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Use of nonlinear incremental parameters to predict thermal post-buckling and nonlinear vibration behavior of columns and beams on elastic foundation

机译:使用非线性增量参数预测弹性基础上柱和梁的热后屈曲和非线性振动行为

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摘要

Simple nonlinear incremental formulation is presented, to predict the thermal post-buckling and nonlinear vibration behavior of columns and beams, on the Winkler foundation. This formulation gives simple formulas to evaluate the thermal post-buckling load and the nonlinear frequency parameters. The numerical constant that is required in this formulation is obtained from the tensile and the thermal buckling loads. The tensile load in the columns and beams is induced due to the immovable end axial displacements and large deflections. The compressive mechanical equivalent of the thermal load is developed in the uniformly heated column with the same immovability condition of the end axial displacements. By using these values, the simple analytical formulas of the thermal post-buckling and the nonlinear frequency parameters can be directly obtained. The derivation of these formulas require only the values of the thermal buckling load and linear frequency parameters of the columns and beams on the Winkler foundation. The efficacy of these simple formulas is demonstrated by comparing with those obtained by using the relatively complex continuum and numerical formulations.
机译:在Winkler基础上,提出了简单的非线性增量公式,以预测柱和梁的热后屈曲和非线性振动行为。该公式给出了简单的公式来评估热屈曲后的载荷和非线性频率参数。该公式所需的数值常数是从拉伸和热屈曲载荷获得的。由于不可移动的端部轴向位移和较大的挠度,在柱和梁中产生了拉伸载荷。热负荷的压缩机械当量是在均匀加热的色谱柱中产生的,其端部轴向位移的固定性相同。通过使用这些值,可以直接获得热后屈曲和非线性频率参数的简单解析公式。这些公式的推导只需要Winkler基础上的柱和梁的热屈曲载荷值和线性频率参数即可。通过与使用相对复杂的连续体和数值公式获得的结果进行比较,证明了这些简单公式的有效性。

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