It is important for us to analyze their successful experience, which is useful to learn electromagnetics and develop scientific methods. 剖析他们的成功的经验,对我们更好的学习电磁学知识以及培养科学的研究方法有着非常重要的意义。
In this paper, the computational Mechanics and electromagnetics have been combined to develope the theory and design of EHD. 文中将计算力学方法与电磁场理论结合起来,建立了电磁式谐波传动的理论和设计方法。
Radial Basis Functions and Coupled Method in Computational Electromagnetics 径向基函数及其耦合方法在电磁场数值计算中的应用
Wavelet transform in computational electromagnetics application 小波分析及其在计算电磁学中的应用
A uniformly charged ring is a basic model in electromagnetics and applications, and it is important to study spatial distribution of electric field and electric potential generated by it. 均匀带电细圆环是电磁学理论及应用中的基本模型,研究其产生的电场在空间的分布具有重要意义。
A permanent magnetic epicyclic gear drive was presented, and its geometry and kinematics were analysed by applying the principles of epicyclic gear drive and electromagnetics integratively. 综合应用行星齿轮传动原理和电磁学原理,对永磁行星齿轮传动进行了几何学和运动学的分析。
Finite element analysis ( FEA) is broadly used in engineering, it was initially applied to simulate and solve a variety of engineering mechanics, thermal, electromagnetics, and other physical problems. 有限元分析法(FEA)是一种在工程学中广泛应用的方法,最初应用于模拟并且解决各种工程力学、热学、电磁学等物理问题。
This course introduces the theory of engineering electromagnetics. 本课程在介绍工程上基本的电磁学理论。
Time is a created illusion and gravity, earth spin ratio, electromagnetics and celestial alignments are components of its unfolding. 时间是一个被创造出来的幻像,重力、地球自转、电磁场和天体对应都是用来展现它的要素。
An Assessment and Measurement on the Achievement of Electromagnetics in College Physics 大学物理电磁学学业成绩的测量评价
This course features a series of MATLAB? and physical demonstrations which help to illustrate the principles of electromagnetics. 本课程藉由一系列的MATLAB?文件和物理实验说明电磁学的原理。
But this matrix is a full matrix, and much time is needed for the MOM analysis of complicated electromagnetics environment. 但该方法得到的阻抗矩阵是一个满阵,在复杂电磁学间题中,不论是阻抗矩阵填充还是求逆都会花费大量时间。
Field Analysis of the Plane Wave in Multilayered Media as a Difficult Teaching Point in Electromagnetics 电磁场教学难点剖析&分层媒质中平面波的场分析
Electromagnetics is one of the most fundamental subjects in an electrical engineering curriculum. 电磁学为电机、电子工程课程中最基本的科目之一。
A Study on Infinitesimal Method in Electromagnetics Teaching 电磁学中微元法的教学研究
( A,φ) is a basic physics concept in electromagnetics. (A,φ)是电磁学中的一对基本的物理量。
This paper presents a new treatment of boundary value problems in electromagnetics. 本文提出了一种处理电磁边界条件的新方法。
This paper brief discuss the function of symmetry in the electromagnetics theory teaching and developing process. 本文简要论述了对称性在电磁学理论教学和发展过程中的作用。
The application of finite elements method ( FEM) in electromagnetics has a history of 30 years. 有限元法在电磁学中的应用已有30年的历史了。
Time domain methods are popular and efficient in computational electromagnetics. 时域数值方法是计算电磁学领域的研究热点和常用方法。
The teaching of the Lenz's law is a difficult point in electromagnetics teaching. 楞次定律是电磁学教学中的难点。
With the rapid development of electromagnetism and the computer science, the advantages of computational electromagnetics become more obvious. 随着电磁学和计算机科学技术的高速发展,计算电磁学本身自有的优越性变得越发的明显。
The computational electromagnetics gradually occupied the dominant position of interdisciplinary analysis of the electromagnetic problems. 特别是在有关电磁问题交叉学科的分析过程中,计算电磁学逐渐占据了主导的地位。
This is a great challenge for all computational electromagnetics methods. 这无疑是对所有电磁计算方法的严峻考验。
But this content has been ignored in tensor math history. Secondly, analyse electromagnetics origin of tensor concept. 在关于张量数学史的研究中,这是一个被忽略的内容。其次,解读了张量概念的电磁学起源。
The research and development of Left-handed materials have induced a great influence on fields such as solid physics, material science, optics and applied electromagnetics in recent years. 近年来左手材料的研究与开发对固体物理、材料科学、光学和应用电磁学领域都产生了深远的影响。
The scattering magnifying phenomenons in transformation electromagnetics are studied. 对变换电磁学中的散射放大现象进行了研究。
This thesis concentrates on the parallel techniques and their applications in computational electromagnetics. 本文着力于计算电磁学中并行技术及其应用的研究。
The Finite-Difference Time-Domain ( FDTD) method is an important and popular numerical method in computational electromagnetics. 时域有限差分法(FDTD)是当前计算电磁学中重要的、被广泛采用的数值方法。
In recent years, an important field on the study of electromagnetics is one about new material. 近年来,电磁学研究的一个重要领域是关于新材料的研究。