Transport and magnetic properties of LT annealed Ga1-xMnxAs

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journal of physics and chemistry of solids 分区

journal of physics and chemistry of solids 分区

journal of physics and chemistry of solids 分区The Journal of Physics and Chemistry of Solids (JPCS) is a prominent scientific journal that focuses on the interdisciplinary study of materials science, solid-state physics, and physical chemistry. With its wide scope and rigorous peer-review process, JPCS has gained recognition as an influential publication in the field.1. IntroductionThe Journal of Physics and Chemistry of Solids (JPCS) serves as a platform for researchers, scientists, and scholars to disseminate their findings, theories, and innovations in the areas of materials science, solid-state physics, and physical chemistry. This article explores the journal's unique features, impact factor, and its categorization based on the Journal Citation Reports (JCR) journal rankings.2. Scope and FocusJPCS covers a broad range of subjects within the fields of materials science, solid-state physics, and physical chemistry. The journal publishes original research articles, review papers, and short communications on various topics, including but not limited to:2.1 Materials Science- Synthesis and characterization of novel materials- Functional materials and their applications- Nanomaterials and nanotechnology- Composite materials- Energy materials2.2 Solid-State Physics- Electronic and magnetic properties of solids- Superconductivity and magnetism- Optical properties and spectroscopy- Quantum phenomena in materials- Topological materials2.3 Physical Chemistry- Chemical reactions and kinetics- Surface science and catalysis- Theoretical and computational chemistry- Solid-state chemistry- Thermodynamics and phase transitions3. Impact and RankingsThe impact factor (IF) of a journal reflects its influence and importance within the scientific community. JPCS consistently maintains a high impact factor due to the quality and significance of the research published. The journal's impact factor is calculated annually by the JCR, which analyzes theaverage number of citations received per article in a given year. JPCS has demonstrated a strong impact on the scientific community, attracting citations and recognition from researchers worldwide.4. Journal CategorizationThe Journal of Physics and Chemistry of Solids (JPCS) is classified under the category of "Materials Science, Multidisciplinary" according to the Journal Citation Reports (JCR) journal rankings. This classification acknowledges the journal's interdisciplinary nature and its contributions to the advancement of materials science, solid-state physics, and physical chemistry. JPCS also falls within the larger field of materials science, which encompasses various specialized areas of research and applications.5. ConclusionIn conclusion, the Journal of Physics and Chemistry of Solids (JPCS) serves as a vital source of knowledge and research in the fields of materials science, solid-state physics, and physical chemistry. The journal's broad scope, rigorous peer-review process, and high impact factor make it an invaluable resource for researchers, scientists, and scholars worldwide. By publishing groundbreaking research and facilitating interdisciplinary collaboration, JPCS continues to contribute to the advancement of science and technology.。

Magnetism and magnetic properties of materials

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。

材料科学基础英文版

材料科学基础英文版

材料科学基础英文版Material Science Fundamentals。

Material science is an interdisciplinary field that explores the properties of materials and their applications in various industries. It combines elements of physics, chemistry, engineering, and biology to understand the behavior of materials at the atomic and molecular levels. This English version of the material science fundamentals aims to provide a comprehensive overview of the key concepts and principles in this field.1. Introduction to Material Science。

Material science is concerned with the study of materials and their properties. It encompasses the discovery, design, and development of new materials, as well as the investigation of existing materials for specific applications. The field is essential for the advancement of technology and innovation in various industries, including aerospace, automotive, electronics, and healthcare.2. Atomic Structure and Bonding。

本科学生参加科研活动发表学术论文和获奖等情况

本科学生参加科研活动发表学术论文和获奖等情况
倪 妍(3)
2003级
J.Magn.Magn.Mater.
(SCI、EI收录)
303(2006)436.
7
The exchange bias and coercivity of FM/AFM films:Monte Carlosimulation
林海山(3)
2003级
J.Magn.Magn.Mater.
全国教学仪器设计大赛二等奖
中国教育学会
教育部教仪所
2许淑云、陈静
20ห้องสมุดไป่ตู้2级
2006.6
省优秀自制教具一等奖
福建省教育厅
3郑晃太
2002级
2006.6
省优秀自制教具三等奖
福建省教育厅
4吴远龙、许淑云
2002级
2006.6
省优秀自制教具优秀奖
福建省教育厅
5许淑云、黄雄
2002级
2006.6
省优秀自制教具优秀奖
程宝华(3)
2003级
SolidState
Phenomena
(SCI、EI收录刊物)
121-123(2007)1081
12
First-principles and Monte Carlo combinational study on Zn1−xCoxO diluted magnetic semiconductor,
2002级
SolidState
Phenomena
(SCI、EI收录刊物)
121-123(2007)901
11
The size and temperature effects of coercivity for the magnetic nanowire: Monte Carlo Simulation

习题答案1-5

习题答案1-5

无机化学习题参考答案(1-5章)第一章习题:1.B(CH 3)3和BCl 3相比,哪一个的Lewis 酸性强,为什么?BCl 3酸性强。

因为CH 3推电子,使B 的缺电子性质减弱,而Cl 吸电子,主要与CH 3相反。

2.题目本身有问题。

3. 无水AlCl 3可作为傅氏烷基化反应的催化剂, 而吸水后则失效, 原因何在?AlCl 3作催化剂是利用其Lewis 酸性(配位不饱和),而吸水后配位饱和,失去Lewis 酸性和催化能力。

,4. p.29, 1.4 (其中的UO 2F 6该为UOF 4)(1)H 2O 22C(2)S 2O 32-3v C(3)N 2O(N -N -O 方式)v C ∞(4)Hg 2Cl 2h D ∞ (5)H 2C=C=CH 2 2d D (6)UOF 4C 4v (7)BF 4-d T(8)SClF 54v C(9)反-Pt(NH 3)2Cl 22h D(10)PtCl 3(C 2H 4)-2v C第二章习题:2.1 解:顺磁性和反磁性可参看p.38的2.3图, 四面体为高自旋, 平面四方形为低自旋.Ni 2+ d 8组态 Pt 2+ d 8组态 第四周期(分裂能小) 第六周期(分裂能大)P Ni ClPClClPtCl P Ptrans cis 四面体构型 平面四方形构型(两种构型) 只有一种结构 (P 代表PPh 3) 2.2 解(1)MA 2B 4 (2)MA 3B 3M A ABB M A BA BM A BAB M A AA Btrans cis fac(面式) mer(经式) D 4h C 2v C 3v C 2v μ=0 μ≠0 μ≠0 μ≠0μfac >μmer2.3 Co(en)2Cl 2+D 2hC 2 光活异构体 C 2Co(en)2(NH 3)Cl 2+33Htrans cis Co(en)(NH 3)2Cl 2+3Cl 333NH NH 33trans(1) trans(2)cis 注意: 光活异构体的数量, 多! 2.4 Co(en)33+ Ru(bipy)32+ 手性分子D 3 D 3 PtCl(dien)+ dien HNCH 2CH 2CH 2NH 2NH 2CH 2基本上为平面分子, 无手性2.5 (1) 分别用BaCl2溶液滴入,有白色沉液出现的为[Co(NH3)5Br]SO4,或分别加入AgNO3溶液,产生浅黄色沉淀的为[Co(NH3)5SO4]Br。

钕铁硼永磁体电镀镍工艺优化及镀层性能

钕铁硼永磁体电镀镍工艺优化及镀层性能

钕铁硼永磁体电镀镍工艺优化及镀层性能张秀芝;支晨琛;薛康【摘要】以钕铁硼永磁体为基体,电沉积制备镍镀层.以镍镀层的耐蚀性、结合力、显微硬度和腐蚀电位为性能指标,通过正交试验得到最优配方和工艺条件为:NiSO4·6H2O 250 g/L,NiCl2·6H2O 30 g/L,H3BO3 35 g/L,糖精钠0.5 g/L,十二烷基硫酸钠(SDS)1g/L,pH 5.0,电流密度2.0 A/dm2,温度50℃.在最佳工艺下制备的镍镀层结晶细致、均匀,结合力为9级,显微硬度为644.0 HV.与钕铁硼基体相比,Ni镀层在3.5% NaCl溶液中的腐蚀电位正移了0.43 V,腐蚀电流密度降低了近2个数量级,表明电镀镍可提高钕铁硼的耐蚀性.【期刊名称】《电镀与涂饰》【年(卷),期】2016(035)009【总页数】6页(P454-459)【关键词】钕铁硼永磁体;电镀镍;耐蚀性;结合力;显微硬度;正交试验【作者】张秀芝;支晨琛;薛康【作者单位】太原科技大学材料科学与工程学院,山西太原030024;太原科技大学材料科学与工程学院,山西太原030024;太原科技大学材料科学与工程学院,山西太原030024【正文语种】中文【中图分类】TQ153.12First-author's address: Material Science and Engineering Institute,Taiyuan University of Science and Technology,Taiyuan 030024, China钕铁硼(NdFeB)稀土永磁体因其优异的矫顽力和磁性能而广泛应用于电子产品、微波技术、核磁共振成像、风力发电、新能源汽车等高科技领域[1-4]。

