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Study on Shock Response of 2-DOF Nonlinear Cushion Packaging System with Strong Hysteresis

机译:具有强滞后2-DOF非线性缓冲包装系统的冲击响应研究

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This paper first establishes the model for a 2-DOF non-linear cushion packaging system with strong hysteresis and then derives its vibration equations. The vibration equations are transformed into ones using dimensionless variables and parameters. The influence of mass ratio and stiffness ratio on the system under excitation of trapezoidal pulse shock has been analyzed based on the response spectra obtained by applying the fourth order Runge-Kuntta method to the transformed equations. Results show that the mass ratio is the key design parameter.
机译:本文首先建立了具有强滞后的二进制非线性垫垫包装的模型,然后衍生振动方程。使用无量变量和参数将振动方程转换为振动方程。基于通过将第四阶runge-Kuntta方法应用于变换的方程,对梯形脉冲冲击激发的质量比和刚度比在梯形脉冲冲击的激发下的影响。结果表明,质量比是关键设计参数。

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