同强化效果,分析了磁场流速对传感器用C u电极电解过程及质量的影响。

结果表明:施加磁场后,形成了更复杂的铜电解反应。

当提高磁场流速后,铜阳极质量损失减小,最大阴极析出量出现于流速为0.25 m/s的情况下。

磁场流速对C u电极电解阶段的杂质离子产生着显著影响。

受到磁场作用后,杂质离子浓度减小,实际效果受到此磁场取向与流速的共同作用。

处于0.25 m/s磁场流速下,能够获得最大的阴极析出速率,从而减小电解液内的杂质离子浓度并降低铜损失。

处于垂直磁场中,在0〜0.75 m/s范围的电解液黏度基本恒定,并在0.25 m/s时达到最小值。

垂直磁场可以对电子传输发挥抑制作用,增强扩散效果。

随着流速的增大,阻碍了 Cir1扩散过程,在0.25 m/s速率下获得最大阴极析出量。

关键词:磁化电解;强磁场;铜电解;表面质量文献标志码:A 文章编号:1006-6543(2021)02-0052-05Effect of magnetic field velocity on electrolysis process and quality of Cuelectrode used in sensorSUN Juan1,SUN Li2,JIN Han3(1. Henan Vocational University of Science and Technology, Zhoukou 466000, China; 2. State Grid HainingPower Supply Company, Haining 314400, China; 3. School of Energy and Environment, Zhongyuan Universityof Technology, Zhengzhou 460000, China)A bstract:The effect of magnetic field velocity on the electrolytic process and the quality of Cu electrode used inthe sensor was analyzed.The results show that a more complex copper electrolysis reaction is formed by applying amagnetic field.After increasing the magnetic field velocity, the mass loss of copper anode decreased, and the maxi­mum cathode precipitation appeared at the flow rate of 0.25 m/s.The magnetic field velocity has a significant effecton the impurity ions in Cu electrode electrolysis stage.The concentration of impurity ions decreases after the mag­netic field is applied, and the actual effect is influenced by the magnetic field orientation and the flow velocity.Atthe magnetic field velocity of 0.25 m/s, the maximum cathode precipitation rate can be obtained, thus reducing theconcentration of impurity ions in the electrolyte and reducing the copper loss.In the vertical magnetic field, the elec­trolyte viscosity in the range of 0-0.75 m/s is basically constant, and reaches the minimum value at 0.25 m/s.Verti­cal magnetic field can inhibit electron transport and enhance diffusion.With the increase of flow rate, C u2'diffusionprocess was hindered, and the maximum cathode precipitation was obtained at the rate of 0.25 m/s.Key w ords:magnetization electrolysis; strong magnetic field; copper electrolysis; surface quality 现阶段,电解技术己经成为一种非常广泛的铜 制备工艺。

湿式磁选法制备优质铁精粉试验研究

湿式磁选法制备优质铁精粉试验研究

工 业 技 术106科技资讯 SC I EN C E & TE C HN O LO G Y I NF O R MA T IO N随着钢铁工业的快速发展,市场对磁性材料的需求每年增长近15%[1],实施“精料”方针逐渐成为原料系统生产及科技工作的主线,这就对铁精矿的质量提出更高的要求。

目前,铁精矿提纯的主要工艺方法有磁选法、重选法及磁选-重选法和磁选-浮选法[2-4]。

张晋霞等[5]利用某选矿厂选铁精矿,经过弱磁选-磁重选-反浮选工艺,将TFe67.70%,二氧化硅4.88%的普通铁精矿提纯到TFe72.02%,二氧化硅含量降低到0.27%,指标良好。

石仑雷等[6]利用某地普通铁矿石,采用两段磨矿、两段磁选-重选联合流程制得品位为71.58%,回收率为47.57%的优质铁精矿。

该文针对包钢某选厂采用“电磁螺旋柱-细筛再磨-弱磁选”工艺对铁精矿进行提纯的试验研究,为铁精矿提纯的工业发展提供有力的支撑。

1 原料性质研究原料取自包钢某选厂铁精矿,经缩分取适量矿样,研磨制样后做如下检测。

①作者简介:梅国生(1973,3-),男,河北保定人,硕士研究生,研究方向:矿产资源综合利用。

湿式磁选法制备优质铁精粉试验研究①梅国生 杨鹏博(华北理工大学矿业工程学院 河北唐山 063009)摘 要:为了改善铁原料冶金性能,降低制铁成本,针对包钢某选矿厂选铁精矿采用“电磁螺旋柱-细筛再磨-弱磁选”工艺对其进行单条件试验及流程试验,由电磁螺旋柱单条件试验可知,电磁螺旋柱最佳励磁场强为4000Oe,给矿浓度为40%,沉砂浓度为61.73%,由磨矿细度试验可知,再磨细度-0.074mm占94.82%为最佳之,由弱磁选试验可知,粗磁选场强最佳为1800Oe,磁选精选场强最佳微为1600Oe,在各条件均处于最佳时,进行流程试验,结果表明,试验最终能够获得品位为69.22%,回收率为94.86%的铁精矿。

