架空及埋地多导体线缆对HEMP辐照的瞬态响应

针对瞬态电磁场辐照多导体电缆问题,首先介绍了一种用于计算架空及埋地线缆瞬态响应的高效时域宏模型。该模型基于传输线理论,利用广义特征线法和SPICE求解器中集成的模拟行为建模库,在时域内实现建模过程中涉及的频率相关参数和卷积计算。该方法适用性广泛,可同时用于架空及埋地线缆的场线耦合建模仿真;与现有时域有限差分法相比,不需要对时间和空间进行离散,以及对频率相关参数进行矢量匹配或数值逆傅里叶变换,因此可简化建模步骤,提高建模及仿真计算的效率;该宏模型计算效率不受线缆长度限制,适用于研究多导体长距离线缆。其次,在时域和频域分别研究了高空电磁脉冲(HEMP)的环境及特点。最后,利用算例验证了所提宏模型计算架空及埋地线缆响应的有效性,并利用该方法分别研究了架空地线对三相输电线路瞬态响应的影响以及埋地电力电缆金属护套在端接线性及非线性保护器件时对HEMP的瞬态响应。结果表明,宏模型法可在时域内高效地计算入射场耦合架空输电线及埋地电力电缆的瞬态响应,特别是对于带有非线性器件的长多导体线缆。     

感生电场与动生电场的等效性探究

本文认为在感生电场的情况下,磁场的强弱变化可以引起磁场自身的横向运动,使得线圈中电子相对于磁场发生运动,从而等效为一个动生电场,受到洛伦兹力的作用.借助磁感线模拟磁场的运动方式,得到圆形回路中任意一点与磁场相对运动速度的表达式,进而推得该＂等效动生电场＂中的洛伦兹力.以螺线管为例,验证该方法可以解释感生电场所满足的规律.将感生电场与动生电场的产生原因统一为导体中电子与磁场的相对运动,相应电动势的非静电力统一为洛伦兹力.     

Magnetic separation from superparamagnetic particle suspensions

We investigate the magnetophoretic separation of magnetic microparticles from a non-dilute flow in a microfluidic channel and their subsequent field-induced aggregation under the influence of an externally applied magnetic force. This force induces dipolar interactions between the particles that aid in their separation from the flow. Existing analytical models for dilute suspensions cannot be extended to non-dilute suspensions in which interparticle magnetic interactions play an important role. We therefore conduct a parametric investigation of the mechanics of this problem in a microcapillary flow through simulations and experimental visualization. When a magnetic field is applied, the magnetic microparticles form an aggregate on the channel wall that is influenced by the competition between the holding magnetic force and the aggregate-depleting flow shear force. Microparticle collection in the aggregate increases linearly with increasing magnetic field strength and is characterized by distinct buildup and washaway phases. The collected microparticle volume fraction in an aggregate is found to depend on a single dimensional group that depends upon characteristic system parameters.     

外加磁场压电悬臂梁能量采集系统的磁化电流法磁力研究

以外加磁场压电悬臂梁能量采集系统结构为研究对象, 根据磁化电流方法探讨了具有悬臂梁特征的系统结构的磁场作用力及其计算方法, 给出了相应的磁力计算模型, 并将计算结果与实验数据进行了对比. 研究表明, 磁化电流方法导出的磁力计算模型存在偏差, 其磁力计算误差随着磁铁间距缩小而增大. 通过引入悬臂梁末端磁铁的偏转角度, 对磁化电流法计算模型进行改进, 得到合理的外加磁场压电悬臂梁能量采集系统的磁力计算模型, 为该能量采集系统的进一步研究提供了可靠的磁力计算理论依据.     

