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A method for dynamic response analysis of time-variant discrete systems

机译:时变离散系统的动态响应分析方法

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A method is proposed for analysing the transient response of structures when variation with respect to time of the stiffness and damping coefficients are taken into account. The state-variable technique is employed to formulate the dynamic equilibrium equation for the time-variant system. Excitation is represented as a series of impulses. It allows introduction of virtual initial conditions which are equivalent to the impulse excitations in the state space equations. The effective method for evaluation of a state transition matrix is used. Numericla tests of an illustrative example demonstrate the validity and effectiveness of the approach suggested in this paper. The method has great advantages when the behaviour of the semi-active system is calculated and the optimal control of the systems is simulated.
机译:提出了一种考虑刚度和阻尼系数随时间变化的结构瞬态响应的分析方法。使用状态可变技术来为时变系统制定动态平衡方程。激励表示为一系列脉冲。它允许引入虚拟的初始条件,该条件与状态空间方程中的脉冲激励等效。使用了评估状态转移矩阵的有效方法。 Numericla测试示例说明了本文提出的方法的有效性和有效性。该方法在计算半主动系统的行为并模拟系统的最优控制时具有很大的优势。

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