钕铁硼中富钕相的化学性质极其活泼,导致NdFeB永磁体的耐蚀性很差,从而严重限制了其在许多领域的进一步应用和发展[5-7]。

目前NdFeB防护的主要手段是在其中添加合金元素[8-10]或进行表面镀覆[11-16]。

氧化铁的磁性

氧化铁的磁性

Magnetic and Magnetization Properties of Co-DopedFe2O3Thin FilmsAseya Akbar,Saira Riaz,Robina Ashraf,and Shahzad NaseemCentre of Excellence in Solid State Physics,University of the Punjab,Lahore54590,PakistanAmongst the various phases of iron oxide,hematite(Fe2O3)is the most stable form,which shows antiferromagnetic behavior with ferromagnetic canting at room temperature.Doping of different metal ions inα-Fe2O3will not only lead to its new technological and industrial applications but also enhance its performance in existing applications.In this paper,we report synthesis and characterization of cobalt(Co)-doped Fe2O3thinfilms with dopant concentration in the range of0%–10%.XRD peaks shift to slightly higher angles as compared with undoped thinfilms due to smaller ionic radii of cobalt(72pm)as compared with iron(74pm).Room temperature magnetic properties,studied using vibrating sample magnetometer,show increase in saturation magnetization with increase in dopant concentration up to8%.Further increase in dopant concentration to10%degrades magnetic properties,which might be because of the presence of more atoms at the grain boundaries.Index Terms—Ferromagnetic,hematite,sol-gel,thinfilms.I.I NTRODUCTIONM AGNETIC thinfilms,ferromagnetic and antiferromag-netic,have attracted considerable attention because of their unique properties that make them important for techno-logical and industrial applications.Possible use of magnetic thinfilms in magnetic sensors,spintronic and high density magnetic storage devices has resulted in a great deal of interest.This stimulated interest in magnetic and transport properties of multilayered thinfilms that stems from discovery of giant magnetoresistance(GMR)and tunneling magnetore-sistnace(TMR)for the advancements of spintronic materials and devices[1]–[4].Among the various materials of interest iron oxide,espe-cially hematite(α-Fe2O3)phase,is an important candidate. Hematite(α-Fe2O3),also known as ferric oxide,is blood red in color and is extremely stable at ambient conditions.It is often the end product of other iron oxide transformations. Hematite is a semiconductor material with optical band gap of2.2eV[5].α-Fe2O3has a corundum structure with hexagonal unit cell composed of six formula ttice parameters of hematite are a=5.034Å,c=13.75Å[6].This material can also be indexed in rhomobohedral system with two formula units per unit cell with a=5.427Å,α=55.3°.The structure ofα-Fe2O3has close-packed arrays of oxygen along the(001)plane with the iron cations in the octahedral and tetrahedral interstitial sites.Hematite(α-Fe2O3)is formed with a stoichiometric metal-to-oxygen ratio especially when it isfinely divided[4].However,at1400K,oxygen evapora-tion is substantial and hematite transforms into magnetite at 1550K[4]–[6].Hematite is weakly ferromagnetic at room temperature because of canted spins with a saturation magnetization of0.4Am2/kg[6].It undergoes a phase transition at Manuscript received December17,2013;revised February20,2014; accepted March4,2014.Date of current version August15,2014. Corresponding author:A.Akbar(e-mail:aseya22@).Color versions of one or more of thefigures in this paper are available online at .Digital Object Identifier10.1109/TMAG.2014.2311826260K(the Morin temperature T M)to antiferromagnetic state. Above the Neel temperature(∼956K),hematite is paramag-netic.Below960K,the Fe3+ions are anitferromagnetically aligned[6].In the basal plane,the spins are parallel to each other but antiparallel to the spins of the neighboring planes [6].The magnetic easy axis is along the c axis below260K and above260K the easy axis is within the basal plane. Therefore,below Neel temperature,an electron traveling in the basal plane will experience a ferromagnetically aligned situation[7]–[10].To enhance the room temperature magnetic properties of hematite,we here report synthesis and characterization of undoped and cobalt-doped Fe2O3thinfilms using sol-gel and spin coating method.Dopant concentration is varied in the range0%–10%.Structural and magnetic properties are correlated with variation in dopant concentration.II.E XPERIMENTAL D ETAILSA.MaterialsFeCl3·6H2O and Co(NO3)2·4H2O(Sigma–Aldrich,99.99% pure),were used without further purification.Ethanol and n-hexane(Sigma–Aldrich,99.99%pure)were used as solvents.B.Sol Synthesis and Film PreparationTwo different solutions were prepared prior to thefinal sol synthesis.FeCl3·6H2O was dissolved in deionized(DI) water and n-hexane was added to the solution that was stirred vigorously at room temperature.Another solution was prepared by dissolving NaOH in ethanol.Two distinguishable layers appeared after mixing of both the solutions.Finally mixed solution was heated on a hot plate at60°C for several hours to obtain single-layered clear sol.Sol was aged at room temperature for48h before thefilm deposition.For cobalt-doped iron oxide thinfilms,cobalt nitrate Co(NO3)2·4H2O was dissolved in DI water and added to the iron oxide sol with variation in cobalt concentration(2%,4%,6%,8%,and 10%).Undoped and Co-doped thinfilms were deposited onto copper(Cu)substrates.Cu wasfirstly etched by diluted0018-9464©2014IEEE.Personal use is permitted,but republication/redistribution requires IEEE permission.See /publications_standards/publications/rights/index.html for more information.Fig.1.XRD pattern of undoped and cobalt-doped Fe2O3thinfilms annealed at300°C.Inset:expanded2θ°view of42°–45°showing shift of peak positions to higher angles.HCl and then repeatedly rinsed with DI water.It was then ultrasonically agitated at room temperature for10min in acetone and isopropyl alcohol to remove the residual organic impurities.Sols were spin coated onto Cu substrates at3000r/min for 30s and then aged at room temperature for24h.Films were annealed at300°C in the presence of vacuum under500Oe applied magneticfield(MF)for60min.C.Characterization ToolsBruker D8Advance X-ray diffractometer(XRD)was used to study the phase and crystalline structure of undoped and cobalt-doped iron oxide thinfilms.X-ray diffractometer used copper target withλ=1.5406Å(Nifiltered).Lake Shore’s vibrating sample magnetometer(VSM)was used to study the room temperature magnetic properties.III.R ESULTS AND D ISCUSSIONFig.1shows XRD patterns for undoped and Co-doped Fe2O3thinfilms prepared using sol-gel method after MF annealing at300°C.Appearance of(110),(012),(202), and(024)planes(Fig.1)indicates the formation of hematite (α-Fe2O3)pure phase(JCPDS card no.87–1165)at a low temperature of300°C.Hematite(α-Fe2O3)phase persistedeven after doping of10%and peaks corresponding to cobalt oxide or metal cobalt were not observed.Crystallite size was calculated using(1)[11]and is plotted as a function of dopant concentration along with crystallinity in Fig.2t=kλB cosθ(1)where k is the shape factor taken as0.9,λis the wavelength, B is full width at half maximum(FWHM),andθis the diffraction angle.Crystallite size increased with increase in the doping con-centration up to4%(Fig.2).This low level of doping may result in the dopant atoms being dissolved in the lattice properly.However,beyond4%it is possible that some ofthe Fig.2.Crystallite size and crystallinity as a function of dopant concentration. dopant atoms go to the interstitial positions or sit on the grain boundaries;it is to be kept in mind that it is a polycrystalline film and as such there are a large number of grain boundaries. These atoms will destroy the crystalline structure and will also result into a decreased crystallite size[12],as shown in Fig.2. Further,stresses occur because of the difference in ionic radii of the host and dopant atoms,and this can also be another reason for the decrease in crystallite size[13].Shift in peak positions,to slightly higher angles,are observed with the increase in dopant concentrations up to10%. This shift of peak positions to higher angles is due to smaller ionic radii of cobalt(72pm)as compared with that of iron (74pm).The small ionic radius of cobalt leads to decrease in unit cell[Fig.3(b)]that causes decrease in d-spacing which according to Bragg’s law shifts the peak positions to higher angles[11].Previously,pure phase hematite thinfilms were prepared at relatively high temperatures.Lian et al.[14]prepared hematite thinfilms using sol-gel method at temperature of500°C. Kumar et al.[15],Glasscock et al.[16],and Souza et al.[17] also reported annealing at500°C to obtain hematite phase. Lattice parameters(a,c)and unit cell volume(V)were calculated using(2)and(3)[11]and are shown as a function of dopant concentration in Fig.3sin2θ=λ23a2h2+k2+hk+λ2l24c2(2) where(hkl)represent the miller indices,λis the wavelength (1.5406Å)V=0.866a2c.(3) X-ray density(ρ)[11]was calculated usingρ=1.66042 AV(4) where A is the sum of atomic weights of the atoms in the unit cell,ρis in g/cm3,and V is the volume of unit cell inÅ3. The porosity values were calculated usingPorosity(%)=1−ρexpρstd×100(5)AKBAR et al.:MAGNETIC AND MAGNETIZATION PROPERTIES OF Co-DOPED Fe 2O 3THIN FILMS2201204Fig.3.(a)Lattice parameters and (b)unit cell volume of Co-doped Fe 2O 3thinfilms.Fig.4.X-ray density and porosity as a function of dopant concentration.where ρexp is the calculated X-ray density and ρstd is the standard density taken from the JCPDS data.X-ray density and porosity of the films is shown as a function of dopant concentration in Fig. 4.Increase in X-ray density,with increased dopant concentration,indicates formation of compact structure with cobalt incorporation.Fig.5shows M –H curves for undoped and cobalt-doped Fe 2O 3thin films.It can be seen from Fig.5that even undoped iron oxide thin films show ferromagnetic behavior as opposed to antiferromagnetic nature of hematite.In the temperature range 260–950K (13°C–677°C),(111)planes arrange themselves to form layers of Fe 3+cations [6].Spins interact ferromagnetically within the same plane while antiferromagnetic coupling arises with the spins of the adjacent planes,that is,antiparallel arrangement of spins.Because of spin orbit coupling canting between two adjacent planes arises that produces uncompensated magnetic moment of Fe 3+cations which is the cause of ferromagnetic behavior[6].Fig.5.M–H curves for Co-doped Fe 2O 3thinfilms.Fig.6.Coercivity and saturation magnetization as a function of dopant concentration.The uncompensated magnetic moments seem to have appeared during sol’s synthesis [18]since in our case even undoped films show ferromagnetic behavior.Fig.6shows variation in saturation magnetization (M s )and coercivity (H c )as a function of varying dopant concentration.M s ,in Co-doped Fe 2O 3thin films,increases up to dopant concentration of 8%as shown in Fig.6.However,a sharp decrease in M s value was observed by further increasing dopant concentration to 10%,which might be because of the presence of more atoms at the grain boundaries as seen in the XRD results with a slight increase in crystallite size from 8%to 10%.Ziese and Thornton [19]reported that doping in iron oxide generated extra electrons in the host lattice.In nonmagnetic lattice,these electrons can propagate freely through the crystal.However,in a magnetic lattice localized spin order is present that hinders the motion of doped charge carries.According to Hund’s rule,strong exchange interaction exists among the d electrons [19].This strong exchange inter-action will force the electrons to take the direction of spin of localized electrons.As a result extra electrons with spinup will be available but cannot hop into the neighboring spin down site [19].In addition,if a canted structure with angle between two sublattices is present then the total energy can be estimated using [19]E (θ)=J S 2cos θ−6tx cosθ2(6)where E is energy of the system,J is exchange interaction,S is spin quantum number,θis angle between spins of the two sites,t is the hopping matrix,and x is the dopant concentration.2201204 IEEE TRANSACTIONS ON MAGNETICS,VOL.50,NO.8,AUGUST 2014TABLE IC OMPARISON OF S ATURATION M AGNETIZATIONOFC O -D OPED T HIN F ILMSThe energy will be minimized under the condition given incos θ2=32t J S 2x .(7)Equation (7)represents that by increasing x,spin structure becomes canted resulting in the presence of both ferromagnetic and antiferromagnetic ordering [19].Moreover,order will be purely ferromagnetic for a condition given inx >x c =23J S 2t(8)where x c is the critical concentration below which the mag-netic structure is undistorted.Cobalt with electronic configuration of [Ar]3d 74s 2has one more electron than iron ([Ar]3d 64s 2)with less energy of d state.Cobalt atom donates one d and two s electrons to oxygen that results in remaining six electrons on cobalt.When substituted for Fe with spin down electron,the spin down d band gets completely filled with remaining one d-electron residing in spinup band.This results in net magnetization of 1μB.Thus,canting of spin structure results because of the imbalance created by incorporation of cobalt in Fe 2O 3lattice,which in turn results in increased magnetization values in Co-doped Fe 2O 3thin films [20].Best magnetic properties are observed with dopant concentration of 4%–8%(Fig.5).With increase in dopant concentration above 8%,a large number of defects can result in inadequate alignment of spins.This leads to less prominent canting of spin structure resulting in a fewer number of uncompensated magnetic moments thus reducing the magnetic properties [21].In addition,at high dopant concentration (≥10%)the reduction in magnetic moment arises owing to the presence of adjacent cobalt ions with different oxidation states of 2+and 3+with antifer-romagnetic coupling in Fe 2O 3lattice [9].Comparison of saturation magnetization of Co-doped Fe 2O 3thin films with literature can be seen in Table I.IV.C ONCLUSIONSUndoped and cobalt-doped (2%–10%)hematite (α-Fe 2O 3)thin films have been prepared using sol-gel and spin coating method.The films were annealed at 300°C in the presence of a magnetic field of 500Oe.XRD results indicated the formation of phase pure hematite in undoped and doped thin films.Ferromagnetic behavior has been observed even in undoped Fe 2O 3thin films.Increase in saturation magneti-zation,∼2.1emu/cm 3,was observed in Co-doped iron oxidethin films up to a dopant concentration of 8%which is lost with further increase in the dopant concentration.R EFERENCES[1]S.Riaz,A.Akbar,and S.Naseem,“Structural,electrical and magneticproperties of iron oxide thin films,”Adv.Sci.Lett.,vol.19,no.3,pp.828–833,2013.[2]S.Riaz, A.Akbar,and S.Naseem,“Controlled nanostructuring ofmultiphase core-shell iron oxide nanoparticles,”IEEE Trans.Magn.,vol.50,no.1,p.2300204,Jan.2014.[3]S.Riaz,M.Bashir,and S.Naseem,“Iron oxide nanoparticles preparedby modified co-precipitation method,”IEEE Trans.Magn.,vol.50,no.1,p.4003304,Jan.2014.[4]J.Zhang,X.G.Zhang,and X.F.Han,“Spinel oxides: 1spin-filterbarrier for a class of magnetic tunnel junctions,”Appl.Phys.Lett.,vol.100,no.22,pp.222401-1–222401-4,May 2012.[5]M.Monti et al.,“Magnetism in nanometer-thick magnetite,”Phys.Rev.B ,vol.85,no.2,p.020404,Jan.2012.[6]R.N.Bhowmik and A.Saravanan,“Surface magnetism,Morin transi-tion,and magnetic dynamics in antiferromagnetic α-Fe 2O 3(hematite)nanograins,”J.Appl.Phys.,vol.107,no.5,p.053916,2010.[7] A.Yogi and D.Varshney,“Magnetic and structural properties of pureand Cr-doped haematite:α-Fe 2-xCr x O 3(0≤x ≤1),”J.Adv.Ceram.,vol.2,no.4,pp.360–369,2013.[8] A.K.Shwarsctein,Y .S.Hu, A.J.Forman,G. D.Stucky,andE.W.McFarland,“Electrodeposition of α-Fe 2O 3doped with Mo or Cr as photoanodes for photocatalytic water splitting,”J.Phys.Chem.C ,vol.112,no.40,pp.15900–15907,2009.[9]R.Suresh,R.Prabu, A.Vijayaraj,K.Giribabu, A.Stephen,andV .Narayanan,“Facile synthesis of cobalt doped hematite nanospheres:Magnetic and their electrochemical sensing properties,”Mater.Chem.Phys.,vol.134,nos.2–3,pp.590–596,2012.[10] A.M.Banerjee et al.,“Catalytic activities of Fe 2O 3and chromiumdoped Fe 2O 3for sulfuric acid decomposition reaction in an integrated boiler,preheater,and catalytic decomposer,”Appl.Catalysis B,Environ.,vol.127,pp.36–46,Oct.2012.[11] B. D.Cullity,Elements of X-ray Diffraction .Boston,MA,USA:Addison-Wesley,1956.[12]R.Liu,N.Gao,F.Zhen,Y .Zhang,L.Mei,and X.Zeng,“Doping effectof Al 2O 3and CeO 2on Fe 2O 3support for gold catalyst in CO oxidation at low-temperature,”Chem.Eng.J.,vol.225,pp.245–253,Jun.2013.[13]M.S.Kim,K.G.Yim,J.S.Son,and J.Y .Leem,“Effects of Alconcentration on structural and optical properties of Al-doped ZnO thin films,”Bull.Korean Chem.Soc.,vol.33,no.4,pp.1235–1241,2012.[14]X.Lian et al.,“Enhanced photoelectrochemical performance of Ti-dopedhematite thin films prepared by the sol-gel method,”Appl.Surf.Sci.,vol.258,no.7,pp.2307–2311,2012.[15]P.Kumar et al.,“A novel method for controlled synthesis of nanosizedhematite (α-Fe 2O 3)thin film on liquid-vapor interface,”J.Nanoparticle Res.,vol.15,no.4,pp.1–13,2013.[16]J. A.Glasscock,P.R. F.Barnes,I. C.Plumb, A.Bendavi,andP.J.Martin,“Structural,optical and electrical properties of undoped polycrystalline hematite thin films produced using filtered arc deposi-tion,”Thin Solid Films ,vol.516,no.8,pp.1716–1724,2008.[17] F.L.Souza,K.P.Lopes,P.A.P.Nascente,and E.Leite,“Nanostruc-tured hematite thin films produced by spin-coating deposition solution:Application in water splitting,”Solar Energy Mater.,Solar Cells ,vol.93,no.3,pp.362–368,2009.[18]S.Riaz,S.Naseem,and Y .B.Xu,“Room temperature ferromagnetism insol-gel deposited un-doped ZnO films,”J.Sol-Gel Sci.Technol.,vol.59,no.3,pp.584–590,2011.[19]M.Ziese and M.J.Thornton,Spin Electronics .New York,NY ,USA:Springer-Verlag,2000.[20]J.Velev,A.Bandyopadhyay,W.H.Butler,and S.Sarker,“Electronic andmagnetic structure of transition-metal-doped α-hematite,”Phys.Rev.B ,vol.71,no.20,p.205208,2005.[21] F.S.Freyria et al.,“Eu-doped α-Fe 2O 3nanoparticles with modifiedmagnetic properties,”J.Solid State Chem.,vol.201,pp.302–311,May 2013.[22]M. A.G.Lobato, A.Martinez,M. C.Roman, C.Falcony,andL. E.Alarcon,“Correlation between structural and magnetic prop-erties of sprayed iron oxide thin films,”Phys.B ,vol.406,no.8,pp.1496–1500,2011.[23]Q.Guo et al.,“Effects of oxygen gas pressure on properties of iron oxidefilms grown by pulsed laser deposition,”J.Alloy Compounds ,vol.552,pp.1–5,Mar.2013.。

磁极变换

磁极变换
具有重力、离心力和轨道速度的矢量力的质量结合与运动,引起了我们所谓的赤道区鼓起,而就是形状轴。假如地球是完全的球体,就不会有这样的轴。在天文学轴和形状轴之间的角度差称做“章动”,引起地球轨道螺旋摆动,就是著名的卡南德尔“摆动”。赤道凸出,对黄道平面的倾斜旋转轴角度,太阳、月亮和行星引力潮汐力,作用影响地球轨道,产生著名的岁差。
我的看法是-地球将解放它的磁场-形成我们实相的意识网格将会崩溃-如同我们转换进入意识的下一个层面。如我们知道的实相那样它停止存在-一种更新的实相为我们全部的灵魂出现。这将很快来到而将不会在线性时间里被测量。这个将会发生在我们所谓的零点融合中,它是意识里的一个磁极转换。
SCIENTIFIC DEFINITIONS
许多研究人员认为地球磁极在不久的将来将要转换。他们认为这是地球行星所有部分的循环。在地球的历史进程中地磁北极和磁南极已经转换过-一种结果就是最后的冰河时期。
In my opinion - the Earth will loose its magnetics - the grids that form the consciousness of our reality will collapse - as we shift into the next level of consciousness. Reality as we know it ceases to exist - a newer reality occuring for all souls. This will come swiftly and will not be measured in linear time. This will happen at what I call Zero Point Merge which is a pole shift in consciousness.

