• For block systems with small strain, finite displacement and finite rotation, a 3-dimensional mode distinct element method (3mdem) was presented.

    本文针对应变、大位移转动块体系统建立了三维态变形体离散数值模型(3mdem)。

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  • With the help of the theory of quaternions the theorems of commutativity of composition for the finite rotation of rigid body are proved in the any order.

    借助于元数理论证明了任意顺序刚体有限转动合成交换定理

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  • A rotation transformation method is to be used in changing an ordinary linear programming (LP)problem into an equivalent easily-solved continuous knapsack one after a finite iteration.

    本文运用旋转变换有限次变换后,将普通线性规划LP问题,化为一个等价的易于求解的连续背包问题。

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  • The permutation of the finite set is introduced into the denumerable set as well as the definition of the basic rotation, the rotation and the composition of the countability.

    有限集中置换推广到可数上,引入轮换、轮换变换可数次合成概念的定义。

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  • The effect of the whisker rotation on the hot compressive deformation behavior of the whisker reinforced aluminum matrix composite is investigated by the plane strain finite element method.

    采用平面应变有限元方法研究转动晶须增强复合材料压缩变形行为影响

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  • A nonlinear axisymmetric finite element model was built to simulate position on rim, inflation and free rotation of radial tire.

    建立一种子午线轮胎轴对称非线性有限元模型用以模拟轮胎的轮辋定位充气自由旋转过程。

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  • An effective method is presented to derive the equations of finite-rotation plan beams.

    提出种在绝对坐标系中建立小应变有限转动平面动力学方程有效方法

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  • The excellent characteristics of rotation-invariance, good orientation selection and finite redundancy are fully utilized, and applied in texture feature extraction.

    充分利用双树复小波变换旋转不变性、良好方向选择性以及有限余等优点,将其有效应用于纹理特征提取过程中。

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  • The finite element model showed that the pres sure within lumbar nucleus pulposus was the highest with rotation manipulation a nd the lowest with sitting- rotation manipulation.

    有限元模型模拟手法作用时,椎间盘压力在坐位旋转手法时最大

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  • The finite element model showed that the pres sure within lumbar nucleus pulposus was the highest with rotation manipulation a nd the lowest with sitting- rotation manipulation.

    有限元模型模拟手法作用时,椎间盘压力在坐位旋转手法时最大

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