An iterative solution for rotationally symmetric non-linear membrane problems

International Journal of Non-Linear Mechanics - Tập 1 - Trang 169-178 - 1966
Martin A. Goldberg1
1Polytechnic Institute of Brooklyn, Brooklyn, New York, U.S.A.

Tài liệu tham khảo

Keller, 1958, Iterative solutions for the non-linear bending of circular plates, Communs pure appl. Math., 11, 273, 10.1002/cpa.3160110302 Goldberg, 1962, A modified large deflection theory of plates, 4th U.S. Natn. Congr. of Applied Mechanics, 611 Keller, 1958, Non-linear bending and buckling of circular plates, 3rd U.S. Natn. Congr. of Applied Mechanics, 375 Keller, 1959, Spherical cap snapping, J. Aerospace Sci., 26, 643, 10.2514/8.8240 Goldberg, 1963, Large deflection analysis of uniformly loaded annular membranes, AIAA Jnl, 1, 2111, 10.2514/3.2002 Pifko, 1964, Iterative and power series solutions for the large deflection of an annular membrane, AIAA Jnl, 2, 1340, 10.2514/3.2549 Reissner, 1958, Rotationally symmetric problems in the theory of thin elastic shells, 3rd U.S. Natn. Congr. of Applied Mechanics, 51 Goldberg, 1965 Kempner, 1960, Unified thin-shell theory Collatz, 1955, Numerische Behandlung van Differentialgleichungen, 189 Bromberg, 1945, Non-linear theory of curved elastic sheets, Q. appl. Mech., 3, 246