磁头-磁盘接触作用力对磁记录层信息强度影响规律的定量研究

磁存储密度的持续增长会导致磁头-磁盘的间距不断减小, 这样, 极有可能引起磁头-磁盘接触退磁的发生, 从而造成磁记录层存储数据的丢失. 为了明确退磁过程中的相应作用关系, 本文通过磁力显微镜的相位成像原理直接给出了磁盘退磁的定量测量方法. 并且依据此方法, 利用纳米划痕实验研究了磁头-磁盘接触作用力对磁记录层信息强度的影响规律. 结果表明:当磁头-磁盘接触作用力超过临界退磁载荷时, 磁记录层的信息强度与磁头-磁盘接触作用力之间存在减函数关系; 在低接触载荷区域中, 即使磁记录层表面没有划痕产生, 磁盘退磁现象仍旧可能发生; 对于任意磁头-磁盘接触作用力, 磁盘表面的破坏区域总是会大于磁记录层的退磁区域; 当磁头反复划刮磁盘的同一位置时, 磁记录层的表面划痕处将出现弹性安定状态, 对应地, 磁记录层的信息强度会趋近于某一定值.     

磁屏蔽罩在梯度静磁场中的受力研究

在有梯度的静磁场中,对由软磁材料制作的磁屏蔽罩所受的静磁力的量级进行了评估。使用有限元分析和实验测试的方法研究了纯铁方形屏蔽罩在梯度静磁场中的受力情况,结果表明：把内腔尺寸100mm×100mm×150mm、罩体厚度为20mm的方形屏蔽罩放置在强度约为0.2T、梯度为0.03T?m?1的磁场中,其所受的静磁力约为184N,与其自身重力相当;静磁力随磁场强度的升高而增大;有限元分析与实验测试结果的偏差在0.2T背景磁场下约为21%。因此,在考虑一定余量的情况下,使用有限元计算评估屏蔽罩在静磁场中的受力情况是一种有效和比较可靠的方法。     

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在有梯度的静磁场中,对由软磁材料制作的磁屏蔽罩所受的静磁力的量级进行了评估.使用有限元分析和实验测试的方法研究了纯铁方形屏蔽罩在梯度静磁场中的受力情况,结果表明:把内腔尺寸100mm×100mm×150mm、罩体厚度为20mm的方形屏蔽罩放置在强度约为0.2T、梯度为0.03T?m-1的磁场中,其所受的静磁力约为184N,与其自身重力相当;静磁力随磁场强度的升高而增大;有限元分析与实验测试结果的偏差在0.2T背景磁场下约为21%.因此,在考虑一定余量的情况下,使用有限元计算评估屏蔽罩在静磁场中的受力情况是一种有效和比较可靠的方法.     

The behavior of the critical current density below and above the first matching field in superconductors with periodic square arrays of pinning sites

We have studied the effect of the applied magnetic field on critical depinning force at zero and finite temperatures and for several values of pinning strength. This was achieved by conducting extensive series of molecular dynamic simulations on driven vortex lattices interacting with periodic square arrays of pinning sites. We have found that the critical depinning force decreases as the applied magnetic field is increased. We have also observed two distinct behaviors of dependence of the critical depinning force on the applied magnetic field below and above the first matching filed.     

Possibility of measuring exchange force through force microscopy

This article describes the possibility of measuring exchange force through atomic force microscopy (AFM), based on the results of first-principles calculations for the exchange force between two magnetic Fe(001) films. We observed strong variation of the exchange force relative to the surface site. The magnitude of the force variation was larger than the force sensitivity of conventional AFM. These results suggest that a surface magnetic image with atomic resolution can be achieved by measuring the exchange force.     

磁性弹簧振动研究

本文研究了＂磁性弹簧＂（两个细长磁铁相向放置）在气垫导轨上的振动情况,对＂磁性弹簧＂的受力情况和振动周期等物理量的研究表明,理论计算的预测结果与实验测量基本一致.本实验的研究对磁体及静磁场间的受力分析计算以及磁性弹簧的应用具有重要意义.     