关键词:铁精矿 提纯 品位 回收率中图分类号:TQ11文献标识码:A文章编号:1672-3791(2015)07(a)-0106-02Experimental Study on the Wet Magnetic Separation Method toPreparation of High-quality Iron PowderMei Guosheng Yang Pengbo(College of Mining Engineering,North China University of Science and Technology,Tangshan,Hebei Province,063009 China)Abstract:In order to improve the metallurgical properties of raw material,reduce cost of Manufacture of iron and steel, forthe Iron ore of a Baogang concentrator utilizes"electromagnetic spiral column-fine screening regrinding - low intensitymagnetic separation ”technology processsingle executing the single test of conditions and procedures, from the single conditiongs fo electromagnetic spiral column,the best conditiongs of the excitation field is 4000Oe,and the ore concentration is 40% and the grit concentration is 61.73%,from the text of regrinding fineness we know that the best regrinding fineness is -0.074mm 94.82%, frong the magnetic separation text we know that crude magnetic field strong is 1800Oe, magnetic field strength featured is 1600Oe.In all conditions are in the best time, for process test results show that finally we can get the iorn ore whose grade was 69.22% and the recovery rate is 94.86%.Key Words:Iron ore;Purify;Grade;Recovery rate成分 T F e F eO SF e F e 2O 3 F Si O 2 A l 2O 3 C aO 含量/% 66.60 26.90 65.60 69.35 0.07 5.19 0.68 0.25 成分 M gO B aO N a 2O K 2O P S R eO N b 2O 5 含量/% 0.61 0.38 0.065 0.053 0.019 0.055 - 0.027表1 化学多元素分析结果. All Rights Reserved.工 业 技 术107科技资讯 S CI EN CE & T EC HNO LO GY I NF OR MA TI ON 1.1 原料化学多元素分析为了了解矿物中的所含元素的种类及含量,对原料进行了化学多元素分析,分析结果见表1。

