首页> 外文期刊>Numerical Heat Transfer, Part B. Fundamentals: An International Journal of Computation and Methodology >DIRECT SENSITIVITY COEFFICIENT METHOD FOR SOLVING TWO-DIMENSIONAL INVERSE HEAT CONDUCTION PROBLEMS BY FINITE-ELEMENT SCHEME
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DIRECT SENSITIVITY COEFFICIENT METHOD FOR SOLVING TWO-DIMENSIONAL INVERSE HEAT CONDUCTION PROBLEMS BY FINITE-ELEMENT SCHEME

机译:二维有限元格式的二维热传导反问题的直接灵敏度系数法

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摘要

A simple, but versatile, algorithm called the direct sensitivity coefficient (DSC) method has been developed to deal with multidimensional inverse heat conduction (IHC) problems Different sensitivity coefficients have been used to assess the physical responses of the domain considered under unit loading conditions. The concept of the finite-element discretization has been applied to evaluate the global responses under total loading conditions. The method developed is capable of dealing with unknown surface heat flux surface temperature, heat transfer coefficient, or any combination of them. In this article the formulation as well as the theory adopted is discussed. The finite-element procedures for solving a two-dimensional steady-state problem are specifically illustrated. Analysis for several selected benchmark problems is then presented, emphasizing accuracy estimations. Both linear and nonlinear problems are considered. Recommendations for further work are also included in this article. [References: 13]
机译:已经开发出一种简单但通用的算法,称为直接灵敏度系数(DSC)方法来处理多维逆向导热(IHC)问题。已使用不同的灵敏度系数来评估在单位负载条件下考虑的域的物理响应。有限元离散化的概念已应用于评估总载荷条件下的整体响应。所开发的方法能够处理未知的表面热通量,表面温度,传热系数或它们的任意组合。在本文中,将讨论配方以及所采用的理论。具体说明了解决二维稳态问题的有限元程序。然后介绍了对几个选定基准问题的分析,着重于准确性估计。同时考虑了线性和非线性问题。本文还包括有关进一步工作的建议。 [参考:13]

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