| 1. | From the least complementary principle , several variational principles are derived
最小余能原理还有一些派生的变分原理。 |
| 2. | Whether in solid mechanics or in fluid mechanics , the least complementary principle is a basic principle to be applied extensively . its content is considerable abundance
无论在固体力学还是流体力学中，最小余能原理都是应用广泛的一个基本原理，它的内容也相当的丰富。 |
| 3. | From the least complementary principle , the general expressions of deformable consistency equations are derived . for realizing the compute processes of the flexibility method , the matrices of internal forces and the coefficient matrices are presented
有了变形协调方程就可以进行内力计算了，为了用计算机实现力法的计算过程，给出了内力的矩阵表达式及系数矩阵的形成方法。 |
| 4. | The main character of the model is to apply complementary principle to analyze fdi , by integrating the comparative advantage of the classic economic and the theory of factor endowment , on the base of the theory of coordination game
本文的合作型fdi模型的最主要特征是在借鉴协调博弈理论的基础上，结合古典经济学的比较优势理论和赫克歇尔? ?俄林的要素禀赋理论，将协调博弈的“互补性原理”应用于fdi分析。 |
| 5. | In this paper , by using the collecting method that was put forward by hu haichang , from basic equations of elastic mechanics , the right expression of the least complementary principle is derived , the author points out that the least complementary principle of conservative system does not include volume force terms
本文应用胡海昌先生提出的凑合法，从弹性力学的基本方程出发，推导了最小余能原理的正确表达形式，指出对于保守系统最小余能原理不包含体积力项。 |
| 6. | The stationary conditions of the least complementary principle had different forms . in this paper , by using the adding zero transformation and the lagrangian multiplier method , the stationary condition of the least complementary principle is derived and it satisfies the completeness of varied conditions for variational principles in elastic mechanics
最小余能原理的驻值条件也曾有过不同的提法，本文应用加零变换和拉氏乘子法推导了最小余能原理的驻值条件，它应满足弹性力学变分原理各类条件的完备性。 |
| 7. | The least complementary principle is the foundation of flexibility method , the flexibility method is an important part of structural mechanics , and is an indispensable method of computer analyses for structures . in this paper , the author discourses emphatically on the order - flexibility method . the core of the flexibility method is deformable consistency equations
最小余能原理是力法的基础，力法是结构力学中的一个重要组成部分，也是进行结构计算的一种不可缺少的方法，当代计算机的高度发展使利于程序计算的方法备受关注，因此本文着重论述了秩力法。 |