三角反铁磁材料Mn3Z(Z=Ga,_Ge,_Sn)的磁性和输运性质

三角反铁磁材料Mn3Z(Z=Ga,_Ge,_Sn)的磁性和输运性质

㊀第40卷㊀第11期2021年11月中国材料进展MATERIALS CHINAVol.40㊀No.11Nov.2021收稿日期:2021-07-14㊀㊀修回日期:2021-08-31基金项目:国家自然科学基金资助项目(51671024,91427304)第一作者:张强强,男,1995年生,博士研究生通讯作者:柳祝红,女,1976年生,教授,硕士生导师,Email:zhliu@DOI :10.7502/j.issn.1674-3962.202107017三角反铁磁材料Mn 3Z (Z =Ga,Ge,Sn)的磁性和输运性质张强强1,柳祝红1,马星桥1,刘恩克2(1.北京科技大学物理系,北京100083)(2.中国科学院物理研究所北京凝聚态物理国家实验室,北京100190)摘㊀要:反铁磁材料具有零磁矩或非常小的磁矩,不易受外磁场干扰㊂相对于铁磁材料,反铁磁材料具有更低的能量损耗和更高的响应频率等优点,因在自旋电子学领域的实际应用方面具有巨大潜力而备受关注㊂作为一种兼具Kagome 晶格及三角反铁磁性的特殊自旋电子学材料,六角Mn 3Z (Z =Ga,Ge,Sn)合金展现出巨大的反常霍尔效应㊁拓扑霍尔效应㊁自旋霍尔效应以及反常能斯特(Nernst)效应等㊂这些物理效应涉及到当今凝聚态物理研究中最前沿的问题,对它们的研究不仅可以深化对凝聚态磁性物理的理解,而且也驱动了反铁磁自旋电子学的发展㊂首先介绍了Mn 3Z 合金的晶格结构及特殊的磁结构,简要分析了理论计算得到的电子结构对材料输运性能的影响㊂结合实验报道的Mn 3Z 的磁性及输运性质等对3种六角结构合金的优异性能及研究进展进行了概述,揭示了磁结构和电子结构对材料输运性质的物理机制,并对Mn 3Z 系列合金拓扑相关的输运性质进行了展望㊂关键词:Mn 3Z (Z =Ga,Ge,Sn);反铁磁材料;拓扑材料;霍尔效应;能斯特(Nernst)效应中图分类号:O469㊀㊀文献标识码:A㊀㊀文章编号:1674-3962(2021)11-0861-10Magnetic and Transport Properties of Triangular Antiferromagnetic Materials Mn 3Z (Z =Ga ,Ge ,Sn )ZHANG Qiangqiang 1,LIU Zhuhong 1,MA Xingqiao 1,LIU Enke 2(1.Department of Physics,University of Science and Technology Beijing,Beijing 100083,China)(2.Beijing National Laboratory for Condensed Matter Physics,Institute of Physics,Chinese Academyof Sciences,Beijing 100190,China)Abstract :Antiferromagnetic materials exhibit zero or rather low moment,so it would not be affected by external magneticfield.Furthermore,they have advantages of lower power consumption and higher frequency response compared with ferro-magnetic materials,which makes them have great potential applications in the field of spintronics.Hexagonal Mn 3Z (Z =Ga,Ge,Sn)alloys,with both Kagome lattice and triangular antiferromagnetism,exhibit large anomalous Hall effect,topological Hall effect,spin Hall effect and anomalous Nernst effect.These effects involve the most advanced problems in condensed matter physics.The study of them can not only deepen the understanding of condensed matter magnetic physics,but also drive the development of antiferromagnetic spintronics.In this paper,the research progress in magnetic and transport proper-ties are reviewed.The crystal structure and the special magnetic structure of Mn 3Z alloys are introduced.The influence of the electronic structure on the transport properties is briefly analyzed.An overview of the excellent properties of the Mn 3Z (Z =Ga,Ge,Sn)alloys and their research progress is given in relation to the experimentally reported magnetic and transport proper-ties.An outlook is given for the topologically relevant transport properties of the Mn 3Z alloys.Key words :Mn 3Z (Z =Ga,Ge,Sn)alloys;antiferromagnetic materials;topological materials;Hall effect;Nernst effect1㊀前㊀言当前的自旋电子器件主要基于铁磁性材料㊂反铁磁材料由于具有零磁矩或者非常小的磁矩,没有杂散场,不受外磁场干扰,故具有更高的稳定性㊂同时,反铁磁博看网 . All Rights Reserved.中国材料进展第40卷材料具有更快的响应速度(响应频率高)㊁更低的能耗以及更高的存储密度等特性,为发展下一代非易失性低功耗反铁磁存储器件提供了契机,可能对磁性随机存储器㊁人工神经网络㊁太赫兹存储器件和探测器等领域产生重大影响㊂在众多的反铁磁材料中,非共线反铁磁材料Mn3Z(Z= Ga,Ge和Sn)中出现了许多引人关注的新颖物性,如反常霍尔效应(anomalous Hall effect,AHE)㊁自旋霍尔效应(spin Hall effect,SHE)㊁拓扑霍尔效应(topological Hall effect, THE)㊁反常能斯特效应(anomalous Nernst effect,ANE)等,已经成为当前凝聚态物理研究中的前沿与热点㊂六角Mn3Z(Z=Ga,Ge和Sn)合金具有DO19型结构,如图1a所示,空间群为P63/mmc(No.194)㊂其中Mn原子占据(1/6,1/3,1/4)位置,Z原子占据(1/3,2/3, 3/4)位置㊂在六角Mn3Z结构中,两种镜面对称的Mn3Z 反铁磁平面沿着c轴方向叠加嵌套,每一层的Mn位形成一个由共享等边三角形组成的二维网格,即Kagome晶格[1]㊂在六角Mn3Z(Z=Ga,Ge和Sn)合金中,所有Mn 原子的磁矩都位于ab平面,形成一个手性自旋结构,其矢量手性与通常的120ʎ结构相反㊂Mn3Z合金已经被证明具有多种类型的非共线反铁磁结构[2-6]㊂早在1990年Brown等[7]发现Mn3Z有两种最有可能的磁结构排列,分别如图1b和1c所示[2],这两种磁结构具有相反的手性,且磁结构数据与实验测量值高度吻合㊂因此,当前对Mn3Z(Z=Ga,Ge和Sn)合金的研究既有采用图1b型磁结构的,也有采用图1c型磁结构的㊂图1㊀六角Mn3Z的晶体结构(a)[1];Mn3Z合金的两种不同的磁矩构型(b,c)[2]Fig.1㊀Lattice structure of hexagonal Mn3Z(a)[1];the two different magnetic moment configurations of Mn3Z alloy,respectively(b,c)[2]㊀㊀由于六角Mn3Z合金在基态下会展现出极小的净磁矩,表现出弱铁磁性,实际上并不算严格的反铁磁材料㊂Mn3Z中倒三角形磁矩排列具有正交对称性,每个Mn原子组成的三角形中只有一个Mn原子的磁矩平行于局域易磁化轴,因此另外两个自旋磁矩向局域易磁化轴的倾斜被认为是Mn3Z弱铁磁性的来源[4,8]㊂在凝聚态物理中,材料所展现的许多物性都与其电子结构密切相关,而电子的行为反映在能带结构中㊂Mn3Ga㊁Mn3Ge和Mn3Sn的能带结构看起来非常相似,如图2所示[1]㊂由于Ga原子的价电子数相对于Ge 和Sn原子少一个,因此Mn3Ga的费米能级(E F)相对于Mn3Ge和Mn3Sn的向下移动约0.34eV㊂在Mn3Z合金中,能带结构在E F附近具有线性交叉,产生外尔(Weyl)点㊂Weyl点是动量空间中的奇点,可以被理解为磁单极子㊂这些点成对出现,并且产生特有的表面性质,即所谓的费米弧㊂Weyl点处具有极强的贝利(Berry)曲率磁通分布,这个Berry曲率可以看作是动量空间中的赝磁场㊂这3种合金的能带中价带和导带在E F附近多次交叉,产生多对Weyl点,其中大部分为II型(II型Weyl点与I型Weyl点的区别在于其能带中Weyl锥在某个动量方向上发生倾斜)[9]㊂Weyl点的位置和手性与磁晶格的对称性一致㊂其次,在高对称点K和A处可以发现看似相似的能带简并点,如图中红色圆圈所示㊂有趣的是,部分Mn3Z合金除了可以形成DO19型六角结构之外,还可能形成DO22型四方结构或DO3型哈斯勒(Heusler)立方结构㊂例如,Mn3Ga在623K的温度下退火会形成DO22型四方结构,在883K的温度下退火会形成DO19型六角结构,在1073K的温度下退火则会形成DO3型Heusler立方结构[10]㊂DO22型Mn3Ge在大约800K 的温度下会向DO19型六角结构转变[11]㊂因此,为了确保合金可以以稳定的DO19型六角结构结晶,合适的热处理是必要的㊂2㊀六角Mn3Sn合金的输运性质2.1㊀Mn3Sn中的AHEAHE是磁性材料中比较常见的输运效应,由于其在自旋电子学器件材料方面具有潜在的应用前景,使其迅速成为材料科学等领域的研究热点之一㊂一般认为,铁磁性材料的AHE与其磁化强度成正比㊂由于反铁磁材料缺乏净剩磁矩,普遍认为反铁磁材料中不会出现AHE㊂268博看网 . All Rights Reserved.㊀第11期张强强等:三角反铁磁材料Mn 3Z (Z =Ga,Ge,Sn)的磁性和输运性质图2㊀Mn 3Ga(a)㊁Mn 3Ge(b)和Mn 3Sn(c)的能带结构[1]Fig.2㊀Electronic band structure for Mn 3Ga (a),Mn 3Ge (b)andMn 3Sn(c)[1]后来的研究表明,AHE 起源于两种不同的机制:一种是由杂质原子散射所引起的外禀散射机制,包括边跳机制和螺旋散射机制;另一种是晶体能带的Berry 曲率所驱动的内禀机制,与外部散射无关㊂Berry 曲率相当于布里渊区中的赝磁场,可以使电子获得一个额外的群速度,从而产生内禀反常霍尔电导(anomalous Hall conductivity,AHC)㊂内禀AHE 仅与材料的能带结构相关,这为在反铁磁材料中发现AHE 提供了条件㊂Mn 3Sn 在E F 附近的Weyl 点处所具有的Berry 曲率磁通分布是导致该材料出现大的反常霍尔电导的关键㊂2015年,日本研究人员首次报道了Mn 3Sn 单晶中产生的巨大的反常霍尔电导[12]㊂图3a 为室温下磁场沿(2110)方向测得的Mn 3Sn 单晶的AHE 曲线,可以看到反常霍尔电阻率在低磁场区域展现出一个相当大的跳跃㊂当磁场沿(0110)方向时,Mn 3Sn 单晶在100~400K 的温度范围内均表现出较大的AHE,如图3b 所示㊂相应地,在外加磁场沿(2110)和(0110)方向时的霍尔电导曲线也展现出较大的跃变和比较窄的滞后(图3c 和3d)㊂例如,当磁场B //(0110)轴测量时,反常霍尔电导率σH 在零场时就具有比较大的值,其中在室温下约为20Ω-1㊃cm -1,在100K 的温度下接近100Ω-1㊃cm -1,这对于反铁磁材料来说是非常大的㊂图3㊀Mn 3Sn 单晶的AHE 测量曲线[12]Fig.3㊀Magnetic field dependence of the AHE in Mn 3Sn [12]368博看网 . All Rights Reserved.中国材料进展第40卷㊀㊀Mn 3Sn 的可变磁结构会影响费米面附近的能带结构,进而影响其AHE㊂为了更好地对AHE 进行调控,北京科技大学陈骏团队对多晶Mn 3Sn 复杂的磁结构及其与AHE 的相关性进行了研究[13]㊂研究发现,Mn 3Sn 在不同的外部磁场下带场冷却(field-cooling,FC)的得到测量曲线在磁转变温度T S =190K 时存在明显的磁相变(图4a)[13]㊂早期研究表明,Mn 3Sn 在奈尔温度T N =420K 以下是三角反铁磁结构[14],并且三角反铁磁结构在T S 温度下转变为非公度自旋结构[15]㊂在自旋玻璃转变温度T g =50K 的温度以下,磁化强度随着温度的降低而升高,这主要是由于低温下的自旋玻璃态引起的[16]㊂外加磁场的大小几乎不影响FC 曲线的形状和磁转变温度的大小,并且外加磁场强度的增加只导致Mn 3Sn 磁化强度的小幅增加,表明Mn 3Sn 中的磁结构非常稳定㊂图4b 为Mn 3Sn 在不同温度下的M-H 曲线,可以看到所有温度下的M-H 曲线在6000Oe 的外场下都没有达到饱和㊂当温度高于200K 时M-H 曲线展现出明显的磁滞,表明非共线反铁磁Mn 3Sn 存在弱铁磁性㊂为了明确其磁转变所产生的不同磁结构,采用中子衍射测量之后分析发现Mn 3Sn 的磁相图可分为4个区域:①10<T <190K,②190<T <250K,③250<T <430K,④T >430K㊂其中,250<T <430K 下为反三角的反铁磁(antiferromagnetic,AFM)结构,10<T <190K 为余弦或摆线磁结构㊂宏观磁性测量结果表明,Mn 3Sn 在50K 温度以下存在自旋玻璃态;然而中子衍射测量结果显示,Mn 3Sn 在50K 温度以下并没有任何异常,因此可以认为Mn 3Sn 在50K 温度下存在自旋玻璃态与长程螺旋磁结构的共存㊂在不同温度下对Mn 3Sn 的霍尔电阻率(ρH )进行测量发现,该曲线具有明显的磁滞(图5a)㊂当T =235K 时,|ρH |为2.5μΩ㊃cm;当T =190K 时,ρH 接近于0,且|ρH |随着外加磁场磁感应强度B 的增加而线性增加㊂从ρH -B 曲线中提取了零场(B =0T)下的ρH 来揭示AHE自发分量的温度依赖性(图5b),发现|ρH |在190K 温度以下几乎保持为0,在大约235K 时增加到最大值,然后随着温度的升高而降低㊂很明显,ρH 的变化与温度导致的磁结构的变化密切相关㊂根据这一关系,可以通过改变Mn 3Sn 的磁性结构来调整其AHE㊂图4㊀Mn 3Sn 在不同外加磁场下带场冷却得到的热磁曲线(a),Mn 3Sn 在不同温度下的磁滞回线(b)[13]Fig.4㊀Magnetization as a function of the external magnetic field and temperature[field-cooling (FC)modes](a),hysteresis loops ofMn 3Sn at different temperatures (b)[13]图5㊀Mn 3Sn 不同温度下的霍尔电阻率随磁场的变化曲线(ρH -B 曲线)(a),零场下霍尔电阻率的温度依赖性(b)[13]Fig.5㊀Field dependence of Hall resistivity ρH at different temperatures(a),temperature dependence of Hall resistivity at zero field(b)[13]468博看网 . All Rights Reserved.㊀第11期张强强等:三角反铁磁材料Mn3Z(Z=Ga,Ge,Sn)的磁性和输运性质2.2㊀Mn3Sn中的THE将拓扑学的概念引入到物理学中来描述随参数连续变化而保持不变的物理量时,能够解释很多关于磁输运方面的问题和现象[17,18]㊂拓扑非平庸自旋结构的局部磁矩在几何阻挫或Dzylashinsky-Moriya相互作用(DMI)的驱动下发生空间变化,产生了一种不同类型的霍尔效应,即THE[19]㊂THE的起源可归因于非零的标量手性自旋X ijk=S i㊃(S jˑS k),其中S i㊃(S jˑS k)代表3个自旋矢量形成的立体角,打破了时间对称性,称为实空间的Berry曲率㊂由于同样具有120ʎ非共线反铁磁结构的Fe1.3Sb已经被报道具有THE[20],Nayak等对Mn3Sn合金中的THE进行了研究[21]㊂霍尔效应总的贡献可以表示为ρxy=ρN+ρM AH+ρT xy,其中ρN和ρT xy分别是正常和拓扑霍尔电阻率[17]㊂ρM AH是与Mn3Sn的磁化强度成正比的反常霍尔电阻率㊂正常霍尔电阻率与外加磁场强度成正比㊂通过从测得的霍尔数据ρxy中扣除正常和反常霍尔电阻率,可以得到拓扑霍尔电阻率ρT xy㊂图6a为在不同测试温度下得到的Mn3Sn的拓扑霍尔电阻率曲线,可以看到在低温下Mn3Sn中存在大的THE,这是由于低温下施加磁场会导致Mn3Sn中非共面的三角反铁磁转变为受拓扑保护的非平庸自旋结构(类似Skyrmions),导致实空间的Berry曲率出现[21]㊂同时,他们还发现Mn3Sn中存在3种不同的霍尔效应,包括在相对高温下的由共面三角AFM结构演化出的自发AHE(ρS xy)㊁低温下的THE(ρT xy)以及中间温区域中两种霍尔效应的共存,如图6b所示㊂2.3㊀Mn3Sn中的ANEANE是由热电流引起的自发横向电压降,与磁化强度成正比[22]㊂AHE由所有占据态能带的Berry曲率决定,而ANE是由E F处的Berry曲率决定的[23]㊂因此,能观察到大的AHE并不能保证观察到大的ANE㊂ANE的测量对于明确E F附近的Berry曲率和验证最近提出的Mn3Sn中Weyl点存在的可能性具有重要价值[9]㊂Ikhlas等对单晶Mn3.06Sn0.94和Mn3.09Sn0.91的Nernst 效应进行了研究[24]㊂结果表明,零磁场下Mn3.06Sn0.94的Nernst信号(横向热电势)-S zx在室温下为~0.35μV㊃K-1 (图7a),与室温下的FePd(0.468μV㊃K-1)㊁L10-MnGa (-0.358μV㊃K-1)等铁磁体的报道值相当[25];在200K 的温度下达到了~0.60μV㊃K-1(图7b)㊂面内的Nernst 信号表现出几乎没有各向异性的滞后现象,零场下展现的Nernst信号值与高场下的饱和Nernst信号几乎相同,表明单晶Mn3Sn中具有大的自发Nernst信号㊂但面外c 轴分量在实验精度范围内测量值为0,表明在这个方向上没有自发Nernst效应㊂通过ANE与磁化强度M的对比图6㊀Mn3Sn在不同温度下拓扑霍尔电阻率ρT xy的磁场依赖性(a),不同霍尔效应贡献的相图(b)[21]Fig.6㊀Field dependence of topological Hall resistivityρT xy at different temperatures(a),phase diagram showing contribution from dif-ferent Hall effects(b)[21]发现(图7a),低场下-S zx和M的滞后几乎相互重叠㊂另外,在大于~100G的磁场区域,ANE效应几乎保持不变,而M随着磁场的增加呈线性增加,表明正常的Nernst效应和传统的ANE的贡献可以忽略不计㊂在Mn3.09Sn0.91中也可以观察到类似的行为(图7b)㊂3㊀六角Mn3Ge合金的输运性质3.1㊀Mn3Ge单晶中的AHE与Mn3Sn相比,Mn3Ge在磁性和AHE方面有所不同,在Mn3Ge中测量得到的反常霍尔电导值比Mn3Sn中的高将近3倍㊂此外,Mn3Ge并不会展现出类似于Mn3Sn中的任何磁转变,为其AHE的稳定性提供了保障㊂Nayak等采用如图8a所示的磁结构通过第一性原理计算预测了Mn3Ge合金中的反常霍尔电导[26]㊂结果表明,Mn3Ge在xy(σz xy)和yz(σx yz)部分的反常霍尔电导接近于零,只有在xz(σy xz)部分发现了反常霍尔电导的存在(图8b)㊂其中,σk ij表示电流沿着j方向的反常霍尔电导,产生的霍尔电压沿i方向㊂Mn3Ge反铁磁结构的两个原始单元具有两个磁性层面,相互之间可以通过相对于xz平面的镜面反射加上沿c轴平移c/2转换㊂由于镜像对称,Mn2Ge合金的σk ij平行于镜面的话就会消失,从568博看网 . All Rights Reserved.中国材料进展第40卷图7㊀300K 的温度下Mn 3.06Sn 0.94的Nernst 信号-S ji 在不同测量方向下的磁场依赖性(a);200K 的温度下Mn 3.06Sn 0.94和Mn 3.09Sn 0.91的-S zx 的磁场依赖性(b)[24]Fig.7㊀Anisotropic field dependence of the Nernst signal -S ji of Mn 3.06Sn 0.94at 300K for comparison,the field dependence of the magneti-zation M (right axis)is shown(a);-S zx of Mn 3.06Sn 0.94and Mn 3.09Sn 0.91measured at 200K(b)[24]图8㊀计算中所采用的Mn 3Ge 的磁结构(a),第一布里渊区和动量依赖的反常霍尔电导(b)[26]Fig.8㊀The magnetic structure of Mn 3Ge used in the calculation(a),first Brillouin zone and momentum-dependent AHC(b)[26]而导致σz xy 和σx yz 的值为零㊂但是因为平面内残存的净磁矩作为镜面对称的扰动,导致σz xy 和σx yz 可以获得非零但是很小的值㊂相比之下,σk ij 垂直于镜面的分量(σy xz )是非零的㊂接着,他们在实验上对预测的AHE 进行了实验验证㊂当电流沿(0001)方向㊁磁场平行于(01-10)(这种测量方式称为构型1)时(图9a),ρH 在2K 的温度下达到5.1μΩ㊃cm 的大饱和值,即使在室温下也展现出了1.8μΩ㊃cm 的饱和值㊂在霍尔电导率曲线σxz -μ0H 中可以看到(图9b),反常霍尔电导在2K 的温度下具有~500Ω-1㊃cm -1的较大的值,在室温下则为50Ω-1㊃cm -1㊂为了进一步研究实验中的AHE 是否具有理论预测的各向异性,测量了电流沿(01-10)方向㊁磁场平行于(2-1-10)方向(构型2)时的霍尔电阻率,如图9c 所示㊂在这种测量方向下,ρH 在2K 的温度下约为4.8μΩ㊃cm,在室温下约为1.6μΩ㊃cm,略小于构型1得到的值㊂图9d 为构型2下的反常霍尔电导曲线,可以看到尽管在2K 的温度下构型2的σH (σyz )(约为150Ω-1㊃cm -1)要小于构型1的σH (σxz ),但在室温下具有与构型1相似的值㊂在这两种情况下,对于正(负)场,ρH 为负(正)㊂第3种测量方式为电流沿着(2-1-10)方向㊁磁场平行于(0001)方向(图9e 和9f),被称为构型3㊂在这种构型下,所有温度下的ρH 和σH 都具有比较小的值㊂此外,AHE 的符号和前两种构型的符号相反,即相对于正(负)场,ρH 为正(负)㊂虽然在正常条件下Mn 3Ge 并不会展现出类似Mn 3Sn中的磁转变,但是如果对Mn 3Ge 施加外部压力的话其磁结构会发生显著变化㊂研究表明,随着压力的增大,Mn 3Ge 的非共线三角磁结构逐渐变为均匀倾斜的非共线三角磁结构,当压力增大到5GPa 以上时变为共线铁磁结构[27]㊂由于Mn 3Sn 合金中磁结构的变化在很大程度上会影响其输运性能,因此可以通过施加不同的压力来改变Mn 3Ge 合金中的磁结构,从而进一步研究Mn 3Ge 的磁结构与AHE 的关系㊂Nicklas 等测量了静水压力与AHE 之间的关系[28],测量装置如图10a 所示,电流平行于(0001)轴,磁场平行于(2-1-10)轴㊂研究发现,随着压力的增大,霍尔电导668博看网 . All Rights Reserved.㊀第11期张强强等:三角反铁磁材料Mn3Z(Z=Ga,Ge,Sn)的磁性和输运性质图9㊀电流和磁场沿不同方向(3种构型)下的霍尔电阻率(ρH)(a,c 和e)和霍尔电导率(σH)(b,d和f)的磁场依赖性[26] Fig.9㊀Hall resistivity(ρH)(a,c and e)and Hall conductivity(σH) (b,d and f)as a function of magnetic field(H),for three differ-ent current and magnetic field configurations[26]率σyz的饱和值先降低,当压力为1.53GPa时完全消失;继续增大压力,σyz的饱和值反向并逐渐增大,如图10b所示㊂在2.85GPa的压力下,Mn3Ge合金中Mn 原子的磁矩会由图10c顶部的磁结构变化为底部的磁结构㊂可以看到压力会导致磁矩向面外倾斜,进而影响电子能带结构,从而导致Berry曲率的变化㊂除了反常霍尔电导之外,理论预测在Mn3Ge中还可以获得高达1100(ћ/e)Ω-1㊃cm-1的自旋霍尔电导率[26]㊂在对Mn3Ge薄膜样品的研究中,在Permalloy/Mn3Ge表面发现了高达90.5nm-2的自旋混合电导系数,并且Mn3Ge的自旋霍尔角是Pt的8倍左右[29]㊂3.2㊀Mn3Ge中的ANE由于Mn3Sn的磁结构在T=50K以下缺乏磁有序性,并且形成了玻璃态的磁基态,从而导致ANE消失[15]㊂而Mn3Ge的磁有序和反常输运性质通常持续到最低温度,与Mn3Sn形成鲜明对比㊂Wuttke等对Mn3Ge单晶的Nernst效应进行了测量,如图11所示[30]㊂结果表明,Nernst信号S xz不依赖于磁场,表现出反常的行为,在非常低的磁场下即表现出步进特征,并且在B>0.02T时就已经达到了饱和值㊂S yz 也表现出非常弱的场依赖性,如图11b所示㊂两种方向都显示出高达室温的特殊饱和行为,随着温度的逐渐降低,Nernst信号从0.4逐渐升高到1.5μV㊃K-1㊂S xy则显图10㊀压力元件内使用的电传输测量样品装置示意图(a),室温下施加不同压力的Mn3Ge的霍尔电导率(b),在环境压力(顶部)和压力为2.85GPa(底部)下的Mn3Ge的反三角自旋结构(c)[28]Fig.10㊀Schematic drawing of the sample device for the electrical-transport measurements used inside the pressure cell(a),field dependence Hall conductivity for Mn3Ge at room temperature for selected pressures(b),the inverse triangular magnetic structure of Mn3Ge at ambient pressure(top)and P=2.85GPa(bottom)(c)[28]768博看网 . All Rights Reserved.中国材料进展第40卷图11㊀Mn3Ge单晶的Nernst信号测量曲线[30]Fig.11㊀Nernst signal of the Mn3Ge single crystals[30]示出不同的行为,如图11c所示㊂在这种配置中,Nernst 信号非常小,阶梯状的行为只是略微可见,并且显示出非常弱的温度依赖性㊂除了单晶Mn3Ge之外,Mn3Ge薄膜在室温下也展现出0.1μV㊃K-1的反常Nernst信号,与铁磁性Fe薄膜的反常Nernst信号(0.4μV㊃K-1)相当[29]㊂4㊀六角Mn3Ga合金的输运性质4.1㊀Mn3Ga中的AHE到THE的转变在同样具有手性的非共线三角反铁磁Mn3Ga中依然存在大的AHE㊂不同的是Mn3Ga存在六角到正交的晶格畸变,原来的共面磁结构会向c轴转变,使得非共面磁结构产生,这就导致Mn3Ga中THE的出现[31]㊂Mn3Ga在100Oe磁场下的磁化强度会随温度的降低先增加(图12)[31],到140K左右出现一个磁转变,并且升降温曲线在此处展现出很明显的热滞,此处即为六角结构到正交结构的轻微畸变[32]㊂变频交流磁化率的测量表明这个转变没有频率依赖(图12插图),和结构变化相对应㊂图12㊀Mn3Ga在100Oe磁场下的热磁曲线,插图为不同频率的交流磁化率实部随温度的变化关系[31]Fig.12㊀M-T curves measured at100Oe field for Mn3Ga,the inset is temperature dependence of the real part of AC susceptibilitymeasured at different frequencies[31]图13a和13b为不同温度下多晶Mn3Ga的霍尔电阻率测量图[31]㊂在较低的磁场范围内,ρxy随着磁场的增大迅速增大,并且展现出比较小的磁滞㊂在低于100K 的温度范围内,曲线的形状及ρxy的值并不随温度明显变化(图13a)㊂当温度高于100K时,曲线的形状类似,随着磁场的增加,ρxy先迅速增大后趋于平缓㊂自发霍尔效应的符号在高于100K时发生改变,这个温度临界点对应于Mn3Ga的六角结构到正交结构的转变温度㊂随着磁场的增大,霍尔电导率σxy先迅速增加,当磁场高于0.03T之后,又逐渐减小(图13c)㊂图13d为ρxy中提取到的ρT xy,可以看到ρT xy几乎不随温度的变化而变化㊂同时,ρT xy随着磁场增加先迅速增大继而减小,表现出一个极值㊂ρT xy的极值大小也几乎与温度无关,最大值约为0.255μΩ㊃cm,比块体MnNiGa(~0.15μΩ㊃cm)和MnGe(~0.16μΩ㊃cm)的值都大[33,34]㊂THE的出现是由于在Mn3Ga中伴随着六角结构到正交结构的转变,磁矩排列由非共线向非共面转变导致的㊂4.2㊀Mn3Ga/PMN-PT中的AHE室温反铁磁自旋电子器件的主要瓶颈之一是反铁磁材料中有限的各向异性磁电阻导致的小信号读出㊂这可以通过在非共线反铁磁物质中利用Berry曲率诱导的反常霍尔电阻或者基于反铁磁自旋的有效操纵建立磁隧道结器件来克服㊂因此,刘知琪团队在300ħ的溅射温度下在(100)取向的铁电0.7PbMg1/3Nb2/3O3-0.3PbTiO3(PMN-PT)单晶衬底上生长了50nm厚的Mn3Ga薄膜,并通过压电应变调制对反常霍尔电阻进行了研究[35]㊂研究结果表明,在50~300K的温度范围内,随着温度的降低,零磁场下的霍尔电阻从~0.112Ω增加到~0.364Ω,用于切换反常霍尔电阻的矫顽场从93mT显868博看网 . All Rights Reserved.㊀第11期张强强等:三角反铁磁材料Mn 3Z (Z =Ga,Ge,Sn)的磁性和输运性质图13㊀不同温度下六角Mn 3Ga 的AHE(a~c)和THE(d)[31]Fig.13㊀Anomalous Hall effect (a~c)and topological Hall effect (d)of hexagonal Mn 3Ga at different temperatures [31]著增加到667.6mT(图14a ~14c)㊂由于静电调制机制对50nm 厚的Mn 3Ga 金属薄膜几乎不起作用,因此通过在PMN-PT 衬底上垂直施加4kV㊃cm-1的栅极电场E G ,分析了压电应变对AHE 的影响,如图14d ~14f 所示㊂可以看到E G =4kV㊃cm-1的AHE 在所有温度下都表现出巨大的变化㊂例如在50K 的温度下,零场的霍尔电阻从E G =0kV㊃cm-1时的~0.364Ω变化到了E G =4kV㊃cm-1时的~0.010Ω㊂由于非共线反铁磁体中的AHE 是其自旋结构的敏感探针,压电应变下AHE 的巨大变化表明其自旋结构在应变调控下发生了巨大的变化㊂4.3㊀Mn 3Ga 薄膜中的逆自旋霍尔效应和自旋泵浦自旋泵浦效应是产生自旋流的重要方法,进一步利用逆自旋霍尔效应(ISHE),可以将自旋流转化为可探测的电荷信号,从而实现自旋泵浦的电测量㊂因此,自旋泵浦效应结合ISHE 成为研究各种材料中自旋-电荷转换的经典手段㊂Singh 等对室温下多晶Mn 3Ga /CoFeB 异质结中的ISHE 和自旋泵浦效应进行了系统的研究[36]㊂实验中通过对ISHE 进行不同角度的测量来分解各种自旋整流效应㊂最终得到的自旋混合电导系数㊁自旋霍尔角和自旋霍尔电导率的值分别为(5.0ʃ1.8)ˑ1018m -2㊁0.31ʃ0.01和7.5ˑ105(ћ/2e)Ω-1㊃m -1㊂如此高的自旋霍尔角和自旋霍尔电导率使得Mn 3Ga 在未来的自旋电子器件中具有很好的应用前景㊂5㊀结㊀语本文对具有非共线反铁磁的DO 19型六角Mn 3Z (Z=图14㊀在300K(a)㊁200K(b)和50K(c)的温度下,E G =0kV㊃cm -1时Mn 3Ga /PMN-PT 异质结构的反常霍尔电阻;在300K (d)㊁200K(e)和50K(f)的温度下,E G =4kV㊃cm -1时Mn 3Ga /PMN-PT 异质结构的反常霍尔电阻[35]Fig.14㊀Magnetic-field-dependent anomalous Hall resistance of the Mn 3Ga/PMN-PT heterostructure at E G =0kV㊃cm -1at 300K(a),200K (b)and 50K(c);magnetic-field-dependent anomalous Hall re-sistance of the Mn 3Ga/PMN-PT heterostructure at E G =4kV㊃cm -1at 300K(d),200K(e)and 50K(f)[35]968博看网 . All Rights Reserved.中国材料进展第40卷Ga,Ge,Sn)合金的磁性和输运性质进行了综述㊂发现通过理论计算对Mn3Z合金的输运性质进行预测之后,在实验上都得到了验证,并观察到了非常优异的物理性能㊂这表明通过理论计算能带结构,调控和发现E F附近具有Weyl点的材料,从而寻找输运性能优异的材料是可行的㊂当前对Mn3Z(Z=Ga,Ge,Sn)合金的报道已经提供了明确的经验框架,为后期及进一步制作具备优良性能的非共线反铁磁材料打下了坚实的基础㊂因此,还需要大量的理论计算及实验以进一步指导六角反铁磁材料输运性能的有效调控㊂另外,通过对其他材料体系的研究发现,适当的无序掺杂会明显提高材料拓扑能带引起的Berry曲率,进而提升其输运性能,这为将来进一步提升六角反铁磁Mn3Z(Z=Ga,Ge,Sn)合金的性能提供了重要思路㊂参考文献㊀References[1]㊀ZHANG Y,SUN Y,YANG H,et al.Physical Review B[J],2017,95(7):075128.[2]㊀KÜBLER J,FELSER C.EPL(Europhysics Letters)[J],2018,120(4):47002.[3]㊀NAGAMIYA T.Journal of the Physical Society of Japan[J],1979,46(3):787-792.[4]㊀TOMIYOSHI S,YAMAGUCHI Y.Journal of the Physical Society ofJapan[J],1982,51(8):2478-2486.[5]㊀SANDRATSKII L M,KÜBLER J.Physical Review Letters[J],1996,76(26):4963.[6]㊀ZHANG D,YAN B,WU S C,et al.Journal of Physics:CondensedMatter[J],2013,25(20):206006.[7]㊀BROWN P J,NUNEZ V,TASSET F,et al.Journal of Physics:Condensed Matter[J],1990,2(47):9409.[8]㊀NYÁRI B,DEÁK A,SZUNYOGH L.Physical Review B[J],2019,100(14):144412.[9]㊀YANG H,SUN Y,ZHANG Y,et al.New Journal of Physics[J],2017,19(1):015008.[10]LIU Z H,TANG Z J,TAN J G,et al.IUCrJ[J],2018,5(6):794-800.[11]KALACHE A,KREINER G,OUARDI S,et al.APL Materials[J],2016,4(8):086113.[12]NAKATSUJI S,KIYOHARA N,HIGO T.Nature[J],2015,527(7577):212-215.[13]SONG Y,HAO Y,WANG S,et al.Physical Review B[J],2020,101(14):144422.[14]OHMORI H,TOMIYOSHI S,YAMAUCHI H,et al.Journal ofMagnetism and Magnetic Materials[J],1987,70(1-3):249-251.[15]LI X,XU L,DING L,et al.Physical Review Letters[J],2017,119(5):056601.[16]FENG W J,LI D,REN W J,et al.Physical Review B[J],2006,73(20):205105.[17]GALLAGHER J C,MENG K Y,BRANGHAM J T,et al.PhysicalReview Letters[J],2017,118(2):027201.[18]KANAZAWA N,KUBOTA M,TSUKAZAKI A,et al.Physical Re-view B[J],2015,91(4):041122.[19]BRUNO P,DUGAEV V K,TAILLEFUMIER M.Physical ReviewLetters[J],2004,93(9):096806.[20]SHIOMI Y,MOCHIZUKI M,KANEKO Y,et al.Physical ReviewLetters[J],2012,108(5):056601.[21]ROUT P K,MADDURI P V P,MANNA S K,et al.Physical Re-view B[J],2019,99(9):094430.[22]HUANG S Y,WANG W G,LEE S F,et al.Physical Review Let-ters[J],2011,107(21):216604.[23]XIAO D,YAO Y,FANG Z,et al.Physical Review Letters[J],2006,97(2):026603.[24]IKHLAS M,TOMITA T,KORETSUNE T,et al.Nature Physics[J],2017,13(11):1085-1090.[25]HASEGAWA K,MIZUGUCHI M,SAKURABA Y,et al.AppliedPhysics Letters[J],2015,106(25):252405.[26]NAYAK A K,FISCHER J E,SUN Y,et al.Science Advances[J],2016,2(4):e1501870.[27]SUKHANOV A S,SINGH S,CARON L,et al.Physical Review B[J],2018,97(21):214402.[28]DOS REIS R D,ZAVAREH M G,AJEESH M O,et al.PhysicalReview Materials[J],2020,4(5):051401.[29]HONG D,ANAND N,LIU C,et al.Physical Review Materials[J],2020,4(9):094201.[30]WUTTKE C,CAGLIERIS F,SYKORA S,et al.Physical Review B[J],2019,100(8):085111.[31]LIU Z H,ZHANG Y J,LIU G D,et al.Scientific Reports[J],2017,7(1):1-7.[32]NIIDA H,HORI T,NAKAGAWA Y.Journal of the Physical Societyof Japan[J],1983,52(5):1512-1514.[33]WANG W,ZHANG Y,XU G,et al.Advanced Materials[J],2016,28(32):6887-6893.[34]KANAZAWA N,ONOSE Y,ARIMA T,et al.Physical Review Let-ters[J],2011,106(15):156603.[35]GUO H,FENG Z,YAN H,et al.Advanced Materials[J],2020,32(26):2002300.[36]SINGH B B,ROY K,CHELVANE J A,et al.Physical Review B[J],2020,102(17):174444.(编辑㊀吴㊀锐)078博看网 . All Rights Reserved.。

