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Free-Response Simulation via the Proper Orthogonal Decomposition

机译:通过正确的正交分解进行自由响应仿真

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摘要

The proper orthogonal decomposition is applied to the response of linear and nonlinear beam models to construct a reduced-order model for predicting the response to various initial conditions without requiring the equations of motion for the structure. The proper orthogonal decomposition is interpreted as a modal sum, and the structural response to an initial condition is expressed as a weighted summation of proper orthogonal modes and corresponding proper orthogonal coordinate histories. A method for calculating the weights of each mode in the response to an altered initial condition is presented. This method is applied to predict the responses of a linear undamped beam model and a damped beam model with a nonlinear spring to various initial displacement and velocity profiles. The results obtained are compared with those from respective finite element models for each beam.
机译:将适当的正交分解应用于线性和非线性梁模型的响应,以构建降阶模型,以预测对各种初始条件的响应,而无需结构的运动方程。适当的正交分解被解释为模态总和,对初始条件的结构响应被表示为适当的正交模式和相应的适当正交坐标历史的加权和。提出了一种计算初始状态变化时每个模式的权重的方法。该方法用于预测线性无阻尼梁模型和带有非线性弹簧的阻尼梁模型对各种初始位移和速度分布的响应。将获得的结果与每个梁的相应有限元模型的结果进行比较。

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