2011,ASME_JMSE,电阻点焊传热传质过程仿真

2011,ASME_JMSE,电阻点焊传热传质过程仿真

YongBing LiAssociate Professor e-mail:yongbinglee@ZhongQin LinProfessorQi ShenPh.D.Candidate Shanghai Key Laboratory of DigitalAutobody Engineering, School of Mechanical Engineering, Shanghai Jiao Tong University,Shanghai200240,PR ChinaXinMin LaiProfessor State Key Laboratory of MechanicalSystem and Vibration, School of Mechanical Engineering, Shanghai Jiao Tong University,Shanghai200240,PR China Numerical Analysis of Transport Phenomena in Resistance Spot Welding ProcessResistance spot welding(RSW)is a very complicated process involving electromagnetic, thermal,fluidflow,mechanical,and metallurgical variables.Since weld nugget area is closed and unobservable using experimental means,numerical methods are generally used to reveal the nugget formation mechanism.Traditional RSW models focus on the electrothermal behaviors in the nugget and do not have the ability to model mass trans-port caused by induced magnetic forces in the molten nugget.In this paper,a multiphy-sics model,which comprehensively considers the coupling of electric,magnetic,thermal, andflowfields during RSW,temperature-dependent physical properties,and phase trans-formation,is used to investigate the heat and mass transport laws in the weld nugget and to reveal the interaction of the heat and mass transports and their evolutions.Results showed that strong and complicated mass transport appears in the weld nugget and sub-stantially changed the heat transport laws and,therefore,would be able to substantially affect the hardening,segregation,and residual stress of the pared with the tra-ditional models which could not consider the mass transport,the multiphysics model pro-posed in this paper could simulate the RSW process with higher accuracy and more realities.[DOI:10.1115/1.4004319]Keywords:resistance spot welding,induced magneticfield,electromagnetic stirring,fluidflow,heat transfer1IntroductionResistance spot welding(RSW)is a major sheet-metal joining process in automotive industry.Over90%of assembly work in a car body is completed by it.During RSW,two or more metal sheets are pressed together through a pair of electrode caps,and then a large electric current passes through the caps and sheets with resistance,which heats up the sheets through contact resis-tances of contact interfaces and bulk resistances of the sheets. Finally,a molten nugget is formed to join the sheets.During RSW process,a large magneticfield is induced by the welding current,and the current and magneticfield interact with each other to form a magnetic forcefield in the sheets.Once there is molten metal in the sheets,the magnetic force will act on the molten metal and drive it toflow.According to metallurgical the-ories,the mass transport will stir the molten metal and mix the hot and relatively cold parts in the nugget,and as a result will affect the temperature distribution in the weld joint and thefinal nug-get’s shape and size.Especially in cooling crystallization phase, the mass transport is able to change the shape and number of crys-tals,e.g.,microstructure,through changing the temperaturefield of the weld nugget and breaking the crystals.As stated above,the mass transport in RSW is very important. It interacts with the heat transport and both of them determine the macroscopic size and microstructure of thefinal weld.The mass transport behaviors in arc welding induced by self-magneticfield have been investigated extensively[1–3].However,during RSW, the weld nugget is located between the two caps and cannot be directly observed;therefore,it is very difficult to observe the mass and heat transport behaviors in RSW.The current models mostly focused on the electrothermal–mechanical behaviors,which have been well reviewed by Zhang and Senkara[4].In1965,Cunningham and Begeman[5]studied the projection weld nugget formation using a high speed camera.They sectioned the sheet metals and only welded one half of them so that the exposed section could be observed with the camera.“Violent”move-ments were observed in the nugget.They indicated that the stirring velocities could reach0.15–0.3m=s at the peak of current pulses, and that the motion in the nugget interior was higher,but it was impossible to measure the velocities at that point.At the end,they made a guess on theflow pattern in the weld nugget and thought that the molten metal made symmetricalflow in four cores and,in each core,the metalflowed into the nugget center along faying surface andflowed out along the thickness direction,as shown in Fig.1.In1990,Alcini[6]sectioned the metal sheets and inserted some microthermocouples in between the two parts and then glued the sec-tioned sheets together.With this method,he got the dynamic temper-ature change during RSW and found that the temperature in the nugget is relatively uniform in both width and thickness directions of the nugget.This is obviously different from the RSW theory.As such,he pointed out that the induced magnetic forcefield in the nug-get changes the temperature gradient,and he also made the same guess on theflow pattern in the weld nugget as Cunninghamdid. Fig.1Flow pattern of molten metal in resistance spot weld nugget by CunninghamContributed by the Manufacturing Engineering Division of ASME for publicationin the J OURNAL OF M ANUFACTURING S CIENCE AND E NGINEERING.Manuscript receivedMarch31,2010:final manuscript received May5,2011;published online July1,2011.Assoc.Editor:Wei Li.Journal of Manufacturing Science and Engineering JUNE2011,Vol.133/031019-1Copyright V C2011by ASMEIn view of the advantages of numerical methods,numerical studies[7–10]have been conducted to investigate the weld nugget formation.Nevertheless,these researches were done without con-sidering the effect of mass transport in the nugget and did not reveal the mass transport laws in RSW.With rapid developments of various numerical methods,in 1996,Wei et al.[11]investigated the heat and mass transports in RSW for thefirst time with a2Dfinite difference(FD)model,and mainly analyzed the effects offlow and magnetic constants on the flowfield,but did not indicate the exact transport laws in the nug-get for specific welding parameters.In2000,Khan et al.[12]built a three-dimensional(3D)FD model to study the effects of gravity on the heat and mass trans-ports,and indicated that the gravity could not produce a strong mass transport in the nugget and,therefore,could not dramatically change the temperature gradient in the nugget.In2007,Li et al.[13]developed a magnetohydrodynamics (MHD)finite element(FE)model to systematically investigate the heat and mass transport laws in the resistance spot weld nugget.In order to reduce the model’s complexity,however,Li assumed that the current density distribution did not change throughout the RSW process and,therefore,that the magneticfield pattern did not change over the whole welding cycles either.Based on this assumption,the model used a constant magnetic forcefield as magnetic excitation inputs to perform the entire multiphysics anal-ysis and also obtained a totally identicalflow pattern shown in Fig.1.However,these assumptions might be inaccurate.In this research,an alternating welding current was used to cal-culate the induced magneticfield in the weld nugget and,based on the relatively accurate magnetic forcefield,the mass and heat transport behaviors and their evolutions in both welding and hold-ing phases were systematically investigated to provide deeper and more accurate understanding of resistance spot weld nugget for-mation process.2Numerical Model2.1Governing Equations.In view of the complexity of RSW process,molten metal in the nugget was assumed incom-pressible,viscous,laminar,and Newtonian[13];because the effect of the gravity on the mass transport is negligible,the gravity of the