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The Application of the Wavelet Finite Element Method on the Temperature Field and Thermal Stress Analysis of the Petroleum Tank

机译:小波有限元法在石油罐温度场和热应力分析中的应用

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摘要

In order to analyze the temperature field and thermal stress distribution of the wall of the petroleum tank, the wavelet finite element was established by applying Daubechies wavelet scale function as interpolating function. And the temperature field and thermal stress distribution was calculated respectively. In order to verify the precise of the numerical method, the testing for measuring the temperature and the thermal stress of the tank wall was carried out. Through comparing the results by different method, conclusions can be drawn that the wavelet finite element was convergent and had higher analysis precision than traditional finite element method. The wavelet element method will apply less wavelet finite elements to obtain results with higher precision comparing with traditional finite element carried out by ANSYS software. The wavelet finite element method showed advantages for analyzing the high gradient problems. The wavelet finite element method would effectively offer the theory guidance for the optimizing design of the petroleum tank.
机译:为了分析油箱壁的温度场和热应力分布,以Daubechies小波尺度函数为插值函数,建立了小波有限元。并分别计算了温度场和热应力分布。为了验证数值方法的准确性,进行了测量罐壁温度和热应力的测试。通过对不同方法的结果进行比较,可以得出结论:小波有限元具有收敛性,比传统的有限元方法具有更高的分析精度。与ANSYS软件进行的传统有限元相比,小波方法将应用较少的小波有限元来获得更高的精度。小波有限元方法显示了分析高梯度问题的优势。小波有限元方法将为石油储罐的优化设计提供有效的理论指导。

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