2012精品课程申报书

2012精品课程申报书

附件2:
精品课程申报书
推荐单位河北民族师范学院物理系
课程名称热学
课程类型理论课
所属一级学科名称理学
所属二级学科名称物理学类
课程负责人孙艳秀
申报日期2012年6月
教务处制
二○一一年十二月
填写要求
一、以word文档格式如实填写各项。

二、表格文本中外文名词第一次出现时,要写清全称和缩写,
再次出现时可以使用缩写。

三、涉密内容不填写,有可能涉密和不宜大范围公开的内容,
请在说明栏中注明。

四、除课程负责人外,根据课程实际情况,填写1~4名主讲
教师的详细信息。

五、本表栏目未涵盖的内容,需要说明的,请在说明栏中注明。

1.课程负责人情况
课程类别:公共课、基础课、专业基础课、专业课课程负责人:主持本门课程的主讲教师
2. 主讲教师情况⑴
2. 主讲教师情况⑵
3. 教学队伍情况
学缘结构:即学缘构成,这里指本教学队伍中,从不同学校或科研单位取得相同(或相近)学历(学位)的人的比例。

5.自我评价
6.课程建设规划
7. 学校的政策措施
8. 说明栏。

福建师范大学物理与能源学院学生科技创新(

福建师范大学物理与能源学院学生科技创新(
2007年
2007年学校共申请通过14项,物光学院占6项
2
Fjnu2007-002
基于VR和嵌入式技术的远程电力监控系统
郑乐乐
李 文 叶小青
余 杰 任洪潮
卢 宇 蔡声镇吴进营
3000
2007年
3
Fjnu2007-005
取向生长的永磁薄膜材料制备和性能研究
黄均衡
王银英 吴以治 郑洪均
李山东
3000
2007年
江东明
李高明
1000
2009-2010
78
BKL2010-019
球面波干涉图像的自动识别与处理
黄振华
王 敏
2000
2009-2010
79
1000
2006-2007
14
BKL2007084
非线性光学复合成像技术用于肠道组织的微结构研究
严旭辉
陈建新
1000
2006-2007
15
BKL2007085
焦距测量仪图像转接系统
徐 蛟
梁秀玲
1000
2006-2007
16
BKL2007086
多路视频监控系统的传输调度模型设计
王小彬
吴 怡
1000
2006-2007
2009-2010
75
BKL2010-016
利用过渡金属制取锂电池的阴极氧化物材料及其性能的研究
张 静
赖 恒
2000
2009-2010
76
BKL2010-017
新课改中探究实验教具的创新研究与制作
苏文建
黄树清
2000
2009-2010
77
BKL2010-018

