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The response of the system 'beam - foundation' on sudden changes of boundary conditions

机译:系统“光束基础”对边界条件突然变化的响应

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The mathematic model of dynamic process into beam, which lies on the elastic foundation Winkler's type, at sudden change of boundary conditions caused by destruction of supporting is presented in the paper. Solution of static bending problem for such beam clamped at two ends is the initial state for dynamic process of it forced oscillations as cantilever rod at destruction of supports limiting edge displacements. The effect, which caused by sudden transformation of computational model of constructively nonlinear system 'beam - foundation' at different combinations of mechanical and geometrical parameters of beam and foundation, is investigated.
机译:在纸张中介绍了在纸上突然改变了由弹性基础Winkler型的梁的动态过程的数学模型。在两个端部夹紧的这种梁的静态弯曲问题的解决方案是其强制振荡的动态过程的初始状态,作为悬臂杆,在悬臂上被破坏限制边缘位移。研究了由梁和基坑的不同组合的建设性非线性系统“梁基 - 基础”建设性的非线性系统“梁基础”突然转换造成的效果。

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