molten metal was ignored[12],and due to low working fre-quency of the welding current,the magneticfield during RSW was assumed quasi-stable[14,15].Based on these assumptions, MHD equations describing the multiphysics behaviors in the RSW process,which consists of continuity equation,momentum equation,energy equation,Maxwell equations,and macroelectro-magnetic characteristics of media in electromagneticfield,could be given as follows,respectively:rÁ~V¼0(1)q@V iþ~VÁr V i¼ð~JÂ~BÞiþ@jÀd ij Pþl e@V ijþ@V ji;ði;j¼x;yÞ(2)q C M@T@tþ~VÁr T¼rÁðk r TÞþS h(3)rÂ~E¼0rÂ~H¼~JrÁ~B¼0rÁ~J¼09>>>=>>>;(4)~J¼r~E~B¼lrl0~H)(5)A linearly varying f s was used in this research[16]f s¼1;T<T sT lÀTT lÀT s;T s T T l0;T>T l8><>:(6)and the source term S h was given byS h¼J2r bJ2r E=WJ2r W=W8<:(7)Porous media method,effective viscosity method,and otherhybrid methods[17–20]were generally used to model the masstransport in mushy zone,where the metallic alloys underwent acontinuous transition from liquid=liquidus to solid=solidus.In thiswork,in view of numerical calculation stability,a modified effec-tive viscosity model[19],as shown in Fig.2,was used to modelthe mass transport in the mushy zone.With this method,one doesnot need to locate the liquidus and solidus in each iterative solu-tion,and a pretty high viscosity was assigned to the solid phase tomake sure that the solid region did not move.For the liquid phase,a real viscosity was used to make sure that the molten metalmoved normally under the magnetic forces.2.2Calculation Model and Boundary Conditions.For thetypical RSW nugget formation process,the electric conductionand heat and mass transports are axisymmetric around the axisym-metric axes of electrodes.Therefore,they can be described withan axisymmetric model.However,according to the electromag-netic theories,the magneticfield induced by an axisymmetricelectricfield is physically normal to the axisymmetric planes[13].Therefore,the magneticfield in RSW is three-dimensionalandFig.2Effective viscositymodelFig.3Multiphysics RSW calculation model.(a)Electric submo-del;(b)fluid dynamics submodel;and(c)magnetic submodel.031019-2/Vol.133,JUNE2011Transactions of the ASMEcannot be described with an axisymmetric model.In view of the above symmetry features of the RSW process,as shown in Fig.3,a 1=2axisymmetric submodel was used for the electrical analysis,a 1=4axisymmetric submodel was used for the fluid dynamics analysis,and a 1=43D wedge-shaped submodel was used for the magnetic field analysis.The radius of the workpiece section modeled was 30mm.The overall height of the electrode section modeled was 27.94mm.In order to assure the calculation precision of the magnetic field,an infinite air layer was used in magnetic analysis;moreover,the width and height of the finite air layer were twice those of the fluid dynamics submodel,and the width and height of the infinite air layer were twice those of the finite air layer.For the electric field analysis,a uniform welding current and a relative zero electric potential surface were applied at the upper and lower ends,respectively,as indicated in Fig.3(a ).In order to simulate the reality with higher accuracy,a sinusoidal current input was used,e.g.,I ¼ffiffiffi2p I w sin ð2p ft Þ(8)At the same time,contact pairs [21]were used to model the elec-trical contact along W =E and W =W interfaces.For the fluid dy-namics analysis,the internal wall of the water cooling cavity wasrestrained to water temperature (e.g.,17.8 C)and the boundaries of the flow region kept unmovable (e.g.,0m =s)during the whole analysis,as indicated in Fig.3(b ).For the 3D magnetic model,a B-flux normal condition was used for the symmetrical plane,and B-flux parallel conditions (e.g.,0vs =m in h direction)were used for the two cutting planes.For the far field surfaces,the magnetic vector potentials in all directions were restrained as 0vs =m,as shown in Fig.3(c ).2.3Solution Procedure.As shown in Fig.4,an incremen-tally coupled procedure was used in this research.In each incre-mental step of the welding phase,the axisymmetric electrical analysis was first performed to output current density and time-integrated joule heat,and then the 3D magnetic analysis was done with the current density as excitation input to get time-averaged magnetic stly,the fluid dynamics analysis was performed with the joule heat and the magnetic force field as inputs.Duringthe holding phase,only fluid dynamics analysis was performed to investigate the inertial flow in the weld nugget.Four kinds of time step,e.g.,1=40,1=20,1=10,and 1=5of one cycle have been used to study the effect of the time step.The calculated maximum velocities at 0.33s are 399mm =s,395mm =s,374mm =s,and 468mm =s,respectively,and the calculated maximum temperatures at 0.33s were 1789 C,1790 C,1797 C,and 1818 C.In this study,very fine time step,e.g.,1=40and 1=10of one cycle,was used for the welding phase and holding phase,respectively,so as to cap-ture the strong convection in the nugget with high precision.Commercial FE code A NSYS =multiphysics and its parametric design language were used to realize the complicated multiphysics coupled analysis involved in this work.PLANE67,SOLID97,FLUID141,and TARGE169=CONTA171were,respectively,used for electric,magnetic,heat =mass transport,and electric-ther-mal contact analyses.Successive element refinements were also conducted to reduce mesh sensitivity.Solutions with three differ-ent kinds of mesh strategies were done,which consist of 18,000(mesh_1),21,436(mesh_2),and 24,088(mesh_3)nodes,paring mesh_2with mesh_1,the temperature differed by a maximum of 1.39%and the velocity differed by a maximum of 22.16%.Comparing mesh_3with mesh_2,the temperature and velocity differed by 0.35%and 8.93%,respectively.In view of the computation efficiency and accuracy,a meshing strategy with 24,088nodes was finally used.3Results and DiscussionA standard RWMA CLASS II electrode (MPE-25Z CMW V R328)with a flat end surface diameter of 6.25mm was utilized in this work.The materials to be welded were two 1.5mm thick mild steel sheets.Electrode force used was 3580N.Welding time and holding time were 21and 5cycles,respectively,working fre-quency of power current was 60Hz,and ambient temperature was 21 C.Welding current was 8700A.Constant physical properties,including density,liquidus,solidus,latent heat,magnetic perme-ability,and convective heat transfer coefficient;and temperature-dependent physical properties,including electric resistivity,ther-mal conductivity,and specific heat of the workpieces and electro-des,adopted the published data [13].In A NSYS ,thermal contact resistance is input as thermal contact conductance (TCC)[21].When the electrodes and workpieces are in as-received conditions,TCCs effect on the weld nugget forma-tion can be ignored [22].Thus,a value of 1Â1010Wm À2 C À1was assigned to the E =W interface and W =W contact interface in between the two electrodes end surfaces.However,for the W =W interface outside the electrode end surfaces,which is actually sep-arate due to the action of large electrode force,a value of 1Â103Wm À2 C À1was assigned to avoid heat flowing through the interface.Electric contact resistance is input as electric contact conduct-ance (ECC)in ANSYS .Based on the published data [23],ECC for both E =W and W =W contact surfaces could be calculated and given as listed in Table 1.Fig.4Solution procedure of RSW process simulationTable 1Electric contact conductivityT ð C )r E =W ð1=ðX m 2ÞÂ108Þr W =W ð1=ðX m 2ÞÂ108Þ217.0 5.26937.2 5.42047.76 5.563167.84 5.894278.64 6.485389.28 6.9664912.89.5476029.422.187133.925.498240.030.0109348.836.5Journal of Manufacturing Science and Engineering JUNE 2011,Vol.133/031019-3During RSW,the liquid nugget is completely surrounded by the unmelted solid metal and is not visible.Therefore,the velocity field