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对应原理的英文

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"对应原理"怎么读用"对应原理"造句

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  • correspondence principle
  • principle of correspondence

例句与用法

  • This result is known as the bohr correspondence principle .
    这样的结果通称为玻尔对应原理
  • To discuss this wave aspect, it is useful to invoke a form of the correspondence principle .
    为讨论这个波动性质,利用对应原理的一种形式是有好处的。
  • Research on the projection - correspondence principle for perspective drafting
    利用透射对应原理画透视图的探讨
  • Chaplygin correspondence principle
    恰普雷金对应原理
  • Using elastic - viscoelastic correspondence , the viscoelastic solutions are obtained by inversion of laplacian transform
    利用对应原理,经过反变换得到粘弹性力学解答。
  • The elastic recovery correspondence principle can be applied to analyze the concrete , which makes a new research method for the concrete nonlinear viscoelastic problem
    弹性回复对应原理可以推广应用于混凝土材料,从而为研究混凝土材料的粘弹性问题提出了一个新的研究方法。
  • The article is based on the integal equation , we get the wave equation based on the standard linear viscoelasic solid with the corresponding theory and used the pseudospectral forward data modeling in the wave field
    摘要以积分本构方程为基础,应用对应原理建立线性粘弹体中的波动方程,采用伪谱法进行数值模拟。
  • The correspondence principle of ability and rank as the management idea and management tool of a kind of modern organization , has very important function to optimize the present civil servant ’ s position management of our country
    能级对应原理作为一种现代组织的管理理念和管理工具,对于优化中国当前的公务员职位管理具有十分重要的作用。
  • According to elasticity recovery correspondence principles and different boundary condition , the solution of a nonlinear viscoelastic problem can be obtained if the solution of the corresponding nonlinear elastic problem is known
    通过对应原理,根据不同的边界条件,只要知道了非线性弹性问题的解,就可以求出非线性粘弹性问题的解答来。
  • In this paper , using the elasticity recovery correspondence principle and the nonlinear viscoelastic continuum thermodynamics , we utilize the irreversible thermodynamics to get the nonlinear viscoelastic relations with damage
    本文结合弹性回复对应原理,从非线性粘弹性材料的连续介质热力学分析入手,通过不可逆热力学定律来求出含损伤的非线性粘弹性本构关系。
  • 更多例句:  1  2  3
用"对应原理"造句  

其他语种

百科解释

对应原理是物理学的原理,于1923年被玻尔提出,指在量子数很大而改变很小的情况下,量子理论所得的结果应趋近于经典物理学的结果,反之亦然。在任何的物理量F, 与作用量J, 作偏导数,在上述条件下,应有:
详细百科解释
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