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A New Finite Element Approach for Prediction of Aerothermal Loads: Progress in Inviscid Flow Computations

机译:预测热负荷的一种新的有限元方法:无粘性流量计算的进展

摘要

Recent progress in the development of finite element methodology for the prediction of aerothermal loads is described. Two dimensional, inviscid computations are presented, but emphasis is placed on development of an approach extendable to three dimensional viscous flows. Research progress is described for: (1) utilization of a commerically available program to construct flow solution domains and display computational results, (2) development of an explicit Taylor-Galerkin solution algorithm, (3) closed form evaluation of finite element matrices, (4) vector computer programming strategies, and (5) validation of solutions. Two test problems of interest to NASA Langley aerothermal research are studied. Comparisons of finite element solutions for Mach 6 flow with other solution methods and experimental data validate fundamental capabilities of the approach for analyzing high speed inviscid compressible flows.
机译:描述了用于预测热负荷的有限元方法的最新进展。提出了二维无粘性计算,但重点放在可扩展到三维粘性流的方法的开发上。描述了以下方面的研究进展:(1)利用可商购的程序来构造流动解决方案域并显示计算结果;(2)开发显式Taylor-Galerkin解算法;(3)有限元矩阵的封闭形式评估;( 4)向量计算机编程策略,以及(5)验证解决方案。研究了NASA Langley空气热研究感兴趣的两个测试问题。将Mach 6流的有限元解与其他解方法和实验数据进行比较,验证了该方法分析高速无粘性可压缩流的基本功能。

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