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Nonlinear Dynamic Structures with Developing Discontinuity

机译:开发不连续性的非线性动态结构

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Discontinuity is one of the most important nonlinear factors challenging both methods of nonlinear analysis and its applications. The problem becomes more complicated when the discontinuity is developing under the influence of dynamic processes in the structures. This paper presents the methodology for analysis and simulation of the systems with the developing discontinuity. It is based on the combination of analytical technique using nonlinear integral equations and the Matlab-Simulink computation. This methodology is applied to analysis of nonlinear dynamics of the cracked bar. Some new nonlinear phenomena have been revealed and validated.
机译:不连续性是最重要的非线性因素之一,挑战两种非线性分析方法及其应用。当不连续性在结构中的动态过程的影响下开发不连续性时,问题变得更加复杂。本文介绍了具有发展不连续性的系统的分析和模拟方法。它基于使用非线性积分方程和Matlab-Simulink计算的分析技术的组合。该方法应用于裂纹条的非线性动力学分析。一些新的非线性现象已被揭示和验证。

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