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迭加定律
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  “迭加定律”译为未确定词的双语例句
     The dynamical problem of the time-dependent harmonic oscillater with force quadratic in the velocity is resolved by the nonlinear superposition law.
     并根据非线性迭加定律解决了变质量变频率谐振子又受到与速度平方成比例的力时的动力学问题。
短句来源
  相似匹配句对
     Law of universal repulsion
     万有斥力定律
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     The Daffodil Principle
     水仙花定律
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     However,is the priciple a physical law or a mathematic theorem?
     但迭加原理究竟是物理定律,还是数学法则?
短句来源
     ON THE PRINCIPLE OF SUPERPOSITION
     关于迭加原理
短句来源
     The separate linear superposision principle and rectilinear propagation law of light is a basis of wave optics and geometrical optics.
     光的独立性、线性迭加性原理和直线传播定律是波动光学和几何光学的基础之一。
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On the basis of the new concepts of the characteristic state and characteristic lattice parameter,and of the sum law for characteristic lattice parameter-generalized Vegard′s law,we have deduced a normative equation of a-c curve for the regular solid solutions,a=(1-c)a_(1.0)+ca_(2,J)+c(1-c)[a_(1,J)-a_(1,0))+(a_(2,J)-a_(2,0))].The condition of the existence of the extreme value for a-c curve has been discussed.Taking Au-Ag alloy system as an example,an analysis method of valence electron structure of continuous...

On the basis of the new concepts of the characteristic state and characteristic lattice parameter,and of the sum law for characteristic lattice parameter-generalized Vegard′s law,we have deduced a normative equation of a-c curve for the regular solid solutions,a=(1-c)a_(1.0)+ca_(2,J)+c(1-c)[a_(1,J)-a_(1,0))+(a_(2,J)-a_(2,0))].The condition of the existence of the extreme value for a-c curve has been discussed.Taking Au-Ag alloy system as an example,an analysis method of valence electron structure of continuous solid solutions has been introduced.

本文基于溶质和溶剂原子的特征态和特征晶格参量的新概念,以及特征晶格参量迭加定律——广义Vegard定律,导出了规则固溶体a-c曲线的一个标准方程:a=(1-c)a_(1,0)+ca_(2,J)+c(1-c)[(a_(1,J-a_(1,0))+(a_(2,J)-a_(2,0))];就a-c曲线极值存在的条件进行了讨论;并以Au-Ag系为例,介绍了一种最简单的连续固溶体价电子结构的分析方法。

The Ermakov system is extended in this paper. The dynamical problem of the time-dependent harmonic oscillater with force quadratic in the velocity is resolved by the nonlinear superposition law.

本文对Ermakov系统进行了推广。并根据非线性迭加定律解决了变质量变频率谐振子又受到与速度平方成比例的力时的动力学问题。

 
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