Chandra and je flaherty editors adaptive computational

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Unformatted text preview: n Strategies. Series in Computational and Physical Processes in Mechanics and Thermal science. Taylor and Francis, New York, 1997. 5] K. Clark, J.E. Flaherty, and M.S. Shephard, editors. Applied Numerical Mathematics, volume 14, 1994. Special Issue on Adaptive Methods for Partial Di erential Equations. 6] R. Courant. Variational methods for the solution of problems of equilibrium and vibrations. Bulletin of the American Mathematics Society, 49:1{23, 1943. 7] J.E. Flaherty, P.J. Paslow, M.S. Shephard, and J.D. Vasilakis, editors. Adaptive methods for Partial Di erential Equations, Philadelphia, 1989. SIAM. 8] A. Hrenniko . Solutions of problems in elasticity by the frame work method. Journal of Applied Mechanics, 8:169{175, 1941. 9] C. Johnson. Numerical Solution of Partial Di erential Equations by the Finite Element method. Cambridge, Cambridge, 1987. 10] D.L. Logan. A First Course in the Finite Element Method using ALGOR. PWS, Boston, 1997. 23 24 Introduction 11] D. McHenry. A lattice analogy for the solution of plane stress problems. Journal of the Institute of Civil Engineers, 21:59{82, 1943. 12] J.C. Strikwerda. Finite Di erence Schemes and Partial Di erential Equations. Chapman and Hall, Paci c Grove, 1989. 13] M.J. Turner, R.W. Clough, H.C. Martin, and L.J. Topp. Sti ness and de ection analysis of complex structures. Journal of the Aeronautical Sciences, 23:805{824, 1956. 14] R. Verfurth. A Review of Posteriori Error Estimation and Adaptive MeshRe nement Techniques. Teubner-Wiley, Stuttgart, 1996....
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