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Transient analysis of layered beams subjected to steady heat supply and mechanical load

机译:在稳定供热和机械载荷下对分层梁进行瞬态分析

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摘要

In this study, an analytical model is developed for the analysis of transient temperature, displacements, and stresses in simply supported layered beams. The beam is suddenly heated from the top and bottom surfaces by external steady heat sources and is subjected to a mechanical load. The temperature in each layer is variable along the thickness and follows the one-dimensional (1-D) transient heat transfer equation. The Laplace transform approach is used to obtain the transient temperature field in the beam. The thermoelastic constants of the beam are temperature-dependent. Dividing every layer into a series of thin slices, the temperature and the thermoelastic constants for each slice can be considered uniform. The two-dimensional (2-D) thermoelasticity theory is adopted to derive the governing equations of displacements and stresses in each slice. The transfer matrix method is applied to obtain the displacement and stress solutions for the beam. As an example, the distributions of transient temperature, displacements, and stresses in a three-layer beam are studied. The effects of the temperature dependent thermoelastic constants on the mechanical behavior of the beam are discussed in detail.
机译:在这项研究中,开发了一种分析模型,用于分析简支分层梁中的瞬态温度、位移和应力。梁突然从顶部和底部表面被外部稳定的热源加热,并受到机械载荷。每层中的温度沿厚度变化,并遵循一维 (1-D) 瞬态传热方程。采用拉普拉斯变换方法获得光束中的瞬态温度场。光束的热弹性常数与温度有关。将每一层分成一系列薄片,每个切片的温度和热弹性常数可以被认为是均匀的。采用二维(2-D)热弹性理论推导了每个切片的位移和应力控制方程。采用传递矩阵法得到梁的位移和应力解。例如,研究了三层梁中瞬态温度、位移和应力的分布。详细讨论了随温度变化的热弹性常数对光束力学行为的影响。

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