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Computational Methods for Problems in Aerodynamics and Large Space Structure Using Parallel and Vector Architectures

机译：基于并行和矢量体系结构的空气动力学和大空间结构问题的计算方法

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摘要

One paper produced in this effort dealt with the importance of intermediate boundary conditions for approximate factorization schemes. A second paper derived stability results for spectral methods applied to initial-boundary value problems for hyperbolic systems. The paper demonstrates that one can bound certain weighted L2 spatial norms of the solution in terms of norms of the boundary data. A third paper deals with domain decomposition methods in the content of spectral techniques. Stability and convergence results are obtained for one and two dimensional cases.

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作者
Gottlieb, D.;
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年度 1987
页码 p.1-7
总页数 7
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Aerospace craft; Aerodynamic forces; Navier stokes equations; Boundary value problems; Weighting functions; Convergence; Stability; Potential flow; Transonic characteristics; Legendre functions; Chebyshev approximations;

机译：航空航天工艺;气动力; Navier stokes方程;边值问题;加权函数;收敛;稳定性;势流;跨音速特性; Legendre函数; Chebyshev近似;

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Computational Methods for Problems in Aerodynamics and Large Space Structure Using Parallel and Vector Architectures

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