载流回路受磁场作用的一般运动趋势

本文根据学生学习的实际需求，从磁场做功和能量转换的角度论证了载流回路受磁场作用的一般运动趋势．     

从运动电荷受力看磁场与电场的相对性与整体性--《费曼物理学讲义》中的一个问题的再讨论

本文通过对载流导体附近运动电荷受力的再讨论，直观地展现了电场与磁场的相对性与整体性．     

非闭合导体回路电磁感应现象形成机制的探讨

很多教材只讨论闭合导体回路的电磁感应现象, 事实上非闭合导体中也会产生感应电流. 大块导体即 使外形上不闭合, 但当周围磁场发生变化时, 导体内部带电粒子也会在涡旋电场作用下形成涡流. 本文利用涡流的 形成及其磁效应原理对楞次定律演示环及楞次定律演示仪的实验现象进行解释推理     

任意载流线圈在均匀磁场中所受磁力矩公式的简单推证

本文从电流回路元在磁场中所受磁力矩公式出发，并将任意形状的载流线圈等效成由许多电流回路元构成，从而推证出任意载流线圈在均匀磁场中所受磁力矩公式。     

平面圆电流在远处任一点激发的磁场

文章用普通物理的方法计算了平面载流圆线圈在远处任意一点激发的磁场。     

载流圆环的张力、自感和线电流模型

分析讨论了一些献在计算载流圆环处于自身磁场受的张力和自感系数时使用线电流模型的不当所带来的发散问题。     

静磁场中的互作用能

讨论了在激发磁场的电流保持不变时和束缚磁荷作为磁场的不变时，两种情况下磁场的相互作用能。结果与静电场类似，两种情况的互作用能中都含有相互磁化，致使物体磁化状态改变作的功。     

闭合磁场的作用原理与布局逻辑

采用非平衡磁控溅射阴极在镀膜区间构建闭合磁场已经成为设计开发磁控溅射真空镀膜系统的通用手段,然而闭合磁场具体的作用对象、作用机制、闭合条件、布局逻辑以及作用效果等仍没有定量的判定标准或设计依据.本文从带电粒子在磁场中的运动出发,推导了真空室内电子与离子运动行为,得出闭合磁场的作用机制,并依此研究了磁控溅射阴极和离子源布局方式对电子约束效果和沉积效率的影响.结果表明,闭合磁场在真空室中主要通过约束电子来约束等离子体,进而减少系统内电子损失;阴极数量和真空室尺寸对闭合磁场的作用效果有重要影响.提出在真空室中央增加对偶离子源,研究了闭合磁场中阴极类型、旋转角度和磁场方向对电子的约束作用,发现当离子源正对阴极相斥或相吸时,真空室内分别形成了局部高密度和均匀连续的两种等离子体分布特征,边缘电子溢出比均低于3%,镀膜区的电子占比相对无对偶离子源时分别提高到53.41%和42.25%.     

基于PID算法的磁场闭环控制技术研究

已有的束流磁场控制方法大多采用开环的方式,即根据磁场需求直接设置磁铁电源输出的电流或电压值.但开环状态的磁场在现场噪声以及磁铁自身涡流效应的影响下,极容易发生偏移.针对此问题,设计了基于PID算法的磁场闭环控制系统.该系统以偏转磁铁为控制对象,使用霍尔传感器获取磁场值作为反馈,磁铁电源励磁电流的输出作为控制系统的输入量...     

Loop Homotopy Algebras in Closed String Field Theory

Barton Zwiebach constructed [20] “string products” on the Hilbert space of a combined conformal field theory of matter and ghosts, satisfying the “main identity”. It has been well known that the “tree level” of the theory gives an example of a strongly homotopy Lie algebra (though, as we will see later, this is not the whole truth). Strongly homotopy Lie algebras are now well-understood objects. On the one hand, strongly homotopy Lie algebra is given by a square zero coderivation on the cofree cocommutative connected coalgebra [13, 14]; on the other hand, strongly homotopy Lie algebras are algebras over the cobar dual of the operad &?om for commutative algebras [9]. As far as we know, no such characterization of the structure of string products for arbitrary genera has been available, though there are two series of papers directly pointing towards the requisite characterization. As far as the characterization in terms of (co)derivations is concerned, we need the concept of higher order (co)derivations, which has been developed, for example, in[2, 3]. These higher order derivations were used in the analysis of the ”master identity“. For our characterization we need to understand the behavior of these higher (co)derivations on (co)free (co)algebras. The necessary machinery for the operadic approach is that of modular operads, anticipated in [5] and introduced in [8]. We believe that the modular operad structure on the compactified moduli space of Riemann surfaces of arbitrary genera implies the existence of the structure we are interested in the same manner as was explained for the tree level in [11]. We also indicate how to adapt the loop homotopy structure to the case of open string field theory [19]. Received: 10 November 1999 / Accepted: 29 March 2001     