超重力液相沉淀法制备纳米铁酸钴

超重力液相沉淀法制备纳米铁酸钴

CHEMICAL INDUSTRY AND ENGINEERING PROGRESS 2018年第37卷第5期·1680·化 工 进展超重力液相沉淀法制备纳米铁酸钴祁贵生,武晓利,刘有智,郑奇,郭林雅(中北大学超重力化工过程山西省重点实验室,山西省超重力化工工程技术研究中心,山西 太原 030051) 摘要:针对磁力搅拌器制备纳米材料时存在粒径分布宽、分散不均匀的问题,采用撞击流-旋转填料床结合化学共沉淀法,以Fe(NO 3)3·9H 2O 、Co(NO 3)2·6H 2O 、NaOH 为原料制备CoFe 2O 4纳米颗粒。

研究了转速、液体流量、NaOH 浓度以及晶化时间对CoFe 2O 4纳米颗粒粒径的影响;并与磁力搅拌器制备的CoFe 2O 4纳米颗粒在磁性能方面进行了对比。

采用X 射线衍射仪(XRD )、傅里叶红外光谱仪(FTIR )、透射电镜(TEM )、纳米粒度仪及振动样品磁强计(VSM )对产物的粒径形貌及磁性能进行表征。

结果表明:CoFe 2O 4纳米颗粒的粒径随转速、液体流量和NaOH 浓度的增加而减小,但随晶化时间的增加而增大。

最佳工艺条件为:转速900r/min ,液体流量60L/h ,NaOH 浓度3mol/L ,晶化时间6h 。

此条件下制备的CoFe 2O 4纳米颗粒的粒径约为20nm ,饱和磁化强度为75.43emu/g ,较磁力搅拌器提高40%。

关键词:超重力;化学共沉淀;撞击流-旋转填料床;铁酸钴;纳米粒子中图分类号:TQ586 文献标志码:A 文章编号:1000–6613(2018)05–1680–07 DOI :10.16085/j.issn.1000-6613.2017-1343Preparation of cobalt ferrite nanoparticles by high gravity liquidprecipitation methodQI Guisheng ,WU Xiaoli ,LIU Youzhi ,ZHENG Qi ,GUO Linya(Shanxi Province Key Laboratory of Higee-Oriented Chemical Engineering ,North University of China ,Taiyuan030051,Shanxi ,China )Abstract :Nanoparticles prepared by magnetic stirrer tend to have a wide particle size distribution and uneven dispersion. In order to address these problems ,CoFe 2O 4 nanoparticles were prepared by chemical coprecipitation in impinging stream-rotating packed bed (IS-RPB ) using aqueous solutions of Fe(NO 3)3/Co(NO 3)2 and NaOH as raw materials. The effects of rotational speed ,liquid flow rate ,NaOH concentration and crystallization time on the particle size of CoFe 2O 4 nanoparticles were examined ,and their magnetic properties were compared with that prepared by magnetic stirrer. The particle size ,morphology and magnetic properties of as prepared nanoparticles were characterized by X-ray diffraction (XRD ),fourier infrared spectroscopy (FTIR ),transmission electron microscopy (TEM ),nanoparticle size analyzer and vibrating sample magnetometer (VSM ). The results showed that the particle size of CoFe 2O 4 nanoparticles decreases with the increase of rotational speed ,liquid flow rate and NaOH concentration ,but increases with the increase of crystallization time. The optimum operating conditions are as follows :rotational speed 900r/min ,liquid flow rate 60L/h ,NaOH concentration 3mol/L ,and crystallization time 6h. CoFe 2O 4 nanoparticles prepared under optimum operating conditions have an irregular shape with an average diameter of about 20nm and a saturation magnetization of 75.43emu/g ,which is 40% higher than that prepared by magnetic stirrer. Key words :high gravity ;chemical coprecipitation ;impinging stream-rotating packed bed ;cobalt ferrite(CoFe 2O 4);nanoparticles化。

佐证材料-中国民航大学

佐证材料-中国民航大学

佐证材料1、实验教材、专利.......................................2-32、教师获奖证书.........................................4-53、学生获奖证书.........................................6-74、天津市百中与物理实验教学中心科普共建活动..............8-95、2016年新购物理演示实验仪器..........................10-116、自制仪器照片和证书..................................12-137、2016-2017科研论文统计..............................14-211、实验教材、专利返回目录申请人:中国民航大学;发明人:李泽鹏;发明创造名称:一种基于金刚石对顶砧压机的四轴联动加压设备以下是发明专利请求书截图,实用新型专利请求书截图普通物理实验教程主编:郭松青以下是普通物理实验教程和普通物理实验教程数字课程截图2、教师获奖证书返回目录周青军:全国万名优秀创新创业导师人才库截图王莹:天津市青年教师教学基本功竞赛三等奖李泽鹏:校“十佳教师”刘铁驹:天津市高校大学物理竞赛“优秀指导教师”郭艳蕊:天津市大学生物理竞赛“优秀教师”3、学生获奖证书返回目录挑战者杯参赛照片和学生获奖证书全国高校物理教学研讨会学生获奖学生创新创业论文在年会上进行学术交流4、天津市百中与物理实验教学中心科普共建活动返回目录协议书以及学生参观照片5、2016年新购物理演示实验仪器返回目录2016年购置演示实验仪器15 套和展板,共7 万元6、自制仪器照片和证书返回目录自制仪器在高校物理演示实验教学仪器展获奖高密度大容量体全息存储演示仪与光致聚合物全息光盘实物图铜-康铜热电偶的制作与标定静电测绘仪光纤光栅温度传感器演示装置7、2016-2017科研论文统计返回目录。

2009年论文汇总

2009年论文汇总
Chinese Physics Letters
SCI
董萍(1)
Generation and transfer of quantum entangled state via spin-parity measurements
International Journal of Theoretical Physics
合肥工业大学学报
陈明生(1)
Adaptive Frequency sweep analysis for electromagnetic problems using the Thiele interpolating continued fractions
Proceedings of IEEE ICETC 2010
2009年论文汇总
作者(排名)
论文题目
刊物名称
收录情况
曹卓良(1)
Parity-measurement-based entanglement concentration
PHYSICA B-CONDENSED MATTER
SCI
曹卓良(C)
Generation of remote W-type entangled state via tripartite entanglement swapping of continuous variables
OPTICS COMMUNICATIONS
SCI
李大创(1)
EFFECT OF DIFFERENT DZYALOSHINSKII-MORIYA INTERACTIONS ON ENTANGLEMENT IN THE HEISENBERG XYZ CHAIN
INTERNATIONAL JOURNAL OF QUANTUM INFORMATION

秦勇,兰州大学萃英特聘教授,博士生导师,材料科学与工程

秦勇,兰州大学萃英特聘教授,博士生导师,材料科学与工程

秦勇,兰州大学萃英特聘教授,博士生导师,材料科学与工程一级学科学科带头人,纳米科学与技术研究所所长。

主要从事纳米能源技术、功能纳米器件与自供能纳米系统领域的研究,在纳米能源技术领域积累了较多的经验。

三项关于纳米发电机的研究工作成为这一领域发展过程中的三个具有重大意义的研究进展,相应成果以三篇学术论文的形式发表在Nature系列期刊上,包括一篇第一作者Nature论文,一篇第一作者Nature Nanotechnology论文,一篇第二作者Nature Nanotechnology论文。

2009年获得美国陶瓷学会授予的2008年度陶瓷研究领域最有价值贡献奖Ross Coffin Purdy奖,2009年获得甘肃省自然科学奖三等奖。

学习工作经历:1995年9月至1999年7月:兰州大学材料科学系,学士;1999年9月至2004年6月:兰州大学物理学院,材料物理与化学专业,博士; 2004年7月至目前:兰州大学物理学院,先后任讲师、教授,创建纳米科学与技术研究所,从事纳米能源技术、功能纳米器件与自供能纳米系统领域的研究; 2007年4月至2009年9月:美国佐治亚理工学院王中林院士研究组先后做访问学者、博士后,从事纳米发电机的研究;2009年10月回国后立即带领研究团队搭建实验室,在完善实验条件的同时立足于现有条件积极开展纳米发电机与功能纳米器件方面的研究。

代表性学术论文:1. “Self-powered Nanowire Devices”S. Xu, Y. Qin, C. Xu, Y.G. Wei, R. Yang, Z.L. Wang, Nature Nanotechnology, 2010, 5, 366-373. (S. Xu, Y. Qin and C. Xu contribute equally)2. “Microfiber-Nanowire Hybrid Structure for Energy Scavenging” Y. Qin, X.D. Wang and Z.L. Wang, Nature, 2008, 451, 809-813. (Y. Qin and X.D. Wang contribute equally)3. “Power generation with laterally-packaged piezoelectric fine wires” R. Yang, Y. Qin, L.Dai and Z.L. Wang, Nature Nanotechnology, 2009, 4, 34-39.4. “Converting Biomechanical Energy into Electricity by Muscle Driven Nanogenerator” R. Yang, Y. Qin, C. Li, G. Zhu, Z.L. Wang, Nano Letters, 2009, 9(3), 1201-1205.获奖情况:1. 美国陶瓷学会Ross Coffin Purdy奖,秦勇,王旭东,王中林教授,2009年度获得,获奖工作:纤维基纳米发电机。

Correlations among magnetic, electrical and magneto-transport properties of NiFe nanohole arrays

Correlations among magnetic, electrical and magneto-transport properties of NiFe nanohole arrays