Investigation of the coercive force of thin magnetic films obtained by vacuum sputtering

The investigation of the magnetic properties of thin magnetic films is of great scientific as well as practical interest for two reasons. First, thin magnetic films, being two dimensional (one of the dimensions is much smaller than the others) show novel properties; their study can solve various problems in the theory of ferromagnetism which are difficult to solve using only data obtained from bulk materials [1,2]. Second, scientific and practical interest with respect to thin magnetic films has increased due to their possible practical applications for logic and memory elements in computer technology [3–7].Their coercive force, which is relatively increased with respect to bulk magnetic materials, is one of the basic properties of thin magnetic films. As is known, the coercive force of thin magnetic films is one of the most important design parameters for memory and logic elements in computer technology, since the coercive force defines the current necessary for the reversal of the magnetic polarity. Although this parameter is of great importance and intensive investigations of it have been carried out, precise data do not yet exist. As a matter of fact, the existing data are often contradictory, because basic technological factors were not taken into account in the investigations.To illustrate the above we give the results of a number of experimental studies in which attempts were made to establish the dependence of the coercive force upon the thickness of the magnetic film as shown in Fig. 1 (curves 2,3,4,7,15,17). Curve 16 is a calculated curve, the other curves refer to thin magnetic films obtained by various authors using the electrolytic depositing method.From this data it is evident that the magnitude of the coercive force for a certain thickness of thin magnetic film, prepared from the same magnetic material according to the same method, assumes different values with different authors. This is explained by the fact that the investigation of the dependence of the coercive force upon the film thickness is extremely complex because it is difficult to control the basic technological factors and also because various additional factors come into play which were not taken into account by the authors.     

高频电磁干扰对传输线耦合全波建模方法

对于场线耦合问题,经典传输线理论不适用于求解高频电磁干扰辐照下传输线负载上的电压和电流响应。针对这一问题,首先介绍了一种基于天线理论和模拟行为建模（ABM）的时域全波建模方法。该方法利用Harrington矩量法将电流积分方程离散并推导得到宏模型时域表达式,然后利用ABM频域功能实现频变参数的傅里叶逆变换和时域卷积计算。利用电路求解器,该建模方法可直接求解任意结构传输线耦合的负载处瞬态响应;与传统全波算法相比,模型一旦建立便可应用于任意入射场和线性/非线性负载的情况,无需重复耗时地求解电流积分方程。该方法可简化全波算法求解过程,提高仿真计算效率,尤其便于在入射场和负载存在不确定参数时进行高效重复抽样计算以获得统计特性。然后以高频电磁干扰耦合有损大地上的双导体传输线为例,通过与数值电磁代码和传统传输线理论方法的求解结果对比,验证了所提宏模型的有效性以及传输线理论在解决场线耦合问题时的局限性。结果表明,基于全波方法构建的宏模型可在时域内高效准确地求解高频电磁干扰辐照下任意形状传输线负载上的瞬态响应。     

Magnetic propulsion of intense lithium streams in a tokamak magnetic field

This paper describes the effect and gives the theory of magnetic propulsion which allows driving free surface plasma facing liquid lithium streams in tokamaks. In the approximation of a thin flowing layer the MHD equations are reduced to one integrodifferential equation which takes into account the propulsion effect, viscosity, and the drag force due to magnetic pumping and other interactions with the magnetic field. A stability criterion is obtained for stabilization of the "sausage" instability of the streams by centrifugal force.     

Modelling tunnel diodes for computer aided design

A SPICE macromodel for simulating tunnel diode current-voltage characteristic is presented. An example is given to verify the model.     

梯度磁场下磁流体三维结构的格子-Boltzmann方法模拟

考虑磁性颗粒受到的各种内力与外力包括重力、布朗力、van der、Waaks力、磁偶极-偶极作用力以及外磁场作用力,建立了描述磁流体结构的两相格子-Boltzmann三维模型,对外加梯度磁场条件下磁流体的介观结构进行了模拟.模拟结果表明:外加梯度磁场时磁流体粒子沿梯度方向聚集并出现分层现象,且随时间推移和外加磁场增大,分层现象越来越明显.     

