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The Studying of Hydrogen Diffusion Non-Stationary Processes Near a Crack in the Field of Heterogeneous Mechanical Tensions for the Encapsulated MEMS Devices

机译:封装MEMS器件的异质机械张力裂纹裂纹附近的氢气扩散非静止工艺的研究

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In this paper we study an elastic-plastic isotropic body weakened by a rectilinear crack, directed along the abscissa axis, under the action of stresses symmetrical about its plane. An approximate (analytical and numerical) solution of this problem is constructed under the condition that the hydrostatic deformation of the split expansion is approximated by a parabola. The concentration of hydrogen near the top of the crack is calculated.Note that when using the above calculation formulas, at each node we get several approximations to the exact solution. In the proposed methods, only three appeals to the right-hand side of the differential equation are necessary to obtain both the third order accuracy method and the two approximations (upper and lower) of the second order of accuracy.
机译:在本文中,我们研究了沿着横向轴的直线裂缝削弱的弹性塑料各向同性体,在围绕其平面对称的应力的作用下。 该问题的近似(分析和数值)解决方案是在分裂膨胀的静液压变形的条件下构建,抛物线近似。 计算裂缝顶部附近的氢的浓度。当使用上述计算公式时,在每个节点处,我们将若干近似为确切的解决方案。 在所提出的方法中,对于差分方程的右侧仅需要三个吸引力,以获得二阶精度方法和二阶精度的两个近似(上下)。

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