Home Search Collections Journals About Contact us My IOPscienceCorrelations among magnetic, electrical and magneto-transport properties of NiFe nanohole arraysThis article has been downloaded from IOPscience. Please scroll down to see the full text article.2013 J. Phys.: Condens. Matter 25 066007(/0953-8984/25/6/066007)View the table of contents for this issue, or go to the journal homepage for moreDownload details:IP Address: 202.207.14.58The article was downloaded on 12/03/2013 at 07:46Please note that terms and conditions apply.IOP P UBLISHING J OURNAL OF P HYSICS:C ONDENSED M ATTER J.Phys.:Condens.Matter25(2013)066007(9pp)doi:10.1088/0953-8984/25/6/066007Correlations among magnetic,electrical and magneto-transport properties of NiFe nanohole arraysD C Leitao1,J Ventura2,J M Teixeira2,C T Sousa2,S Pinto2,J B Sousa2,J M Michalik3,4,5,J M De Teresa3,4,5,M Vazquez6and J P Araujo21INESC-MN and IN,Rua Alves Redol9,1000-029Lisboa,Portugal2IFIMUP and IN,Departamento de F´ısica e Astronomia,Faculdade de Ciˆe ncias da Universidade doPorto,Rua do Campo Alegre,678,4169-007,Porto,Portugal3Instituto de Ciencia de Materiales de Aragon(ICMA),CSIC—Universidad de Zaragoza,E-50009Zaragoza,Spain4Laboratorio de Microcopias Avanzadas(LMA),Instituto de Nanociencia de Arag´o n(INA),Universidad de Zaragoza,E-50018Zaragoza,Spain5Departamento de F´ısica de la Materia Condensada,Universidad de Zaragoza,E-50009Zaragoza,Spain6Instituto de Ciencia de Materiales de Madrid CSIC,E-28049Madrid,SpainE-mail:dleitao@inesc-mn.ptReceived8August2012,infinal form17December2012Published11January2013Online at /JPhysCM/25/066007AbstractIn this work,we use anodic aluminum oxide(AAO)templates to build NiFe magneticnanohole arrays.We perform a thorough study of their magnetic,electrical andmagneto-transport properties(including the resistance R(T),and magnetoresistance MR(T)),enabling us to infer the nanoholefilm morphology,and the evolution from granular tocontinuousfilm with increasing thickness.In fact,different physical behaviors were observedto occur in the thickness range of the study(2nm<t<100nm).For t<10nm,aninsulator-to-metallic crossover was visible in R(T),pointing to a granularfilm morphology,and thus being consistent with the presence of electron tunneling mechanisms in themagnetoresistance.Then,for10nm<t<50nm a metallic R(T)allied with a largeranisotropic magnetoresistance suggests the onset of morphological percolation of the granularfilm.Finally,for t>50nm,a metallic R(T)and only anisotropic magnetoresistance behaviorwere obtained,characteristic of a continuous thinfilm.Therefore,by combining simplelow-cost bottom-up(templates)and top-down(sputtering deposition)techniques,we are ableto obtain customized magnetic nanostructures with well-controlled physical properties,showing nanohole diameters smaller than35nm.(Somefigures may appear in colour only in the online journal)1.IntroductionThe introduction of voids into a thinfilm significantly alters the characteristics of the medium,leading to exotic and interesting physical properties.In fact,such voids can lead to quantum effects in the conductivity[1,2],enhanced optical transmission[3],artificial vortex pinning sites in superconductors[4]and magnonic crystals[5,6],facilitating research and technological applications.Regarding magnetic materials,the inclusion of these artificial defects becomes an easy way to engineer their properties at micrometer and nanometer scales[7,8].The voids alter the stray field distribution(compared to a continuousfilm)and pin domain walls(DWs),thus influencing the coercivity and remanence[9,10]while at the same time tailoring the magnetization switching processes[11].Therefore,nanoholeFigure 1.AFM images of the (a)as-grown AAO substrate and (b)25nm thick NiFe nanohole array.arrays embedded in a magnetic thin film have been pointed out as a promising route to obtaining future data storage media [7].The main advantage of these structures resides in the absence of the superparamagnetic limit for small bit size,since there is no isolated magnetic volume.Nowadays,researchers focus mainly on understanding the physical properties of nanohole arrays with nanometer dimensions,where the magnetic domain morphology and reversal processes are very much distinct from those of the widely studied micrometer-period structures [11–15].Studies on exchange-biased systems provide an example where the inter-hole distance (D int )and hole diameter (D h )can be comparable to the characteristic domain lengths of the ferromagnetic and/or antiferromagnetic layers [16,17].Nevertheless,the main challenge regarding such nm-size arrays still lies in the fabrication processes.Most of the published works rely on lithography-based processes such as electron-beam and lift-off [7],focused-ion-beam [16]and deep ultraviolet [18]methods.As an alternative,one may chose a bottom-up approach consisting of self-assembly procedures [19–21].One reliable method resorts to anodic aluminum oxide (AAO)as a pre-patterned substrate for template-assisted growth of the nanohole arrays,with major advantages regarding process simplicity and cost [12,13,9,22,23].In this work,we study in detail the magnetic,electrical and magneto-transport properties of NiFe nanohole arrays with thicknesses (t )ranging from 2to 100nm,sputter deposited on top of AAO.NiFe is a well-characterized alloy,with extensive literature concerning the magnetic and transport properties for continuous thin films and micrometer-size nanohole arrays.It provides an excellent starting point for addressing different physical aspects such as the morphology of thin films grown on top of nanopatterned and rough substrates such as AAO templates.In addition,NiFe is also relevant in a wide number of applications ranging from motor cores to magnetic recording [24,25].Using temperature dependent resistance (R (T ))and magnetoresistance (MR (T ))measurements together with room temperature magnetic characterizations (M (H )),we were able to address the morphology of the NiFe nanohole array.An evolution from an island-like morphology towards a continuous thin film with increasing t was observed.Also,Hall resistivity (ρH )measurements show an increase of the planar Hall effectcontribution with thickness,here ascribed to the in-plane magnetic anisotropy induced during growth.2.Experimental detailsFor the growth of magnetic nanohole arrays we used anodic aluminum oxide (AAO)templates obtained by a standard two-step method of anodization of high-purity (99.997%)Al foils [26].After an electropolishing pre-treatment,the Al foils were anodized in a 0.3M oxalic acid solution at ∼4◦C and under an applied potential of 40V [27].The first anodization was carried out for 24h while the second lasted 1h.These anodization conditions resulted in nanopores disposed in an ordered hexagonal lattice (figure 1(a)),with an average diameter of ∼35nm,separation of ∼105nm and length of ∼2.5µm.On top of the AAO we deposited a NiFe (80:20)thin film using a 1160L four-target ion-beam deposition (IBD)system from Commonwealth Scientific Corporation with a base pressure of ∼8×10−7Torr [28].A beam voltage of 1000V and a beam current of 15mA were used,giving a NiFe deposition rate of 0.035nm s −1for an Ar flow of 5sccm with the working pressure of ∼2×10−4Torr.During deposition a magnetic field of 250Oe was applied in the sample plane,inducing an uniaxial magnetic easy axis.We varied the nominal thickness (t )of the NiFe thin films within the 2nm ≤t ≤100nm range.Continuous control samples were also deposited on Si/SiO 2substrates in the same batch.The surface of the samples was analyzed with a low-vacuum FEI Quanta 400FEG scanning electron microscope (SEM)and a nanoscope multimode atomic force microscope (AFM)from Veeco Instruments operating in tapping mode.Magnetic characterization was performed with a commercial VSM magnetometer (KLA-Tencor EV7VSM)at room temperature.The measurements were performed with the magnetic field applied in the sample’s plane,both parallel ( )and transverse (⊥)to the uniaxial direction induced during growth.In addition,temperature dependent magnetic properties (M (T ))were also studied with a Quantum Design SQUID magnetometer (5–350K)and the zero-field-cooled/field-cooled (ZFC/FC)curves were measured with a field (H )of 50Oe applied along the growth-induced uniaxial direction.The R (T )and MR (T )measurements were performed with a pseudo-four-probe DC method from 20Figure2.(a)Average D h dependence on t showing a quasi-linear trend.(b)Gaussian distribution of D h sizes for the nanohole sample with t=30nm.SEM top-surface images of(c)AAO and(d)a30nm thick nanohole array.to300K and applied magneticfields up to6kOe.The MR properties were characterized in the longitudinal( ) and transverse(⊥)geometries(with magneticfield always applied in the sample’s plane)and the currentflowing parallel to the induced uniaxial direction.Electrical contacts were placed on the sides of the samples enclosing the width of the nanohole arrays,and defined by sputtering using a shadow mask.ForρH measurements,the samples were patterned by optical lithography into a well-defined geometry,consisting of a300µm electrode where currentflows,sided with pads for the measurement of voltage drop,and this allows one to minimize offset voltages in the Hall measurements[29].3.Experimental results3.1.Morphology of the nanohole arraysFigure1compares AFM topography images of the AAO substrate and a25nm thick NiFe nanohole array.As expected, the AAO hexagonal pattern is replicated by the thinfilm deposited on top.The latter grows mainly on the surface between the nanopores,giving rise to holes embedded in the continuousfilm[12,22].Furthermore,six hills(height of ∼10–15nm)surrounding each nanopore are also replicated by the coveringfilm.Figure2(a)displays the dependence of the hole diameter (D h)on the thickness(t)of the depositedfilm obtained from statistical analysis of SEM images(figures2(c)and (d)).For low t,the magneticfilm retains the size of the nanopores underneath;however,with increasing t,the hole diameter is reduced until a continuousfilm is formed.In fact,a quasi-linear D h(t)dependence is observed and a critical thickness of t c≈52nm can be extrapolated for the closure of the nanopores.The latter occurs due to deposition of material around the pore entrance which progressively leads to its closure.In fact,Rahman et al observed that for high-aspect-ratio AAO(like that used here),deposition occurs only on the top surface of the template[11,15].In addition,cross-section images revealed,in particular,closing of pores with conical-like features lying within the nanopore entrances[12–14].3.2.Magnetic propertiesFigure3shows the room temperature M(H)behavior for selected nanohole arrays and corresponding continuous thin films(t=2,30and100nm).The continuousfilms show a squared easy-axis M(H)loop consistent with DW nucleation and propagation,while an almost linear M(H)is observed for the hard axis,ascribed to magnetization rotation(figures 3(a2)–(c2))[12].In contrast,the nanohole arrays display an almost isotropic M(H)behavior with an overall increase in coercivity(H c)and decrease in remanence(m r)(figures 3(a1)–(c1))[9,30],as predicted by the inclusion theory[31]. The inset offigure3(b1)displays the angular dependence of H c for the t=30nm sample.H c(θ)reveals a small change (∼4Oe)between the(expected growth-induced)easy and hard axes.In this case,the substantial roughness and particular topography of the AAO substrates are crucial and may lead to irregular growth of the magneticfilm,thus smearing theFigure3.Room temperature M(H)curves for nanohole arrays and corresponding continuous thinfilms with(a)t=2nm(thin),(b)t=30nm(intermediate)and(c)t=100nm(thick).Note the distinct magneticfield magnitudes of the nanohole and thinfilm samples. The and⊥symbols correspond to the direction of H relative to the growth-induced axis.The inset of(a1)shows a widefield range ofM(H)for the2nm sample.The inset of(b1)shows the angular dependence of H c for30nm nanohole arrays.definition of an average preferential magnetic direction[32]. Since a hexagonal multidomain[27]hole structure is present in these AAO cases,no clear influence from the underlying lattice is observed in M(H).Notice the particular M(H)shape for nanohole samples with t=30and100nm.When thefield reverses (figure3(c1)),we observe an abrupt jump of M(H) characteristic of DW motion;the magnetic moments are therefore reversed in the continuous zones between holes.However,at sites where the anisotropy is stronger (surrounding the holes;accentuated hills),the spins still show an angle relative to H.With further H increase a smoother M(H)behavior approaching magnetic saturation is seen.Such behavior was previously predicted[32],but never observed.In contrast,the thinner sample(t=2nm)shows an M(H)behavior resembling that of nanogranular systems (figure3(a1))[33,34],with H ,⊥c 80Oe,whereas for100nm samples an H ,⊥c 15Oe was obtained instead.Furthermore,an increase in m r with t is visible for the nanohole arrays.This effect is a consequence of the stray fields arising from the dipoles around the nanoholes,and becomes increasingly important for reducing thickness.The inclusion of a small percentage offilm around the entrance of the nanopores also leads to reduced in-plane H c and m r[32,35],due to the appearance of a small out-of-plane magnetization component.3.3.Transport propertiesFigure4shows normalized R(T)curves for selected nanohole arrays(t=2,6,100nm)representative of the entire deposited thickness range.For t<10nm,a pronounced minimum is visible in R(T)at temperatures(T∗)of130and65K for t=2 and6nm,respectively.Above T∗a metallic-like behavior is present(d R/d T>0),while below T∗an insulator-like R(T) characterized by d R/d T<0is obtained.In particular,theFigure 4.R (T )curves for selected nanohole array samples and corresponding continuous thin films with values of t of (a)2nm,(b)6.5nm and (c)100nm.(d)Sheng–Abeles law fit to the insulator R (T )part of the nanohole array with t =2nm.The inset of(c)shows the ZFC–FC M (T )curve for the nanohole array sample with t =2.8nm.insulator part of R (T )for the nanohole array with t =2nm follows the Sheng–Abeles law [36](figure 4)expected for discontinuous films [33,36–38],R =R 0exp 2Ck B T 1/2,where C and k B are the activation energy and Boltzmann constants,respectively.A rather low Sheng–Abeles activation energy of C =7.6×10−3meV was obtained from our results.We note that in CoFe (t )/Al 2O 3discontinuous multilayers,activation energies ranging from ∼0.1meV for t =1.6nm to ∼8meV for t =1.2nm were found [33,37].The first value was obtained for samples close to morphological percolation and displaying an insulator R (T )behavior over the entire measurement temperature range (20–300K).Interestingly,the sample with t =2nm displayed an R (T )behavior similar to the one presented here,although no values of C were given for this case [33].The observed transition from tunnel to metallic-like transport suggests that these thinner samples are composed of tunnel bridges connecting continuous magnetic clusters of large size,the latter being part of a metallic network within the NiFe nanohole array.Additional ZFC/FC curvesfor a nanohole array with t =2.8nm display a bifurcation at low temperatures (∼162K),characteristic of materials with large magnetic anisotropies and consistent with island-like morphologies.Furthermore,two mean blocking temperatures (T B )of ∼29and ∼120K are observed,indicating the presence of a distinctive size distribution for magnetic domains,as suggested from transport measurements.On the other hand,for t ≥10nm a typical metallic R (T )is observed for the nanohole arrays.In particular,the R (T )behavior is similar for t =100nm thin film and nanohole samples,corroborating our hypothesis that the holes start to close and the samples approach the (continuous)thin film condition.Figure 5shows the MR behavior at 100K for the same set of samples (t =2,6and 100nm).Here,we define the MR ratio asMR ,⊥=R (H )−R (H max )R (H max ),where H max is the maximum applied field (=6kOe).Overall,the measured values of MR are consistently smaller than for the corresponding continuous samples.Such an accentuated decrease originates mainly from the nanoholes introduced,which confine and locally alter the electrical current paths [18,32].Notice that the thinner sample (t =2nm)displays an almost isotropic MR behavior,with similar magnitudes for the two H configurations (figures 5(a)and (b)).This triangular shape curve is typically observed for systems of discontinuous magnetic multilayers and attributed to the presence of TMR [33,39](‘T’standing for tunnel).Such a contribution is further corroborated by the crossover between insulator and metallic transport observed in R (T )(figure 4(a)).Moreover,and although no distinguishable peaks are visible near the origin,the sharper feature at H =0in MR may be a consequence of easier magnetization reversal due to a reminiscent growth-induced magnetic anisotropy,mainly in regions where large magnetic clusters are present.Figure 6(b)displays the Hall resistivity (ρH )measurements for the t =2nm nanohole array sample.In this case,a planar Hall effect contribution is observed in ρH ,consistent with the presence of an in-plane magnetization component.With increasing t an in-plane AMR (‘A’standing for anisotropic)behavior is observed (figures 5(c)–(f))[8],in agreement with the larger planar Hall effect contribution observed for t =100nm,as compared with t =2nm (figure 6(d)).For such a thickness range,the MR curves display two peaks at low fields ascribed to the switching field of the magnetization (H sw ),followed by an almost linear MR dependence at moderate fields (0.5kOe <H <6.0kOe).This particular MR shape indicates the presence of two reversal mechanisms [12]:the peaks are consistent with DW displacement occurring in the continuous space between the nanoholes.In contrast,the linear MR is characteristic of a non-homogeneous rotation of the magnetic moments closer to the edges of the holes [22].Such misalignment of the magnetic moments relative to the external magnetic field is directly related to the particular topography of the filmgeometries.The insets show details near H sw.Figure6.(a)Optical image of the sample used to measureρH.Room temperatureρH for(b)t=2nm and(c)t=100nm nanohole arrays.(d)Comparison between the shapes of the twoρH signals;due to the differentρH magnitudes,the data were normalized.For magneticmaterials,ρH=R Oµ0H+R Aµ0M,the ordinary Hall effect being proportional to H and the anomalous Hall effect,to the out-of-plane M.induced by the underlying substrate(embedded holes and hills surrounding each hole)[40].We would also like to remark that for t=100nm, two bumps appear close to H=0(figures5(e)and(f)). Similar features were observed in the out-of-plane MR curves[41],confirming the presence of a local out-of-plane magnetization component,probably resulting from material deposited around the entrance of the nanoholes,or from the pronounced AAO topography mimicked by thefilm.4.DiscussionThe resistivity(ρ)value at afixed temperature is usually an easy and straightforward parameter to extract as a figure of merit for a sample’s properties.However,the particular geometry of an array of nanoholes makes such afigure of merit hard to obtain.The holes,together with the complex topography of the AAO and the changes in thefilm morphology with increasing thickness,lead to an extraordinarily complex interpretation being required to reliably obtain a cross-sectional area and an effective current path between electrical contacts for each sample.In analogy,one can introduce a pseudo-resistivity parameter (ρ∗),obtained fromρ∗=R wtL,(1) where R is the measured resistance,t(w)is the thickness (width)of thefilm and L is the spacing between the electrical contacts.ρ∗relates to the realρof the nanoholefilm system throughρ=F(w,t,L)ρ∗,where F represents a form factor (effective cross-sectional area and electrical contact distance) correlated with thefilm morphology.Figure7(a)shows the room temperatureρ∗(t)depen-dence for the nanohole array samples.Initially,ρ∗(t)has a similar trend to the continuous thinfilms,decreasing rapidly as t increases(inset offigure7(a))[28,42]. However,a minimum is visible around t 50nm,which is close to our extrapolated thickness for the closure of the nanopores(figure2(a)).In contrast to the case for NiFe continuousfilms,a change in the effective(conductive) cross-section and current paths of these samples is expected as thefilm approaches the continuous regime,modulated by the underlying AAO topography.We emphasize that the anomalous increase visible inρ∗above50nm is not directly related to a higher intrinsic resistivity of the material,but more probably to complicated geometrical features arising as the nanohole closes,which are reflected in F(w,t,L)[13,14].Figure7(b)shows MR⊥(t)for the nanohole arrays at 100and300K.For a homogeneous and continuous thin film one obtains a monotonic increase of MR⊥(t),towards an almost constant value(inset offigure7(a)).However, for the nanohole samples,a completely different trend is observed(figure7(b)).First,an increase of MR⊥from2to 10nm is visible,which is then followed by a decrease up to t<50nm;finally an increase is again observed.Such behavior is inconsistent with the presence of only AMR for t<50nm.In fact,Krzyk et al systematicallystudied Figure7.(a)ρ∗and(b)MR⊥dependence on t for the nanohole arrays.The inset showsρ(t)and MR⊥(t)for the continuous NiFe thinfilms.The lines are guides to the eye.continuous ultrathin NiFefilms(0.5<t<4.5nm)deposited on different substrates(SiO2,MgO and Al2O3),where a competition between TMR and AMR contributions to the total MR(t)of the systems was present[43].Furthermore,the onset of AMR dominance depended on the nature of the substrate (t 1.8nm for Si/SiO2,t 3.8nm for MgO and t 5.6nm for Al2O3).Our data then suggest:(i)For t≤3nm the transport properties indicate the pres-ence of a significant tunnel contribution,corroborated by the insulator/metallic crossover observed in R(T)at low temperatures(figure4(a)).Furthermore,for the t= 2nm nanohole arrays,the data closely follow the ln R∝2(C/k B T)1/2dependence observed in granular systems and characteristic of the limit of low electricfield for tunneling(figure4).The almost isotropic MR behavior observed infigures5(a)and(b),together with the lack of distinguishable H sw peaks,is expected if thefilm is composed by islands of magnetic material[39].These characteristics point to a granular morphology,facilitated by the accentuated topography of the underlying AAO substrate,which in turn explains the particular M(H) behavior(figure3(a)).The NiFe nanohole array sample is then composed of tunnel bridges connecting continuous parts of a metallic network(i.e.ordered magnetic clusters of large size)[33].(ii)In the3nm<t≤10nm range,a remanent tunnel contribution is still present,as indicated by the insulator-like behavior observed in R(T)at very low temperatures.Nevertheless,a contribution from the AMR starts to appear,as supported by the visible changes in the shape of the MR(H)cycles(figures5(c)and(d)).(iii)For10nm<t≤50nm,a negligible contribution from the TMR is expected as the morphological percolation is largely overcome.Therefore,in this regime,MR(t) suggests the presence of a larger AMR effect in detriment to the TMR.Also,an entirely continuousfilm covering the space in between the nanoholes over the AAO surface is expected.(iv)Finally for t>50nm only the AMR is present.MR increases with t,following the same tendency as for thin films[28,42].The fact that MR⊥shows a particular dependence on t, suggesting the presence of TMR and AMR contributions,is here attributed to the substrate dependent growth morphology of thefilm,and thus of the nanohole arrays.5.ConclusionsWe observed that NiFe thinfilms deposited on top of AAO conform to its surface,reproducing the underlying hexagonal pattern.In addition,the pronounced topography of the AAO characterized by the presence of hills surrounding each nanopore was also transferred to the nanohole array.By correlating the magnetic,electrical and magneto-transport properties of the nanohole arrays,we inferred the nanoholefilm morphology,which depended strongly on the depositedfilm thickness and particular AAO topography. For small t a granular-likefilm is formed,promoted by the high roughness and the particular topography of the AAO substrates(figure1(a)).With increasing t,morphological percolation occurs and the contribution from TMR decreases. Therefore,when thefilm coalesces and the bulk-like part starts to dominate the conduction mechanisms,the TMR vanishes and only AMR is present.Interestingly,this coincides with the t value( 50nm)obtained for the closure of the nanopores.This work opens new doors to the growth of more complex nanostructured materials on AAO substrates obtained from the anodization of thick Al foils,with well-controlled physical properties,the latter being a crucial aspect for facilitating further technological advances. AcknowledgmentsThe authors thank Dr Andre M Pereira for valuable discussions concerning the manuscript.The work was supported in part by project FEDER/POCTI/n2-155/94. DCL,CTS and JMT are grateful for FCT grants (SFRH/BPD/72359/2010,SFRH/BD/82010/2011and SFRH/BPD/72329/2010).M Vazquez thanks the Spanish Ministry of Economia y Competitividad,MEC,for assistance under project MAT2010-20798-C05-01.References[1]Nakanishi T and Ando T1996Quantum interference effects inantidot lattices in magneticfields Phys.Rev.B548021[2]Uryu S and Ando T1998Numerical study of localization inantidot lattices Phys.Rev.B5810583[3]Ruan Z and Qiu M2006Enhanced transmission throughperiodic arrays of subwavelength holes:the role oflocalized waveguide resonances Phys.Rev.Lett.96233901 [4]Van de V ondel J,de Souza Silva C C,Zhu B Y,Morelle M andMoshchalkov V V2005V ortex-rectification effects infilmswith periodic asymmetric pinning Phys.Rev.Lett.94057003[5]Neusser S and Grundler D2009Magnonics:spin waves on thenanoscale Adv.Mater.212927–32[6]Neusser S,Botters B and Grundler D2008Localization,confinement,andfield-controlled propagation of spin wavesin Ni80Fe20antidot lattices Phys.Rev.B78054406[7]Cowburn R P,Adeyeye A O and Bland J A C1997Magneticdomain formation in lithographically defined antidotPermalloy arrays Appl.Phys.Lett.702309–11[8]Adeyeye A O,Bland J A C and Daboo C1997Magneticproperties of arrays of holes in Ni80Fe20films Appl.Phys.Lett.703164–6[9]Barnard J A,Fujiwara H,Inturi V R,Jarratt J D,Scharf T W and Weston J L1996Nanostructured magneticnetworks Appl.Phys.Lett.692758–60[10]Wang C C,Adeyeye A O,Singh N,Huang Y S andWu Y H2005Magnetoresistance behavior of nanoscaleantidot arrays Phys.Rev.B72174426[11]Rahman M T,Dumas R K,Eibagi N,Shams N N,Wu Y-C,Liu K and Lai C-H2009Controlling magnetization reversalin Co/Pt nanostructures with perpendicular anisotropy Appl.Phys.Lett.94042507[12]Merazzo K J,Leitao D C,Jimenez E,Araujo J P,Camarero J,del Real R P,Asenjo A and Vazquez M2011Geometry-dependent magnetization reversal mechanism inordered Py antidot arrays J.Phys.D:Appl.Phys.44505001 [13]Xiao Z L et al2002Nickel antidot arrays on anodic aluminasubstrates Appl.Phys.Lett.812869–71[14]Navas D,Ilievski F and Ross C A2009CoCrPt antidot arrayswith perpendicular magnetic anisotropy made on anodicalumina templates J.Appl.Phys.105113921[15]Tofizur Rahman M et al2008A large-area mesoporous arrayof magnetic nanostructure with perpendicular anisotropyintegrated on Si wafers Nanotechnology19325302 [16]Kovylina M,Erekhinsky M,Morales R,Villegas J E,Schuller I K,Labarta A and Batlle X2009Tuning exchangebias in Ni/FeF2heterostructures using antidot arrays Appl.Phys.Lett.95152507[17]Rahman M T,Shams N N,Wang D S and Lai C-H2009Enhanced exchange bias in sub-50-nm IrMn/CoFenanostructure Appl.Phys.Lett.94082503[18]Wang H,Wu Y,Wang M,Zhang Y,Li G and Zhang L2006Fabrication and magnetotransport properties of orderedsub-100nm pseudo-spin-valve element arraysNanotechnology171651[19]Ho C-C,Hsieh T-W,Kung H-H,Juan W-T,Lin K-H andLee W-L2010Reduced saturation magnetization in cobaltantidot thinfilms prepared by polyethylene oxide-assistedself-assembly of polystyrene nanospheres Appl.Phys.Lett.96122504[20]Zhukov A A,Goncharov A V,de Groot P A J,Bartlett P N and Ghanem M A2003Magnetic antidotarrays from self-assembly template methods J.Appl.Phys.937322–4[21]Wei Q,Zhou X,Joshi B,Chen Y,Li K-D,Wei Q,Sun K andWang L2009Self-assembly of ordered semiconductornanoholes by ion beam sputtering Adv.Mater.212865–9 [22]Leitao D C,Ventura J,Pereira A M,Sousa C T,Moreira J M,Carpinteiro F C,Sousa J B,Vazquez M andAraujo J P2010Study of nanostructured array of antidotsusing pulsed magneticfields J.Low Temp.Phys.159245–8。

