[1] T. J. Oden, Adaptive Afethods.for- Problems in Solid and Fluid Mechanics, John Wiley and Sons Ltd., London(1986).
[2] T. J. Chung. Finite Element Analysis in Fluid Dynamics, McGraw-Hill Book Co. (1978).
[3] J. Donea and S. Giuliani, Time accurate solution of advection-diffusion problems by finite elements. Computer Methods in .Applied Mechanics and Engineering. 45 (1984).
[4] T. J. Chung, Finite Elements in Fluid and Hear Transfer, Krieger Publishing Company, Inc.(1991).
[5] C. Johnson. Numerical Solutions of Partial Differential Equations by the Finite Element Method. Sweden Student-litteratur(1987).
[6] T. J. R. Hughes and M. Mallet, A new finite element formulation for computational fluid dynamics: IV, A discontinuity-capturing operator for multidimensional advective-diffusive systems. Conrpur. Methods Appl. Mech. Eng., 58 (1986), 329-336.
[7] Zhu Gang. Gu Chuangang and Hu Qingkang, A modification of Taylor-Galerkin finite element method and its application, Applied Mathematics and Mechanics (English Ed.),14, 12(1993), 1173-1179.
[8] G. Q. Xu and G. F. Zhang, Computational SUPG finite element results for incompressible Navier-Stokes equations, Journal of Aerodynamics, 9(1991). (in Chinese)
[9] T. J. Chung, Numerical Modeling in Combustion. Taylor & Francis Inc.(1993).
[10] A. Lapidus, A detached shock calculation by second-order finite differences. Journal of Computational Physics. 2(1967), 154-177.
[11] Zhu Gang, Shen"Mengyu, Liu Qiusheng and Wang Baoguo, Anisotropic multistage finite element method for two dimensional viscous transonic flow in turbomachinery, Acta. Mechanica Sinica, 11.1(1995). |