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Evaluation and Numerical Calculation of Entropy based on Contact Strain-Energy

机译:基于接触应变能的熵评估与数值计算

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The internal stress distribution of assembly could significantly influence the precision stability of structures after assembly. Inhomogeneous stress distribution in structures could change with time and environment, and the change is also inhomogeneous. References related to entropy evaluation just evaluate the contact area under assembly load, but the internal stress distribution is more significant. In this study, the qualitative analysis between internal stress distribution of components and entropy based on contact strain-energy was conducted. The correlation between internal stress distribution and entropy value was verified with finite element method. It is shown from the results that the bigger the value of entropy, the better the homogeneity of internal stress distribution. Finite element analyses were carried out with ABAQUS, the programs to calculate entropy value were made with Python, and could be called in ABAQUS in the form of Plug-in; users could gain the entropy value and stress value of elements by clicking mouse buttons.
机译:大会的内应力分布可以显着影响组装后结构的精度稳定性。结构中的不均匀应力分布可以随着时间和环境而变化,并且变化也不是不均匀的。与熵评估相关的参考文献只会在装配负载下评估接触面积,但内部应力分布更为显着。在这项研究中,进行了基于接触应变能的组分和熵的内应力分布之间的定性分析。用有限元方法验证了内应力分布和熵值之间的相关性。结果显示从熵的值越大,内部应力分布的均匀性越好。有限元分析与ABAQUS进行,计算熵值的程序是用Python进行的,并且可以在插件的形式中在Abaqus中调用;用户可以通过单击鼠标按钮来获得元素的熵值和应力值。

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