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Analysis of thermal effect around an underground storage cavern with a combined three-dimensional indirect boundary element method

机译:三维间接边界元组合分析地下储藏库周围的热效应

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This paper combines a displacement discontinuity method (DDM) for elasticity and an indirect boundary element method (IBEM) for heat conduction to investigate three dimensional thermal displacements and stresses, such as those around an underground storage cavern. The thermal displacements and stresses due to temperature change are expressed in terms of a thermal displacement potential function. For a constant point heat source, we present a derivation for solution of the thermal displacement potential function and the solution is the same as found in literature. A hybrid scheme with semi-analytical integration and a direct numerical integration are used to integrate the thermal displacement potential function due to a constant heat source on a triangular region. The hybrid scheme is used to overcome a difficulty arising with the semi-analytical integration for points whose projection on the integration plane is close to the vertices of the triangle. The combined IBEM with the hybrid integration scheme is first verified with the analytical solution for an infinite elastic body with a spherical cavity. The results agree well, although differences are observed in the early stages of simulation. Then the method is used to simulate the deformation around a liquefied natural gas underground storage cavern.
机译:本文结合位移不连续性方法(DDM)的弹性和间接边界元方法(IBEM)的导热性,研究三维热位移和应力,例如地下储藏洞周围的热位移和应力。由温度变化引起的热位移和应力以热位移势函数表示。对于定点热源,我们给出了热位移势函数解的推导,该解与文献中的相同。由于在三角形区域上有恒定的热源,使用具有半解析积分和直接数值积分的混合方案来积分热位移势函数。对于在积分平面上的投影接近三角形顶点的点,使用混合方案来克服半解析积分产生的困难。首先用解析解决方案验证了带有球腔的无限弹性体的结合IBEM和混合集成方案。尽管在模拟的早期阶段观察到了差异,但结果吻合得很好。然后将该方法用于模拟液化天然气地下储藏室周围的变形。

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