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A New Truly Meshless Metod for Heat Conduction in Solid Structures

机译:一种新的真正无网格的固体结构导热方法

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In this study a new meshless method is presented for the analysis of heat transfer in heterogeneous solid structures. The presented meshless method is based on the integral form of energy equation for the sub-particles in the domain of the material. A micromechanical model based on the presented meshless method is presented for analysis of heat transfer,temperature distribution and steady-state effective thermal conductivities of fiber-matrix type of composite materials. Because the domain integration is eliminated in the presented meshless formulation,the computational efforts in presented method are decreased substantially. A small area of the composite system called the representative volume element (RVE) is considered as the solution domain. The fully bonded fiber-matrix interface is considered and contact thermal resistant is neglected in the fiber-matrix interface and so the continuity of temperature and reciprocity of heat flux is satisfied in the fiber-matrix interface. A direct interpolation method is employed for enforcement the appropriate boundary conditions to the RVE. Numerical results are presented for temperature distribution,heat flux and thermal conductivity. Numerical results show that presented meshless method is simple,effective,accurate and less costly method in micromechanical modeling of heat conduction in heterogeneous materials.
机译:在这项研究中,提出了一种新的无网格方法,用于分析异质固体结构中的传热。所提出的无网格方法基于能量方程的积分形式,用于材料域中的子粒子。提出了一种基于所提出的无网格法的微力学模型,用于分析纤维基复合材料的传热,温度分布和稳态有效热导率。由于在提出的无网格公式中消除了区域积分,因此大大减少了提出方法的计算量。称为代表体积元素(RVE)的复合系统的一小部分区域被视为解决方案领域。考虑到纤维-基体界面的完全结合,而在纤维-基体界面中忽略了接触热阻,因此在纤维-基体界面中满足了温度的连续性和热通量的互易性。采用直接插值方法对RVE实施适当的边界条件。给出了温度分布,热通量和导热系数的数值结果。数值结果表明,所提出的无网格方法是一种简便,有效,准确,成本低廉的非均质材料导热模型。

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