Microstructure and magnetic properties of bulk magnets Nd_14-xFe_76+xCo_3Zr_1B_6x=0,0.5,1 prepar

Microstructure and magnetic properties of bulk magnets Nd_14-xFe_76+xCo_3Zr_1B_6x=0,0.5,1 prepar

JOURNAL OF RARE EARTHS,Vol.27,No.6,Dec.2009,p.1023Fou ndation it em:Project supported by t he National Natural Science Foundati on of China (50801049)Cor respondin g aut hor:LIU Ying (E-mail:liuying5536@;Tel.:+86-28-85405332)DOI 6S ()636Microstr ucture and magnetic properties of bulk magnets Nd 14–x Fe 76+x Co 3Zr 1B 6(x=0,0.5,1)prepar ed by spark plasma sinter ingMA Yilong (马毅龙),LIU Ying (刘颖),LI Jun (李军),DU Huilong (杜慧龙),GAO Jing (高静)(College of Materials S cience and Engineering,Sichuan Univers ity,Chengdu 610065,China)Received 24December 2008;revised 26February 2009Abstract:Melt-spun ribbons with nominal composition of Nd 14–x Fe 76+x Co 3Zr 1B 6(x=0,0.5,1)were consolidated into isotropic bulk magnets by spark plasma sintering method.It was found that the Nd content and sintering temperature had significant influence on the density and magnetic properties of thesintered magnets.Homogeneous microstructure and fine grain (50–100nm)wereobtained when sintering below 700°C,and the initial magnetization curve showed that the coercivity was controlled by the pinning mechanism.However,abnormally large grains and inhomogeneous microstructure in magnets were observed after sintering at 750°C,furthermore,the grains were found to be multi-domain structure and the coercivity was mainly controlled by nucleation mechanism.Keywords:spark plasma sintering;NdFeB magnet;magnetic properties;microstructure;rare earthsEver since the technique of melt-spun has been applied in NdFeB and nanograins were gained,powders with highmagnetic properties could be obtained [1–4].Nd-rich melt spun NdFeB ribbons exhibit higher coercivity than ribbon with near-stoichiometric composition (11%–13%Nd).This mainly attributes to the presence of paramagnetic phase at Nd 2Fe 14B grain boundaries.This paramagnetic phase can serve to decouple the individual grains of Nd 2Fe 14B and it is also considered to act as an agent damping the nucleation of the reverse domain.The Nd-rich phase also plays a domi-nant role in densification during sintering due to their low melting point.But on the other hand,remanent magnetic polarization J r decreases with increasing Nd content due to the progressive decoupling of grains which diminishes the effect of exchange interaction [5,6].The densified bulk magnet for practical usage can be ob-tained by hot-pressing melt-spun powders.Spark plasma sintering (SPS)is a new method for producing bulk materi-als by heating the powder sample with DC pulsed current under pressure.Its important advantages over other methods are high sintering speed and the possibility to consolidate powder at relatively lower temperatures,thus,allowing the formation of full-density magnets with high magnetic prop-erties [7–9].Nevertheless,the effect of SPS on magnetic prop-erties and microstructure of NdFeB magnets containing Nd-rich phase is not well understood.Thus,bulk magnet with different Nd contents (13at.%–14at.%)were obtainedby applying SPS under different sintering conditions,and theeffect of sintering temperature and holding time on magnetic properties and microstructure was discussed in this paper.1ExperimentalAlloy ingots with nominal composition of Nd 14–x Fe 76+xCo 3Zr 1B 6(x=0,0.5at%,1at%)prepared by in-duction melting under Ar atmosphere were broken into small pieces,then were melt spun into ribbons in argon at a rolling speed of 30m/s.The ribbons were compacted into isotropic bulk magnet with size of Φ20mm ×10mm after sintering in graphite mold.Fig.1shows the DSC curves of Nd 14Fe 76Co 3Zr 1B 6and Nd 13Fe 77Co 3Zr 1B 6,and it indicates the onset of crystallization close to 580°C,so 580°C is chosen as the lowest sintering temperature.The sintering conditions were as follows:pressure 50MPa,temperature 580–750°C,heating rate 90°C/min and holding time 2–8min.The specimens were cut into Φ10from bulk material for property measurements.The magnetic properties of magnets were measured by AMT-4automatic measuring in-strument of magnetization characteristic (manufactured by Mianyang Shuangji Electronic Company,China)with a maximum applied field of 2T at room temperature after magnetized in a pulsed field of 5T,and the initial magneti-zation curve was obtained by LakeShore7410vibrating sample magnetometer (VSM).The density was measured by:10.101/1002-072108081-1024J OURNAL OF RARE EARTHS,Vol.27,No.6,Dec.2009Fig.1Differential scanning calorimetry of alloy Nd13Fe77Co3Zr1B6(1)and Nd14Fe76Co3Zr1B6(2)Archimedes’method.The microstructure of the specimens was examined using a JSM-5900LV scanning electron mi-croscope(SEM).The phase in the specimens was examined by DX-2000X-ray diffraction with Cu Kαradiation.2Results and discussion2.1The effect of Nd content on magnetic pr oper ties Fig.2shows density and magnetic properties of hot press-ing Nd14Fe76Co3Zr1B6,Nd13.5Fe76.5Co3Zr1B6and Nd13Fe77 Co3Zr1B6alloys as a function of holding time at700°C and sintering temperature with a holding time of5min under a pressure of50MPa.From Fig.2it can be seen that with increasing content of Nd,the density D and intrinsic coer-civity H cj increase under the same sintering conditions;the density of alloy Nd14Fe76Co3Zr1B6is7.52g/cm3at a sinter-ing temperature of680°C,however,alloy Nd13Fe77Co3 Zr1B6has a density of only6.9g/cm3.The Nd-rich phase as-sists densification during sintering,so more Nd-rich phase in the magnets can promote density increment.Magnet con-taining higher Nd content exhibits larger intrinsic coercivity, that is because higher volume fraction of the paramagnetic grain boundary phase(Nd-rich phase)enhances the effect of decoupling of the approximately spherical Nd2Fe14B.For magnets made by powder metallurgy,densification increases remanent magnetization B r.So B r increases with increasing content of Nd due to the increase of density.But when sintered at700°C and held for5min,B r of alloy Nd13.5Fe76.5Co3Zr1B6is higher than alloy Nd14Fe76Co3Zr1B6. The reason is that the increase of density for Nd13.5Fe76.5Co3Zr1B6is larger than N d14Fe76Co3Zr1B6from680 to700°C.Additionally,the volume fraction of the para-magnetic grain boundary phase decreases with reducing Nd content,B r increases because of the increasing exchange coupling and the decreasing dilution of Nd2Fe14B phase.2.2The magnetic propert ies and microstructure Apparently,the density of bulk magnets increases slightly with the increase of holding time,but largely with increasing sintering temperature.This shows that sintering temperature has a larger effect on density than holding time.From Fig.3 it is noted that many voids exist in the interface area be-tween particles in the magnet sintered at580°C,but few voids are observed in the magnets sintered at680°C,which indicates that magnet was densified at680°C.After sintered at750°C,it appears some bright and stripped areas in the contacting areas of the particles as shown in Fig.3(d). Figs.4(a),(b),(c)and(d)are magnified micrographs of Fig.3.It can be found that the grain size of the alloy sintered at580°C is smaller and is about30–60nm;the grains grow up to100nm at680°C;when the sintering temperature is750°C, the grain size is over200nm and inhomogeneous;Fig.4(d) shows grains in the bright striped areas which are abnor-mally large and the maximum size is about2m.The same phenomenon is also observed in magnets sintered at700°C and with holding time more than6min.It can be concluded that the microstructure is homogeneous when sinteredbelowFig.2Density and magnetic properties of hot pressed magnets of amorphous alloys Nd14–x Fe76+x Co3Zr1B6(x=0,0.5,1)as afunction of holding time at700°C(left)and sintering tem-f5()perature with a holding time o min rightMA Y ilong et al.,Microstructure and magnetic properties of bulk magnets Nd 14–x Fe 76+x Co 3Zr 1B 6(x=0,0.5,1)…1025Fig.3SEM micrographs of fracture surfaces of the sintered Nd 14Fe 76Co 3Zr 1B 6alloy at different temperatures(a)580°C;(b)680°C;(c)750°CFig.4Magnified SEM micrographs (a),(b),(c)and A (d)of Fig.3700°C,but nonuniform when sintered at 750°C.The un-even microstructure exists in the sintered magnet because ofpulsed current during sintering.In the SPS process,pulsed electric current flows directly through the sintered materials and generates spark plasma at the particle contacts,so local high temperature is created in the contacting areas of the particles [10].The higher sintering temperature is,the greater working current appears,and the effect of local high tem-perature generated by discharging between particles is larger.Thus,abnormal grain growth is easy to occur in the contact-ing areas of the particles sintered at high temperature.Intrinsic coercivity of these three alloys with different Nd content keeps nearly constant below sintering temperature of 680°C,but drops sharply with the sintering temperature raised to 750°C.Likewise,coercivity decreases when theFig.5XRD of melt spun powders of Nd 14Fe 76Co 3Zr 1B 6alloy (1),sintered at 580°C (2),and at 750°C (3)holding time exceeds 5min.Fig.5shows XRD of amor-phous Nd 14Fe 76Co 3Zr 1B 6alloy and sintered at 580and 750°C for 5min.It indicates that alloy Nd 14Fe 76Co 3Zr 1B 6has been crystallized when sintering at 580°C and is still iso-tropic and only has Nd 2Fe 14B phase when sintering at 750°C.This means that decrease of intrinsic coercivity is only associated with grain growth.For melt-spun magnetic powders containing rich Nd,when the mean grain size is below the threshold (~40nm),the larger the grain size,the smaller the effect of ferromag-netic exchange coupling between nanocrystallites,so B r de-creases and H cj increases;H cj remains constant when the grain size is above the threshold [11].But when the grain size is above the critical grain size of single domain,the coerciv-ity decreases [1,12].For the critical grain size of single domain,Croat et al.[1]estimated a range of 100–160nm for sin-gle-domain particle diameter,and Chapman et al.[13]found that the theoretical value is about 200nm in diameter.The initial magnetic curves of Nd 14Fe 76Co 3Zr 1B 6magnets sintered at different temperatures are shown in Fig.6.With increasing applied magnetic field,the initial magnetization increases slowly due to pinning mechanism,but increases largely and approaches saturation quickly due to nucleation mechanism [14].Therefore,curve (1)in Fig.6indicates that the mechanism of coercivity is pinning;curve (3)shows that the magnetization mechanism is nucleation type.Meanwhile,according to Sun ’s research [12],curve (1)is closer to sin-gle-domain magnetization curve and curve (3)is closer to multi-domain magnetization curve.The change of coercivity1026J OURNAL OF RARE EARTHS,Vol.27,No.6,Dec.2009Fig.6Initial magnetization curve of Nd 14Fe 76Co 3Zr 1B 6alloy sin-tered at 680°C (1),700°C (2)and 750°C (3)mechanism results from grain growth apparently.When the grain size is 100nm,it is still single-domain;but when the grain size is over 200nm,it exceeds the critical size of sin-gle-domain and belongs to multi-domain particle.Thus,the domain wall pinning weakens and the nucleation mechanism dominates.Curve (2)is closer to the combination of curves (1)and (3),w hich indicates that sample sintered at 700°C for 5min is composed of both single and multi-domain grains.When the grain size of magnets sintered at 680°C grows up to 100nm,the grain is still single domain,and coercivity is mainly controlled by pinning mechanism.But when sintered at 750°C,the grain size exceeds 200nm and inhomogeneous,so the stray field increases and the grain changes to multi-domain particles,which lead to decreased intrinsic coercivity.The density of magnets after sintering increases obviously with increasing sintering temperature,and prolonged hold-ing time also improves densification.But on the other hand,the grains of magnets grow up with increasing sintering tem-perature and holding time,grain growth would reduce B r .So B r decreases when sintering temperature is higher than 700°C or the holding time is longer than 5min.The magnetic en-ergy products of the above mentioned three alloys had the same tendency as B r .3ConclusionsAmorphous alloys with nominated composition of Nd 14–x Fe 76+x Co 3Zr 1B 6(x=0,0.5,1)could be crystallized quickly at lower temperature by applying spark plasma sin-tering technique;with increasing Nd content,it was easier to densify the melt-spun ribbons and to increase the intrinsic coercivity H cj obviously;sintering temperature had signifi-cant effect on density and B r than holding time,and with in-creasing temperature,density D and B r increased,after that,B r and H cj decreased due to excessive crystal grain growth.Nd 14Fe 76Co 3Zr 1B 6alloy could be densified after sintering 6°f 5were obtained;with decreasing Nd content,the sintering temperature or holding time should be increased in order to density the magnets.When the sintering temperature was above 700°C,the grain size exceeded 100nm and abnor-mally large grains appeared in the contacting area between the particles;moreover,the multi-domain dominated in the magnets and the coercivity was mainly controlled by nu-cleation mechanism.References:[1]Croat J J,Herbst J F,Lee R W,Pinkerton E E.High energyproduct NdFeB permanent magnets.J.Appl.Phys.,1984,55:2078.[2]Brown David,Ma B M,Chen Z M.Developments in the proc-essing and properties of NdFeB-type permanent magnets.J.Magn.Magn.Mater.,2002,248:432.[3]Chang Y,Pan C,Yu X J,Li W,Lian F Z.Microstructure and magnetic properties of double-phase nanocomposite NdFeB.Journa l of Rare Ear ths,2005,23:270.[4]Zhang S Y,Xu H,Ni J S,Wang H L,Hou X L,Dong Y D.Microstructure refinement and magnetic property enhance-ment for nanocomposite Nd 2Fe 14B/α-Fe alloys by Co and Zr additions.J.Phys.B,2007,393:153.[5]Manaf A,Zhang P Z,Ahmad I,Davies H A,Buckley R A.Magnetic properties and microstructural characterization of isotropic nanocrystalline Fe-Nd-B based alloys.IEEE Trans.Magn.,1993,29:2866.[6]Ahmad I,Davies H A,Buckley R A.The effect of Nd content on the structure and properties of melt spun Nd-rich NdFeB alloys.J.Magn.Magn.Mater.,1996,157/158:11.[7]Yue M,Zhang J X,Tian M,Liu X B.Microstructure and mag-netic properties of isotropic bulk Nd x Fe 94–x B 6(x=6,8,10)nano-composite magnets prepared by spark plasma sintering.J.A ppl.Phys.,2006,99:08B502.[8]Saito T.Magnetic properties of Nd-Fe-Ti-C-B nanocomposite magnets produced by spark plasma sintering method.J.A ppl.Phys.,2006,99:08B522.[9]Saito T,Takeuchi T,Kageyama H.Magnetic properties of Nd-Fe-Co-Ga-B magnets produced by spark plasma sintering method.J.A ppl.Phys.,2005,97:10H103.[10]Wang Y C,Fu Z Y.Study of temperature f ield in spark plasmasintering.Materials Science and Engineering B,2002,90:34.[11]Betancourt R J I,Davies H A.Effect of the grain size on themagnetic properties of nanophase REFeB alloys.J.Magn.Magn.Mater.,2002,246:6.[12]Sun W S,Li S D,Quan M X.The effect of phase constituenton the magnetic properties for melt-spun Nd 15Fe 77B 8ribbons.J.Magn.Magn.Mater.,1997,176:307.[13]Chapman J N,Heyderman L J,Young S,Donnet D M,ZhangP Z,Davies H A.Micromagnetic and microstructural studies of NdFeB by TEM.A cta Metallurgica,1995,33:1807.[14]Zhou S Z,Dong Q F.Super Permanent Magnets-PermanentMagnetic Material of Rare-earth and Iron System.Beijing:Metallurgy Industry Publishing,1999.at 80C or min and the optimum magnetic properties。