在自由空间里的运动磁场和时变磁场都没有产生电场

在自由空间里,磁场运动时没有产生电场、时变磁场的辐射运动也没有产生电场.故,“磁生电”的真实原因是：金属电子在广义洛伦兹磁力的作用下的流动而形成Ic,却不是法拉第-麦克斯韦-爱因斯坦在自由空间里虚构的位移电流Id.基于唯物主义自然观,联系电磁感应的物质是洛伦兹的金属电子,却不是法拉第-麦克斯韦-爱因斯坦的真空以太.     

Oscillations of Magnetic Fluid Column in Strong Magnetic Field

Russian Physics Journal - The paper considers the results of measuring the elastic parameters (ponderomotive elasticity coefficient, oscillation frequency, attenuation coefficient) of the...     

Diffusion-Weighted Magnetic Resonance Imaging in an Ultra-Low Magnetic Field

Magnetic resonance imaging is well known as a highly effective technique of medical visualization. One of its relatively new approaches is diffusion imaging. As a rule, the majority of magnetic resonance investigations in biology and medicine tends to be carried out in high magnetic fields (1.5 T and higher), but there are some advantages of the same experiments in low magnetic fields. It can be strongly useful, for example, for designing and testing new pulse sequences, training operators of magnetic resonance imagers, making new phantoms (model objects). In this study, diffusion-weighted imaging experiments in a low magnetic field 7 mT are performed in the first time. Nevertheless, this field is about two orders of magnitude bigger than an extremely low Earth field, and so concomitant gradients and polarization problems do not arise. In particular, diffusion weighted images of combined model samples (phantoms) are presented.     

磁传感器与磁场的测量

在中学物理教学中，研究磁场传统的实验方法是用小磁针显示磁场的方向，用小磁针或铁粉显示磁感线分布．磁针和铁粉用来形象描述磁场功不可没，可对磁感强度的定量研究却显得无能为力．学生也只好在题海中领会感受磁感强度B的大小；1特斯拉有多大?在脑子里只有一个模糊抽象的印象．物理学对电磁现象的研究成果为各行各业提供了先进的检测设备，可是在自身的物理教学中对磁场的实验检测仍停留在4大发明的“司南”时代．近来上海的DIS实验(数字化实验系统)，     

NMR in Magnetic Field of the Earth: Pre-Polarization of Nuclei with Alternating Magnetic Field

The polarization of nuclei in the low static magnetic field \(B_0\) with an alternating magnetic field \(B^{*} (B^{*} \gg B_0)\) at a very low frequency \(f_m\) (but \(f_m\gg 1\) / \({T_1}\) , where \(T_1\) is the spin-lattice relaxation time) has been investigated. The question of the optimization of the energy consumption during the pre-polarization is also considered. The possibilities of the method are illustrated by the observation of nuclear magnetic resonance signals from a few liquids.     

Hadron Polarization in Strong Magnetic Field

Physics of Particles and Nuclei Letters - The magnetic dipole polarizabilities and hyperpolarizabilities of the vector $${{rho }^{0}}$$ and $${{rho }^{ pm }}$$ mesons have been calculated. The...     

Geometric Phase in Fluctuating Magnetic Field

Geometric phase in a two-level atom with a fluctuating magnetic field is calculated by a nonunit vector ray in a complex projective Hilbert space, where the nonunit vector is a map connecting with density matrices of a quantum open system. We find that the Pancharatnam phase oscillates with evolving time. The Berry phase depends on the fluctuating parameter but it is proportional to the area spanned in the Bloch parameter space.     

Wave Packets in a Magnetic Field

A Gaussian wave packet confined to move on a plane perpendicular to a magnetic field remains a Gaussian wave packet in its time evolution. The average position and momentum follow the Ehrenfest equations which are identical to the classical Hamilton equations. A set of nonlinear equations decoupled from the Ehrenfest equation is derived for the parameters describing the time evolution of the density distribution and phases of a wave packet. Explicit solutions are then obtained when the "internal" angular momentum of the wave packet vanishes. In this case it is shown that the motion of the wave packet is a superposition of a translational motion, a rotation and a vibration.