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Analysis of Thin Walled Wavy Shell of Monge Type Surface with Parabola and Sinusoid Curves by Variational-Difference Method

机译:分析差异法分析抛物线​​和正弦曲线薄壁波纹壳体薄壁波纹壳

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The paper is about the stress-strain state of the thin shell in the form of Monge surface with parabola generatrix and sinusoid guide. Coordinate system of the Monge surface is a system of coordinate lines of the principal curvatures of the surface. The variational-difference method is used for analysis. Variational-difference method allows using the geometric characteristics of the middle surface of the shell, which is important in the calculation of shells of complex shape. In the finite element method, which is often used in the shells of complex shape analysis, the equation of the middle surface of the shell is used only for finite element mesh.
机译:本文涉及薄壳的薄壳的应力 - 应变状态,其具有抛物线属植物和正弦引导件的Monge表面的形式。 Monge Surface的坐标系是表面主曲率的坐标线系统。变分差法用于分析。变分差法允许使用壳体中表面的几何特征,这在复杂形状的壳的计算中是重要的。在常用于复杂形状分析的壳中的有限元方法中,壳体中表面的等式仅用于有限元啮合。

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