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Solving Small Deformation of Elastic Thin Plate by ULE Method and Computer Simulation Analysis

机译：用ULE法和计算机仿真分析解决弹性薄板的小变形

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摘要

In this paper, the small deformation and stress of an elastic thin plate with one end fixed and one end simply supported are studied by United Lagrangian - Eulerian method. The kinematic equation and dynamic equation of fluid-solid contact surfaces are put forward by united Lagrangian-Eulerian method. The differential equations for the small deformation of the elastic thin plate were established in a continuous cross-flow of ideal fluid. The expression of deflection is given by the boundary conditions. The Taylor expansion method is used to solve the deformation and stress of the elastic thin plate. The influence of different parameters on plate deformation and stress was analyzed by computer simulation.
机译：在本文中，通过联合拉格朗日 - 欧拉方法研究了一个端部固定的弹性薄板的小变形和应力，并支撑一端。由United Lagrangian-Eulerian方法提出了流体固体接触表面的运动学方程和动态方程。在理想流体的连续交叉流动中建立了弹性薄板的小变形的微分方程。边界条件给出偏转的表达。泰勒膨胀方法用于解决弹性薄板的变形和应力。计算机仿真分析了不同参数对板变形和应力的影响。

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