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| 81. | static stiffness of the moving element suspensio |
| 运动部件悬挂静刚度 |
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| 82. | So by using finite-element method and taking the length and the height as main parameter, the bearing capacity, stiffness, stress distribution and destruction pattern of the vertical stiffener are analyzed. |
| 因此，采用有限元方法，以垂直加劲肋长度和高度为主要参数，对垂直加劲肋节点的承载力、刚度、应力分布和破坏模式进行了分析。 |
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| 83. | The element siiffness matrix and the geometric stiffness matrix etc. are explicitly presented. |
| 单元的刚度矩阵和几何刚度矩阵全部显式给出。 |
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| 84. | assembly of stiffness matrices |
| 刚度矩阵的组集 |
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| 85. | rigid metal girder |
| 刚度大的金属大梁 |
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| 86. | aligning torque stiffness coefficient |
| 回正力矩刚度系数 |
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| 87. | torsional stiffness graph |
| 扭转刚度图 -车身的 |
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| 88. | dynamic stiffnesss of the moving element suspension |
| 运动部件悬挂动刚度 |
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| 89. | constant rate semi-ellipitic spring |
| 等刚度弓形板弹簧 |
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| 90. | flexural rigidity of the plate |
| 板的抗弯刚度 |
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