1.In the region of relative stres_s σ/σⅠ>0.44-rapid creep range, the creep behavior can be described by Maxwell model, while σ/σ Ⅰ≤0.44-slow creep range, Maxwell-Kelvin model can be used.
在相对应力σ／σⅠ＞ 0．44范围──快速蠕变区段，其蠕变特性可用 Maxwell型描述； 在σ／σ Ⅰ≤0．44 范围──慢速蠕变区段，可用Maxwell－Kelvin模型描述。
2.The decoupling problem of the Dirac equation with non-zero rest mass in a nonstatic Dilaton-Maxwell black hole background is solved. The physical solutions of the Dirac equation with non - zero rest mass are found outside the event horizon of nonstatic DilatonMaxwell black hole by a proper transformation. The Hawking thermal spectra formula, the radiative temperature and the event horizon equation in also dirived.
给出了动态Dilaton－Maxwell黑洞背景下Dirac方程的退耦与分离变量，并通过适当的变换在动态Dilaton－Maxwell黑洞的视界附近找到了静止质量不为零的Dirac方程的有物理意义的解，导出了Hawking热谱公式、辐射温度和视界面方程。
3.The flux vectors of the equation are split on the basis of the local equilibrium Maxwell|Boltzmann distribution.
方程中的流矢量按局部平衡的Maxwell Boltzmann分布函数分解 .
4.Have introduced Maxwell model and Kelvin model in the classical model of viscoplasticity theory.
介绍了粘弹性理论经典模型Maxwell模型和Kelvin模型。
5.Complex Modal Analysis of a Taut Cable with Three-Element Maxwell Damper
斜拉索-三单元Maxwell阻尼器系统的复模态分析
6.THE PLASMA DRIVEN BY ELECTRONS WITH TWO-MAXWELL DISTRIBUTION
双Maxwell分布电子驱动的等离子体
7.The background, purpose, policies and research style of the Cavendish Laboratory esta- blished by Maxwell and the development of its traditions are reviewed and analysed.
系统地介绍和分析了J．C．Maxwell着手建立卡文迪什实验室的背景、宗旨、方针和方法；
8.The composite operatorhas been constructed and investigated with respect to the Maxwell-Chern-Simons theoryas well as Non-Abelian Chern-Simons theory.
用构造合成算符的方法讨论了Maxwell-Chern-Simons理论和非Abel Chern-Simons理论中的分数自旋问题；
9.The Finite Element Analysis Based on Maxwell for Magnetic Circuit Design of MR Damper
基于Maxwell的磁流变阻尼器的磁路有限元分析
10.Then after introducing the complex field F=E-iB, it will talk about a fermonic description formulation for Maxwell?s equations in media.
接着在引入复量场F =E -iB后 ,把介质中的Maxwell方程表述成费米子形式 .
