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A posteriori error estimate improvement in mesh adaptation for computer fluid dynamics applications

机译:计算机流体动力学应用中网格自适应的后验误差估计改进

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摘要

The objective of this work is to study, in a first part, the impact of mesh adaptation on computational estimates of lift and drag coefficients. The convergence of these quantities with successive adaptation is demonstrated by comparing with experimental results. As a second part, optimization of relevant adaptation parameters to accelerate the convergence is investigated. A combination of adaptation variables is proposed to better capture some physical features that are poorly represented when a single variable is used. On the other hand, a new error metric is derived from both Hessian and gradient that are used separately in the framework of mesh adaptation in general. The impact of the proposed improvements is demonstrated through test cases. [PUBLICATION ABSTRACT]
机译:这项工作的目的是在第一部分中研究网格自适应对升力和阻力系数的计算估计的影响。通过与实验结果进行比较,证明了这些量具有连续适应性的收敛性。第二部分,研究优化相关适应参数以加速收敛。建议使用适应变量的组合以更好地捕获某些使用单个变量时表现不佳的物理特征。另一方面,从Hessian和渐变派生出新的误差度量,它们通常在网格自适应框架中单独使用。建议的改进的影响通过测试案例得以证明。 [出版物摘要]

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