in the nugget is impossible to measure.Since the heat and mass transports interact with each other to jointly determine the final nugget,model validation could be done indirectly by match-ing experimentally observed nugget shape and size.Figure 5showed the calculated nuggets and the experimentally determined nuggets under a strong welding parameter (e.g.,large welding cur-rent and short welding time)and a weak welding parameter (e.g.,low welding current and long welding time).Obviously,good agreements were achieved.3.1Mass Transport Phenomena in RSW Process.During RSW,whether the molten metal exists or not,as long as there is current flow in the nugget,the magnetic force field will exist.Thus,once the molten metal appears,electromagnetic stirring will surely take effect and drive the molten metal to flow.As Cunning-ham has observed before with the photographing method,the flow in the nugget is fairly violent and its maximum velocity could reach 482mm =s,as shown in Fig.6.The authors would present more details that Cunningham did not and could not observe with the photographing method.At initial time,the molten metal flows toward the nugget center along the faying surface,and then flows out along the thickness direction to form a loop in each quarters as shown in Fig.6(a ).This is totally the same as Cunningham’s guess.But when the nugget gets bigger,the flow in the nugget is changed,as shown in Fig.6(b ).With continuous growth of the nugget,the flow pattern in the nugget is totally reversed and keeps until the welding phase is finished,as shown in Figs.6(c )and 6(d ).Moreover,because the nugget is much wider relative to its thickness and the liquid metal keeps flowing out of the nugget along the faying surface,the rota-tion center in each quarter is gradually away from the nugget cen-ter,as shown in Figs.6(a )–6(d ).When the welding process enters into holding phase,the stir-ring magnetic force disappears,and the molten metal keeps flow-ing under inertial force.However,because of fast heat dissipation into the cooling water,the viscosity of the molten nugget falls quickly,therefore,the mass transport velocity slows down dra-matically.Because the nugget is very wide and the strong mass transport mainly occurs near the edge of the nugget,more rotation cores are formed under the inertial flow.This transport pattern maintains until the holding phase is finished,as shown in Figs.6(e )and 6(f ).The change of mass transport pattern during RSW could be explained with magnetic force distribution in the nugget.As shown in Fig.7,because of the dramatic geometry change along the E =W contact surface,the current density distribution around the corner of the electrode tip is not uniform,moreover,its direc-tion changes dramatically,compared with the middle region.This kind of distribution results in a nonuniform magnetic force distri-bution in the workpiece,as shown in Fig.8.As a whole,the mag-netic force field points to the axisymmetric axis and gradually diminishes from the brim to the symmetry axis in the width direc-tion,moreover,in the region near the axisymmetric center,the magnetic force field is relatively uniform.Because the melting starts from the faying surface,the mass transport also initiates from the faying surface.Therefore,when the nugget is very small,the liquid metal makes a clockwise flow in the first quarter.How-ever,with the nugget growth,the magnetic force acting on it gets larger,and the direction of the magnetic force also deviates to-ward the thickness direction,which will force the molten metal to move upward.Moreover,along the path shown in Fig.8,the mag-netic force in the nugget region increases quickly,which produces a large magnetic force gradient to inhibit the flow in clockwise direction.Under the action of these two factors,a counterclock-wise mass transport pattern as shown in Fig.6(d )was finally formed.3.2Heat Transport Phenomena in RSW Process.At the initial time,the mass transport velocity is very low,as shown in Figs.6(a )–6(c );thus,the heat transport pattern in the nugget does not change apparently,as shown in Figs.9(a )–9(c ),compared with the results calculated with a traditional model [24].With the growth of the mass transport field,the high-temperature metal in the nugget center is brought to the edge of the nugget along the faying surface and flows back to the axisymmetric axis along the boundary of the nugget,which causes the high-temperature region to shift toward the edge along the faying surface and then expand in the thickness direction.At the same time,the relatively cold molten metal near the electrode end surfaces is pushed into the nugget center along the thickness direction,as shown in Fig.9(d ).With further mass transport,the cold molten metal continues to move and at the end of the welding phase almost “penetrates”the high-temperature region in the nugget center,as shown in Fig.9(e ).Obviously,the interaction of the high-temperature and low-temperature regions greatly reduces the temperature gradient in the nugget and greatly reduces the maximum temperature in the nugget compared with the results obtained with the traditional model [24].When the welding process enters into the holding phase,because of continuous cooling of the circulating cooling water and the surrounding unmelted cold metal,the heat in the nugget dissipates quickly,which causes the two high-temperature regions to shrink toward the faying surface (as shown in Figs.9(f )and 9(g ))and then move toward the nugget center gradually (as shown in Figs.9(h )and 9(i )),and eventually converge at the nugget cen-ter (as shown in Figs.9(j )–9(l )).3.3Heat and Mass Transport Evolutions in RSW Process.When maximal temperature in the nugget is below melt-ing point of the workpieces,the entire nugget will solidify.Like-wise,when the maximal flow velocity in the nugget is equal to zero,the mass transport will cease.Therefore,the heat and mass transport evolutions in the nugget can be represented with maxi-mum temperature and maximum velocity,respectively.As shown in Fig.10,at the very initial time,because of the very high electric contact resistance at the faying surface,the tem-perature field in the nugget rises rapidly,as shown in stage (I).With the softening of the faying surface and the fast decrease of the electric contact resistance,the rate of climb slows down rap-idly and maintains this rate until the solidus temperature is reached,as shown in stage (II).In the phase transformationstage,Fig.5Experimental validation of the multiphysics numerical model.(a )10.2kA and 12cycles and (b )8.7kA and 20cycles.The curve in the right side of each figure is the computed nug-get profile.031019-4/Vol.133,JUNE 2011Transactions of the ASMEFig.7Current density vector field at the first time step.The unit is A =m 2.Fig.8Magnetic force field at the first time step.The unit is N =m 3.Fig.6Mass transport velocities in RSW.(a )0.2465s;(b )0.2515s;(c )0.262s;(d )0.350s;(e )0.364s;and (f )0.432s.