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Finite element analysis of self-positioning microstructures and nanostructures

机译:自定位微结构和纳米结构的有限元分析

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The finite element method is used for modelling of self-positioning microstructures and nanostructures. The geometrically nonlinear problem with large rotations and large displacements is solved using a step procedure with coordinate updating after each step. It is shown that the real shape of the self-positioning structures is rather complicated and the analytical formulae have limited applicability in the estimation of such parameters as the curvature radius and/or angle of elevation.
机译:有限元方法用于自定位微结构和纳米结构的建模。使用一步过程解决了旋转大,位移大的几何非线性问题,并在每一步之后进行坐标更新。结果表明,自定位结构的实际形状相当复杂,并且分析公式在估计诸如曲率半径和/或仰角等参数时具有有限的适用性。

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