本文探讨一种新乘子迭代的乘子法。
In this paper, the multiplier method with a new multiplier iteration is developed.
应用拉氏乘子法推导有先决条件的广义变分原理。
The derivation of generalized variational principles with preconditions by the use of the Lagrange multiplier method.
利用乘子法研究了带有变系数的波方程的反馈镇定问题。
Using the multiplier method, we study the boundary feedback stabilization of the wave equation with variable coefficient.
本文简略介绍了使用乘子法解有约束极小问题的一个算法。
In this paper, an algorithm of multiplier method for the constrained minimization problems is introduced.
然后应用拉氏乘子法于有限变形回弹变分原理建立有限变形广义回弹变分原理。
Then, Lagrange arithmetic operator is applied in variation principle of finite deformation resilience to establish a generalized variation principle of springback.
应用拉氏乘子法，建立了一端固定、一端自由的自然弯曲细长梁动力分析的广义泛函。
The Lagranges multiplier method is applied in this paper to set up a generalized function of dynamic analysis of the natural curved slender beams which have one built-in end and one free end.
本文通过对已识别拉氏乘子法的初步探讨，指出了已识别拉氏乘子法是变分原理中泛函变换的统一方法。
Based on a preliminary study on the identified multiplier method, it is pointed out in this paper that this method is a unite method of functional transformation in variational principle.
本文针对设置有对称斜腹杆的钢筋混凝土框架-桁架结构，运用非线性规划方法拟牛顿乘子法，对框架-桁架结构体系中斜撑的刚度进行优化。优化结果可供工程设计参考使用。
In this paper, a nonlinear planning method, quasi Newton multiplier method, is introduced for the optimization of the bracing stiffness in braced frame structures with symmetric bracings.
在此基础上，采用乘子惩罚函数法进行求解，并通过算例证明该方法的正确性和可行性。
The optimization with single-objective and single-constraint is realized by using a technique of multiplier penalty functions.
在此基础上，采用乘子惩罚函数法进行求解，并通过算例证明该方法的正确性和可行性。
The optimization with single-objective and single-constraint is realized by using a technique of multiplier penalty functions.
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