(a )–(c )are zoomed in with different magnitude to get a close-up view of the flow field.The unit is m =s.Journal of Manufacturing Science and Engineering JUNE 2011,Vol.133/031019-5the absorption of latent heat causes the rate of climb to decease further,as shown in stage (III).When the maximum temperature in the nugget is beyond the liquidus temperature,if taking no account of the effect of theinduced magnetic field,the rate of climb will restore to that of stage (II)and maintains till the end of the welding phase.If the induced magnetic field is taken into account,when beyond the liq-uidus temperature,the molten metal will move under the action of the magnetic force.But at the initial flow phase,the mass trans-port velocity is relatively low and fluctuates with the alternating current.Therefore,the maximum temperature keeps the same rate of climb as that without the action of the magnetic force,as shown in stage (IV).However,with continuous stirring,the maximum mass trans-port velocity increases steadily,which greatly reduces the temper-ature gradient in the nugget and results in a more uniform temperature field;therefore,the maximum temperature in the nug-get is rapidly lowered compared with that irrespective of the induced magnetic field,as shown in stage (V).When the welding current is switched off,the induced magnetic field disappears at the same time.The mass transport velocity deceases rapidly,but at the initial time,the inertial stirring is still very strong,which accelerates the heat dissipation in the nugget and results in a relatively quick temperature drop,as shown in stage (VI).Thereafter,the mass transport in the nugget tends to terminate,but the temperature gradient in the nugget is still very low,thus the heat dissipation velocity drops accordingly,as shown in stage (VII).However,for the case without considering the stirring,because of the large temperature gradients in the nug-get,the maximum temperature in the nugget drops steadily and fast during the whole holdingprocess.Fig.9Heat transport pattern variation during RSW.(a )0.2465s;(b )0.2515s;(c )0.262s;(d )0.3s;(e )0.35s;(f )0.364s;(g )0.37s;(h )0.3815s;(i )0.389s;(j )0.3985s;(k )0.4105s;and (l )0.432s.The unit is C.The rectangular frames in (e )–(h )have the samesize.Fig.10Heat and mass transport evolutions in RSW.(I)contact heating;(II)bulk heating;(III)phase change;(IV)fluctuation;(V)steady growth;(VI)fast attenuation;and (VII)termination.031019-6/Vol.133,JUNE 2011Transactions of the ASMEIn order to further reveal the heat transport behaviors in RSW process under the action of the induced magnetic field,the temper-ature history of the weld nugget center for both MHD model and traditional model were given in Fig.11.Obviously,the tempera-ture history of the nugget center calculated with the traditional model is completely the same as the maximum temperature evolu-tion law shown in Fig.10.This indicated that the nugget center is the maximum temperature point throughout the RSW process for the traditional model.However,the temperature history of the nugget center calcu-lated with MHD model at stage (V)keeps almost constant except for the temperature fluctuation caused by the alternating welding current.This should be caused by the strong convection in the molten nugget.Moreover,the calculated temperature history is consistent with the experimental results measured by Alcini [6].This further validated the effectiveness of the proposed MHD model.3.4Effects of Heat and Mass Transports on Weld Quality.Because of the different heat transport law in the weld-ing phase and the inert mass transport in the holding phase,com-pared with the traditional RSW model,the weld nugget experiences a different heating and cooling process,which might affect the nugget size and crystallization process.As shown in Fig.6,during the resistance heating phase,the high-temperature molten metal in the nugget center is continu-ously brought to the edge of the nugget along the faying surface to heat up the nugget edge.Thus,compared with the traditional model,the MHD model would produce a larger and thinner nug-get.With the process parameters in current study,the nugget di-ameter is increased to 5.56mm from 5.40mm of the traditional model,and the thickness is reduced to 1.92mm from 2.09mm of the traditional model.As shown in Figs.10and 11,compared with the traditional model,the molten metal in the MHD model experiences a milder cooling and lower temperature gradient in the nugget throughout the cooling process,and this will surely affect the crystallization process.In theory,the mild cooling will alleviate weld hardening,and the lower temperature gradient will help lower segregation and residual stress in the weld.At the same time,the high speed motion of the molten metal during the cooling phase would dis-turb the normal dendrite growth.After the welding current is off,as shown in Fig.10,the inert flow in the nugget rapidly drops to 0.1m =s from the maximal 0.482m =s within 0.025s,the flow within this very small period of time should be able to break the dendrites and produce finer grains along the weld boundary.How-ever,as shown in Figs.9(e )–9(h ),the nugget size decreases within the 0.025s is very tiny,which means that the initial inert flow in cooling stage substantially lowers the temperature gradient in the nugget but could not affect the initial dendrite growth in the weld nugget.In the subsequent cooling,because of the strong cooling of the circulating cooling water,the heat transport pattern in the nugget would be similar to that of the traditional model,thus the crystallization process should be similar too.However,the tem-perature history of the weld as shown in Fig.11is very different,thus the hardening and segregation should be different from that of the traditional model.4ConclusionsIn this research,an FE model was proposed to investigate the coupled heat and mass transport behaviors in resistance spot weld nugget.Research found that under the action of the induced mag-netic field,the liquid metal moves in four symmetrical cores and its mass transport pattern varies during the welding phase and is more complicated because of the inertial flow in the holding phase.The heat transport pattern and its evolution,especially in cooling phase,are greatly changed for the strong mass transport.These results are consistent with Alcini’s experimental results.However,because the induced magnetic field cannot be removed from the real weld nugget formation process,experimental meth-ods do not have the capability to study the differences of the welds with and without the induced magnetic field.Thus,a more advanced model is needed to further reveal the effects of cooling speed and temperature gradient on nugget crystallization process.AcknowledgmentThe authors would like to acknowledge the supports of NSFC (Grant No.50705059)and research project of State Key Labora-tory of Mechanical System and Vibration MSV201109.Also,the authors would like to thank Ms.Cindy Jiang and Mr.Yan Sang of AET Integration Inc (Wixom,Michigan,USA)for helping per-form the validation experiments.Nomenclature~E ¼the electric field intensity vector ~B ¼the magnetic flux density vector ~H ¼the magnetic field intensity vector ~J ¼the current density vector ~A ¼the magnetic vector potential ~V ¼the velocity vector d ij ¼the Kroneker signP ¼the hydrostatic pressurel e ¼the effective viscosity coefficient L h ¼the latent heatf s ¼the ratio of solid phaseC M ¼C P ÀL h @f s =@T the modified heat capacity T s ¼the solidus temperature T l ¼the liquidus temperaturer b ¼the temperature-dependent bulk electrical conductivity of electrodes or workpiecesr E =W ¼the electrical contact conductance of electrode-to-work-piece (E =W)contact interfacer W =W ¼the electrical contact conductance of workpiece-to-work-piece (W =W)contact interfaceS h ¼source term for the heat generation (HGEN)References[1]Wang,F.,Hou,W.K.,Hu,S.J.,Kannatey-Asibu,E.,Schultz,W.W.,andWang,P.C.,2003,“Modelling and Analysis of Metal Transfer in Gas Metal Arc Welding,”J.Phys.D ,36(9),pp.1143–1152.[2]Qiu,L.,Yang,C.L.,and Lin,S.B.,2009,“Effect of Pulse Current on Micro-structure and Mechanical Properties of Variable Polarity Arc Weld Bead of 2219-T6Aluminium Alloy,”Mater.Sci.Technol.,25(6),pp.739–742.[3]Xu,G.,Hu,J.,and Tsai,H.L.,2008,“Three-Dimensional Modeling of thePlasma Arc in Arc Welding,”J.Appl.Phys.,104(10),p.103301.Fig.11Temperature history of weld nugget center.(I)contact heating;(II)bulk heating;(III)phase change;(IV)fluctuation;(V)steady growth;(VI)fast attenuation;and (VII)termination.Journal of Manufacturing Science and EngineeringJUNE 2011,Vol.133/031019-7。