Dielectric linear response of magnetized electrons: Drag force on ions

The drag force on ions moving in a magnetized electron plasma is calculated in dielectric linear response. Various representations of the dielectric function ε(k, ω) are investigated for their suitability to display the limits for an infinite and a vanishing magnetic field. While the influence of the magnetic field is negligible in certain regions of k-space, it introduces in other regions a strong oscillatory structure in the dielectric function. This requires a careful treatment of the multidimensional integrations necessary for the drag force. The contributions from oscillatory integrands are treated by the saddle point method. Explicit results are obtained for the dependence of the drag force on the magnetic field, the direction of motion of the ion relative to the magnetic field, the shielding in the electron plasma, its density and the anisotropy of the electron temperature. The importance of the collective response of the electrons is investigated for limiting cases of the magnetic field. The validity of the linearization of the dielectric theory is checked by comparison with results obtained by numerical simulation of the nonlinear Vlasov-Poisson equation. For strong magnetic fields and low ion velocities, the simulations rather agree with the complementary binary collision model than with linear response.     

磁单极与磁洛伦兹力

概述了磁单极概念的历史发展,从洛伦兹变换出发,利用电磁场张量和四维力的协变性以及电荷相对论不变,直接证明了运动磁单极受磁洛伦兹力,建议了一个磁洛伦兹力的验证方案,并用磁洛伦兹力公式导出狄拉克电荷量子化条件．证明了磁洛伦兹力公式具有与库仑定律相同的精确度．     

磁流体中Helmholtz和Kelvin力的界定

磁流体磁彻体力的两种简化形式Helmholtz力和Kelvin力具有一定的适用范围.在推导磁流体中的磁彻体力表达式基础上,分析Helmholtz力和Kelvin力在磁流体中的起源,得出两种形式的成立条件.计算结果表明:当磁流体磁导率与外磁场强度无关时,磁流体磁彻体力可由Helmholtz力表示;当磁流体中磁性颗粒的平均磁矩与磁流体比体积无关时,Kelvin力为磁彻体力的简化形式;在磁流体磁化系数与其密度成正比情况下,Helmholtz力可转换为Kelvin力. 关键词： 磁流体 磁彻体力 Helmholtz力 Kelvin力     

垂向磁场变化量对高温超导块材悬浮力特性的影响

高温超导体因其无源自稳定的特性,受到许多学者的重视,具有广阔的应用前景.目前针对高温超导块材悬浮性能的研究主要集中于由永磁体产生的低磁场环境.本文基于超导磁体平台提供的强磁场环境,通过改变高温超导块材不同的场冷高度,实验研究了高温超导块材悬浮力与垂向磁场变化量的关系.研究结果表明随着垂向磁场变化量的增加,高温超导块材的悬浮力增长趋缓,并最终出现悬浮力饱和的现象.本文还对比了YBCO 和Gd-BCO 两种不同材料超导块材的悬浮性能,结果发现GdBCO 的悬浮力在强磁场环境中表现出更大的潜力.这为高温超导磁浮在强磁场中的应用奠定了基础,通过更加合理地调节磁场的分布,可以更好地发挥高温超导块材的悬浮性能潜力     

Force law in material media,hidden momentum and quantum phases

We address to the force law in classical electrodynamics of material media, paying attention on the force term due to time variation of hidden momentum of magnetic dipoles. We highlight that the emergence of this force component is required by the general theorem, deriving zero total momentum for any static configuration of charges/currents. At the same time, we disclose the impossibility to add this force term covariantly to the Lorentz force law in material media. We further show that the adoption of the Einstein–Laub force law does not resolve the issue, because for a small electric/magnetic dipole, the density of Einstein–Laub force integrates exactly to the same equation, like the Lorentz force with the inclusion of hidden momentum contribution. Thus, none of the available expressions for the force on a moving dipole is compatible with the relativistic transformation of force, and we support this statement with a number of particular examples. In this respect, we suggest applying the Lagrangian approach to the derivation of the force law in a magnetized/polarized medium. In the framework of this approach we obtain the novel expression for the force on a small electric/magnetic dipole, with the novel expression for its generalized momentum. The latter expression implies two novel quantum effects with non-topological phases, when an electric dipole is moving in an electric field, and when a magnetic dipole is moving in a magnetic field. These phases, in general, are not related to dynamical effects, because they are not equal to zero, when the classical force on a dipole is vanishing. The implications of the obtained results are discussed.