磁导率的英文

磁导率的英文

磁导率的英文一、“磁导率”的英文“磁导率”:permeability或magnetic permeability。

二、英语释义1. The measure of the ability of a material to support the formation of a magnetic field within itself.(一种材料支持其内部磁场形成能力的度量。

)三、短语1. relative permeability(相对磁导率)2. magnetic permeability of free space(真空磁导率)3.plex permeability(复磁导率)四、单词1. permeate(动词,渗透;弥漫;扩散。

与磁导率相关是因为磁导率体现了磁通量在材料中的渗透情况)- The magnetic field can permeate the ferromagnetic material easily.(磁场能轻易地渗透铁磁材料。

)2. magnetic(形容词,磁的;有磁性的)- magnetic field(磁场)五、用法1. 作主语- The permeability of this material is very high.(这种材料的磁导率非常高。

)2. 作介词宾语- Scientists are studying the change of permeability in different environments.(科学家正在研究不同环境下磁导率的变化。

)3. 与形容词搭配使用- The relative permeability of the alloy is an important parameter.(这种合金的相对磁导率是一个重要参数。

)六、双语例句1. The magnetic permeability of iron is much higher than that of air.(铁的磁导率比空气的磁导率高得多。

单晶铋纳米带的制备与生长机制研究

单晶铋纳米带的制备与生长机制研究

单晶铋纳米带的制备与生长机制研究王彦敏;郝秀红;解辉【摘要】采用溶剂热还原金属铋离子的方法,以硝酸铋为原料,乙二醇为溶剂和还原剂,聚乙烯吡咯唍酮(PVP)为稳定剂制备了单晶铋纳米带.采用X射线衍射(XRD)、高分辨透射电镜(HRTEM)对所得样品的结构和形貌进行表征.结果表明:金属铋纳米带结构完美、表面洁净、内部无缺陷无位错,是一种理想的单晶准一维纳米结构;纳米带宽度为50 nm ~3 m,厚度约为几十nm,长度可以达到几十μm;铋纳米带属于菱面体结构,空间群为R3m (166),JCPDS卡片号为44-1246;纳米带沿着[110]或者[-114]方向生长.【期刊名称】《山东交通学院学报》【年(卷),期】2012(020)004【总页数】5页(P67-70,74)【关键词】铋纳米带;溶剂热法;生长机理;制备【作者】王彦敏;郝秀红;解辉【作者单位】山东交通学院材料科学与工程学院,山东济南250023;山东交通学院材料科学与工程学院,山东济南250023;山东交通学院材料科学与工程学院,山东济南250023【正文语种】中文【中图分类】TG146.17金属铋是一种典型的半金属,又被称为“绿色金属”。

由于具有较小的有效载流子质量、较低的载流子浓度、较长的载流子平均自由程,而表现出特异的电性能[1]。

例如,由于铋具有大的费米波长和载流子平均自由程,在量子传输和有限尺度效应方面,金属铋被广泛的研究[2-4];而由于金属铋具有小的载流子质量和大的平均自由程,在铋单晶、铋薄膜和铋纳米线阵列中具有大的磁致电阻效应[5]。

因此,无论在基础研究还是器件的应用研究方面,金属铋纳米结构一直受到人们的广泛关注。

文献[6]中提出了纳米带的概念,纳米带是研究电子输运现象(Transport Pheonomena)的维度限制(Dimensionality Confined)效应的理想体系[7-8]。

与纳米管以及纳米线状结构相比,纳米带结构完美、表面洁净、内部无缺陷无位错,是一种理想的单晶准一维结构。

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TRANSPORT AND MAGNETIC PROPERTIESOF LT ANNEALED Ga1-x Mn x AsI. K URYLISZYN a, T. W OJTOWICZ b, X. L IU b, J.K. F URDYNA b, W. D OBROWOLSKI a,a Institute of Physics, Polish Academy of Sciences, Warsaw, Polandb Department of Physics, University of Notre Dame, Notre Dame, USAJ.-M. B ROTO, M. G OIRAN, O. P ORTUGALL, H. R AKOTO, B. R AQUETLaboratoire National des Champs Magnetiques Pulses Toulouse, FranceWe present the results of low temperature (LT) annealing studies of Ga1-x Mn x As epilayers grown by low temperature molecular beam epitaxy in a wide range of Mn concentrations (0.01<x<0.084). Transport measurements in low and high magnetic fields as well as SQUID measurements were performed on a wide range of samples, serving to establish optimal conditions of annealing. Optimal annealing procedure succeeded in the Curie temperatures higher than 110K. The highest value of Curie temperature estimated from the maximum in the temperature dependence of zero-field resistivity (Tρ) was 127K. It is generally observed that annealing leads to large changes in the magnetic and transport properties of GaMnAs in the very narrow range of annealing temperature close to the growth temperature.PACS numbers: 75.50.Pp, 75.50.Dd, 81.40.Rs1. IntroductionFerromagnetic semiconductors have recently received much interest, since they hold out prospects for using electron spins in electronic devices for the processing, transferring, and storing information [1,2]. Particularly Ga1-x Mn x As has become the focus of current interest because of its high Curie temperature (T C ~ 110K) and possible spin-electronics applications [2,3,4]. It is widely accepted that ferromagnetic behavior of GaMnAs is connected with its p-type nature [4,5,6]. The Mn ions incorporated into the III-V semiconductor matrix play the dual role of acceptor sites and magnetic ions. The ferromagnetic ordering of the Mn magnetic moments is mediated by free holes.More recently, it was reported that heat treatment (annealing) of the grown by low-temperature molecular beam epitaxy (MBE) GaMnAs improves the Curie temperature, magnetization M(T) and T C of the annealed samples depending on both the annealing temperature and the duration of the annealing process [7,8].We present the results of magnetic measurements and magnetotransport investigations performed in the range of low and high magnetic fields of as-grown and annealed Ga1-x Mn x As samples. We have grown and systematically studied the Ga1-x Mn x As samples overa wide range of Mn concentration: 0.01<x<0.084.2. Growth method and experimentalThe layers of Ga1-x Mn x As were grown using low temperature (LT) MBE. Semi-insulating epiready (100) GaAs wafers were used as substrates. Typically, a buffer of GaAs was first grown at high temperature (6000C). The substrate was then cooled to a temperatures in the range T S ~ 2500C – 2750C, and a layer of low temperature (LT) GaAs was grown to a thickness in the range between 2nm -100nm. Finally Ga1-x Mn x As layer in the same range of substrate temperatures to a thickness of the 105 nm – 302 nm was grown. The growth was monitored in situ by reflection high energy electron diffraction (RHEED). The lattice constant of GaMnAs samples was measured by x-ray diffraction (XRD). The Mn concentration x was determined using two different methods. First, the Mn content was obtained from XRD measurements byassuming that the GaMnAs layer is fully strained by the GaAs substrate. And second, during the growth the x values were estimated from the change in the growth rate monitored by RHEED oscillations. The results determined from these two methods were in good agreement.Next, the as-grown wafers were cut into a number of specimens for systematic annealing experiments. The samples were annealed at low temperatures in the range between 2600C and 3500C. The optimal time of annealing was between 1h and 1.5 h, in agreement with the results of Potashnik et. al. [8]. All the samples were annealed under the same fixed flow of N2 gas of 1.5 SCFH (standard cubic feet per hour). All post-growth and post-annealing procedures were carried out in the same manner. After annealing, the samples were cooled down by a rapid quench under the flow of nitrogen gas. For all the samples the electrical contacts for the transport measurements were also prepared always in the same way. We used Hall bar samples with typical dimensions of 2mm × 6mm. The electrical contacts were made using indium solder and gold wires. The optimal annealing temperature turned out to be near the growth temperature (i.e., around 2800C) in the case of all Ga1-x Mn x As samples with Mn concentration exceeding x ≈ 0.08.The annealed samples were characterized by means of resistivity measurements at zero magnetic field in the temperature range between 10K and room temperature using a helium flow cryostat. The temperature dependence of the zero-field resistivity shows a hump structure (see Fig 1.). Such feature is known to appear at the temperature slightly above the value of T C obtained from magnetic measurements. The magnetization measurements M(T) revealed good agreement between transport and magnetic results. The magnetization was measured by a SQUID magnetometer in small magnetic fields (i.e., 10 Gauss) after the sample has been magnetized at higher magnetic field (1000 gauss) parallel to the sample surface. For the epilayer annealed at the optimal temperature of 2890C, the value corresponding to the zero-field resistivity hump is equal to 127K, and the SQUID measurements on the same sample yielded T C=119K.Fig. 2 presents the Curie temperature estimated from the maximum in the temperature dependence of the zero-field resistivity (Tρ) as a function of the annealing temperature. We observe large changes in the Curie temperature in a very narrow range of annealing temperatures. The great enhancement of the Curie temperature in samples with a high Mn content, x ≥ 0.05, is clearly visible. For the sample with x=0.083, Tρ shifts from 88K for the as-grown sample to the 127K after annealing at the optimal temperature of 2890C and drops to Tρ=30K after heat treatment at 3500C. Fig. 1 shows typical temperature dependences of the zero-field resistivity for the Ga1-x Mn x As epilayer with x=0.083 for various annealing procedures. The resistivity of the as-grown sample and for samples annealed at relatively low temperatures (2600C, 2800C, 3000C and 3100C) show typical metallic behavior. For samples annealed at 3500C, an insulating behavior of the resistivity is observed.The increase of the Curie temperature is always accompanied by the enhancement of the conductivity. We observe also an increase of the saturation magnetization for the samples annealed at the optimal conditions as compared to the as-grown specimens.In the case of low Mn concentration, x < 0.05, the influence of the annealing procedure on both the Curie temperature and conductivity is weak.One of the annealed and characterized samples with high content of Mn (x ~ 0.08) was additionally investigated by means of channeling Rutherford backscattering (c-RBS) and channeling particle induced X-ray emission (c-PIXE) experiments [9]. The results of channeling measurements indicate that LT annealing introduces a rearrangement of Mn sites in the Ga1-x Mn x As lattice. In particular, the large increase of T C, accompanied by the increase of saturation magnetization and free carrier concentration (measured by electrochemical capacitance-voltage method) can be attributed to the relocation of Mn atoms from interstitial (Mn I) to substitutional sites (Mn Ga) or to random positions (which Mn can occupy if it precipitates in the form of other phases, e.g., as MnAs). The removal of a significant fraction of interstitial Mn (Mn I) provides a clear explanation of the three effects observed after annealing,i.e., the increase of the hole concentration, the increase of the Curie temperature, and the increase in the saturation magnetization observed at low temperatures. First, interstitial Mn atoms (having two valance electrons) act as double donors, thus compensating the substitutional Mn (Mn Ga) acceptors. Removal of Mn I therefore increases the number of electrically-active Mn Ga, and thus also the hole concentration. As is well known, the increase in the hole concentration will automatically result in an increase of T C. Finally, one should realize that the interstitial Mn I donor is both positively charge and relatively mobile. It is therefore expected to drift toward the negatively charged Mn Ga acceptor centers, thus forming Mn Ga-Mn I pairs. Because removal of Mn I by annealing is accompanied by an increase of saturation magnetization (as evidenced by our magnetization studies), we infer that the Mn Ga-Mn I pairs are coupled antiferromagnetically; i.e., the magnetic moment of Mn I “neutralizes” the contribution of Mn Ga to the magnetization [10]. Removal of Mn I from such a pair should thus automatically render the substitutional Mn++ magnetically-active, increasing the saturation magnetization, as is indeed observed experimentally.We have studied the hysteresis loops using SQUID magnetometer of the as-grown and annealed samples of GaMnAs. In addition, the Hall resistivity and conductivity in the range of high-pulsed magnetic fields up to 30T were also measured.Ferromagnetic GaMnAs epilayers are characterized by the presence of the anomalous Hall effect (AHE). Determination of the free carrier concentration is therefore complicated by the dominance of the anomalous Hall effect term. In principle, the transport investigations should be performed at low temperatures and at magnetic fields sufficiently high so that the magnetization saturates. We have noted that the magnetotransport measurements (Hall resistivity and conductivity) that we performed up to 30T and at low temperatures do not give a unique value for the hole concentration of the investigated epilayers, indicating that 30T is insufficient to saturate the AHE contribution. Much higher magnetic fields are therefore required to determine the free carrier concentration of the investigated GaMnAs epilayers.However we observe a very pronounced decrease of the magnetoresistivity for the samples annealed at the optimal temperature (see Fig. 3).The measurements of M(B) showed that the annealing process also affects the hysteresis loops specifically, we observed that the coercive field H C decreases when the samples are annealed at the optimal temperatures around 2800C. This effect is shown in Fig. 4. Simultaneously, the saturation magnetization M S increases after heat treatment at the optimal conditions, indicating that annealing increases the concentration of magnetically-active Mn ions.3. ConclusionsIn summary, we have systematically studied both the magnetic and transport properties of the annealed Ga1-x Mn x As epilayers. We observe a large enhancement of ferromagnetism for the samples annealed at an optimal temperature, typically about 2800C. The increase of the Curie temperature is accompanied by an increase of conductivity and saturation magnetization, also the increase of the hole concentration [9]. Such large changes of the magnetic and transport properties induced by low temperature annealing can be attributed to the relocations of Mn atoms in the GaMnAs lattice [9].Annealing at optimal temperatures also leads to a decrease of the coercive field H c and of magnetoresistivity.Presently, only very speculative explanation of these experimental results is possible. It is very likely that the observed features of hysteresis loop such as the coercive field, the shape of the loop, and the value of the remanent magnetization and of the saturation magnetization are associated with the magnetic domain structure. The size and the shape of the magnetic domains reflect the magnitude and the anisotropy of the microscopic exchange interaction. Recently, the unconventional random domain structure in GaMnAs films with in-plane magnetization have been reported [11]. Moreover, Barabash and Stroud [12] showed that both the shape and the positions of the peaks in the magnetoresistivity depend on the domain microgeometry and on the squareness of the hysteresis loop. We suggest that change of thedomain structure can lead to the experimental results reported in this paper. However the rigorous interpretation of the experimental results is difficult, because of the absence of understanding of the fundamentals of ferromagnetism in GaMnAs layers.AcknowledgmentsThis work was partially supported within European Community program ICA1-CT-2000-70018 (Center of Excellence CELDIS) and DARPA SpinS Program. T.W. was supported by the Fulbright Foundation it the form of Senior Fulbright Fellowship.[1] G. A. Prinz, Science 282, 1660 (1998)[2] H. Ohno, Science 281, 951 (1998)[3] T. Dietl, H. Ohno, F. Matsukura, J. Cibert and D. Ferrand, Science 287 (2000)[4] “Ferromagnetic III-V Semiconductors”, F. Matsukura, H. Ohno, T. Dietl in: Handbook on Magnetic Materials, Elsevier 2002 in press.[5] F. Matsukura, H. Ohno, A.Shen and Y. Sugawara, Phys. Rev. B 57, R2037 (1998)[6] H. Ohno, J. Magn. Magn. Mater. 200, 110 (1999)[7] T. Hayashi, Y. Hashimoto, S. Katsumoto, and Y. Iye, Appl. Phys. Lett. 78, 1691 (2001)[8] S. J. Potashnik, K. C. Ku, S. H. Chun, J. J. Berry. N. Samarth, and P. Schiffer, Appl. Phys. Lett. 79, 1495 (2001)[9] K. M. Yu and W. Walukiewicz, T. Wojtowicz, I. Kuryliszyn, X. Liu, Y. Sasaki, and J. K.Furdyna, Phys. Rev. B 65, 201303(R) (2002)[10] J. Blinowski, P. Kacman, K.M. Yu, W. Walukiewicz, T. Wojtowicz and J.K. Furdyna,to be published[11] T. Fukumura, T. Shono, K. Inaba, T. Hasegawa, H. Koinuma, F. Matsukura, H. Ohno,Physica E 10, 135, (2001)[12] S. V. Barabash and D. Stroud, Appl. Phys. Lett 79, 979, (2001)Figure CaptionFig. 1. Temperature dependence of the zero-field resistivity of GaMnAs samples with high Mn concentration (x=0.083) annealed at various temperatures.Fig. 2.The temperature Tρversus temperatures of annealing for different Mn concentration: (8.3% , 8.1%σ, 8.4%z, 6.1% , 3.2% , 1.5% ).Fig. 3. Magnetization measured as a function of magnetic field for epilayers of GaMnAs with x=0.081, either as-grown or annealed at the optimal conditions. Note that the coercive field decreases for the sample annealed at an optimal temperature of T a=2820C.Fig. 4. Magnetoresistivity (R-R0/R0, where R0 is the value of the resistivity at B=0) for two samples with x=0.083,: as-grown, and annealed at 2890C. The distinct decrease of the magnetoresistivity for the annealed sample is clearly seen in the data.05010015020025030010-310-210-1Ga 1-x Mn x As/GaAs x=0.083L o g ρ [Ω c m ]Tem perature [K]Fig.1100200300400020*********120140T ρ [K ]Temperature of annealing [oC]Fig.2Fig.4-400-300-200-1000100200300400-6,0x10-4-4,0x10-4-2,0x10-40,02,0x10-44,0x10-46,0x10-4M a g n e t i z a t i o n (e m u /c m 2)Magnetic field (Gs)Fig.3-30-20-10102030-0,14-0,12-0,10-0,08-0,06-0,04-0,020,000,020,04∆R /R 0Magnetic field [T]。

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