电磁学与电动力学中的磁单极-Ⅲ

电磁学与电动力学中的磁单极-Ⅲ

电磁学与电动力学中的磁单极-Ⅲ王青【摘要】This is the third paper in the series of magnetic monopole.These series include four individual papers.They discover some peculiar properties of magnetic monopole which will be introduced as popular science in the frameworks of electromagnetism and electrodynamics.In this particular paper,we use an example to illustrate the presence of a magnetic monopole and the action relate to magnetic monopole do not exist in the physical region for a point charge system,however it can exist in a higher dimension non-physical region where the physical re-gion is the boundary of non-physical region.Also,the charge is quantized if we put quantum mechanics into consideration.%本文为作者磁单极系列文章的第3篇,该系列文章在电磁学和电动力学框架内用尽量科普的方式分别介绍磁单极的若干奇特性质。

在本篇文章中作者通过一个实例显示有磁单极存在的点电荷系统的作用量涉及磁单极的部分在物理区域是不存在的,但在以物理区域为边界的高维非物理区域可以存在,考虑量子力学则要求点电荷必须是量子化的。

单分子磁体英语

单分子磁体英语

单分子磁体英语Introduction to Single-Molecule MagnetsSingle-molecule magnets are a sub-class of molecules that display properties of both magnets and molecules. These molecules are made up of transition metals, such as iron and cobalt, as well as organic ligands. Through sophisticated chemical synthesis, the properties of these molecules allow them to become highly magnetic and to remain in a single-molecule state at temperatures far below their magnetic transition temperature, thus giving them their name. This allows single-molecule magnets to be especially attractive to researchers striving for new ways to store and manipulate information.The magnetism of a single-molecule magnet is governed by its spin state, which can take on four different orientations. These are: spin-up, spin-down, spin-parallel, and spin-antiparallel. This spin state can be manipulated by external magnetic fields, allowing the molecule to be used in various applications.One such application is the storage of information. A single-molecule magnet can be used to represent one bit ofinformation, with the spin state representing either a 0 or a 1. Due to their extremely small size, single-molecule magnets can be used to store large amounts of data in a very small space.Another application is the manipulation of chemical reactions. Single-molecule magnets can be used to act as catalysts in chemical reactions, allowing for moreefficient and precise reactions.Finally, single-molecule magnets can be used in quantum computing. This is because the spin state of the molecule can act as a qubit, the unit of information used in quantum computing. By coupling multiple single-molecule magnets together, a quantum computer can be created.Single-molecule magnets have the potential to revolutionize the way we store and manipulate information in the future. Through sophisticated chemical synthesis, these molecules can be created to have highly magnetic properties and to remain in a single-molecule state at temperatures far below their magnetic transition temperature. By coupling multiple single-molecule magnets together, a quantum computer can be created, allowing for unprecedented levels of computing power. In addition,single-molecule magnets can be used to represent bits of information, to act as catalysts for chemical reactions, and to be used in various applications. The possibilities for these molecules are vast, and the potential for them to revolutionize the world of computing is immense.。

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Study of Magnetic Excitation in Singlet-Ground-State Magnets CsFeCl3 and RbFeCl3 by Nuclear Magnetic Relaxation
arXiv:cond-mat/0111097v2 [cond-mat.mtrl-sci] 8 Nov 2001
Mitsuru Toda∗ , Takao Goto1 , Meiro Chiba2 and Naoshi Suzuki3
Research Reactor Institute, Kyoto University, Kumatori 590-0494 Graduate School of Human and Environmental Studies, Kyoto University, Kyoto 606-8501 2 Department of Applied Physics, Fukui University, Fukui 910-8507 Department of Physical Science, Graduate School of Engineering Science, Osaka University, Toyonaka 560-8531

E-mail: mtoda@rri.kyoto-u.ac.jp
field induced ordered state appears in the field range of 4 T≤H ≤11 T around Hc .3, 6–10) In the case of RFC, the magnetic phase transition occurs at zero field at TN ∼2.6 K, and the ordered state disappears when the value of the external field is beyond 2.2 T in case of H ⊥c.1, 2, 4, 5, 8) In particular, it should be noted that the softening of magnetic excitation was observed in the inelastic neutron scattering experiments in RFC.8) It was recognized that the phase transition is driven by a specific mode of magnetic excitation which decreases to zero at the phase transition point (TN ) with the ordering vector q = (1/3, 1/3, 0) (K -point). Suzuki developed the dynamical correlated-effective-field approximation (DCEFA)11) focusing on the problem of softening, on the basis of the molecular field approximation, by taking into account the effect of spin-correlation and fluctuation. However, it is difficult to obtain the information of the excitation spectrum and the damping of the excitation under the high external field in the neutron scattering experiments. It is interesting to investigate the effect of softening of magnetic excitation and the spin dynamics in the ordering process in the singlet ground state system. In these compounds, the magnetic nuclear spin-lattice relaxation time T1 is expected to be a useful probe for the study of spin dynamics of magnetic systems associated with low lying excitations caused by the softening. Previously, the temperature and field dependences of T1 of 87 Rb have been measured in RFC.12) The effect of the soft mode was found in the temperature dependence of −1 −1 the relaxation rate T1 . Although the behavior of T1 was explained qualitatively, quantitative understanding was not necessarily satisfactory. As for CFC, the field dependence of T1 of 133 Cs have been measured up to 14 T (H / /c) at the constant temperature of 4.2 K in the
KEYWORDS: singlet ground state, softening effect, nuclear spin-lattice relaxation, damping constant,CsFeCl3 ,RbFeCl3
§1.
Introduction
Hexagonal compounds CsFeCl3 and RbFeCl3 are typical singlet ground state magnets. The magnetic system of Fe2+ ion which is described in terms of a fictitious spin of S = 1, is characterized by the singlet ground state and the excited doublet states due to a large positive singleion anisotropy along the crystallographic c-axis. Hereafter, these two compounds are abbreviated as CFC and RFC, respectively. Because of the competition between this anisotropy and the dominant ferromagnetic intrachain exchange interaction along the c-axis, these compounds exhibit various magnetic properties. The common features are the softening of magnetic excitations, which gives rise to 3-dimensional long-range order (3DLRO) such as the commensurate and incommensurate phases. On the other hand, there appears different features originating from a difference in the relative magnitude of the anisotropy with respect to the intra-chain exchange interaction, even if it is small. So far, magnetic properties such as an excitation spectrum including the characteristic softening effect and a phase transition, have been studied extensively by the measurements of magnetization,1–6) specific heat5, 7) and inelastic neutron scattering.8–10) The phase diagrams have been determined by the specific heat measurements for both H / /c7) and H ⊥c.5) In the case of CFC, the system remains non-magnetic down to zero K at zero field. While, when the external field is applied along the c-axis, one of the excited doublet decreases with increasing field and the energy levels of the ground state and the excited state cross each other at the field Hc (=7.5 T). Then the
1ቤተ መጻሕፍቲ ባይዱ
3
(Received )
The temperature dependences of spin-lattice relaxation time T1 of 133 Cs in CsFeCl3 and 87 Rb in RbFeCl3 were measured in the temperature range between 1.5 K and 22 K, at various fields up to 7 T applied parallel (or perpendicular) to the c-axis, and the analysis was made on the basis of the DCEFA. The mechanism of the nuclear magnetic relaxation is interpreted in terms of the magnetic fluctuations which are characterized by the singlet ground state system. In the −1 field region where the phase transition occurs, T1 exhibited the tendency of divergence near TN , and this feature was ascribed to the transverse spin fluctuation associated with the mode softening at the K -point. It was found that the damping constant of the soft mode is remarkably affected by the occurrence of the magnetic ordering at lower temperature, and increases largely in the field region where the phase transition occurs.
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