PLANE STRAIN PROBLEMS FOR A PERFECTLY ELASTIC MATERIAL OF HARMONIC TYPE

[1] COURANT R, 1937, METHODEN MATH PHYSIK, V2

[2] Green A., 1954, THEORETICAL ELASTICI

[3] Green AE, 1959, J MATH PHYS, V37, P316

[4] Hadamard J., 1903, LECONS PROPAGATION O, V11, P941

[5] HAMEL G, 1949, THEORETISCHE MECHANI

[6] The stability of depressed rods [J]. ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND MECHANIK, 1932, 12 : 351 - 368

[7] LUBKIN S, 1957, 241 NEW YORK U I MAT

[8] MURNAGHAN F, 1951, FINITE DEFORMATIONS

[9] NOVOZHILOV VV, 1939, F NONLINEAR THEORY E

[10] ON A VARIATIONAL THEOREM FOR FINITE ELASTIC DEFORMATIONS [J]. JOURNAL OF MATHEMATICS AND PHYSICS, 1953, 32 (2-3): : 129 - 135

[1] COURANT R, 1937, METHODEN MATH PHYSIK, V2

[2] Green A., 1954, THEORETICAL ELASTICI

[3] Green AE, 1959, J MATH PHYS, V37, P316

[4] Hadamard J., 1903, LECONS PROPAGATION O, V11, P941

[5] HAMEL G, 1949, THEORETISCHE MECHANI

[6] The stability of depressed rods [J]. ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND MECHANIK, 1932, 12 : 351 - 368

[7] LUBKIN S, 1957, 241 NEW YORK U I MAT

[8] MURNAGHAN F, 1951, FINITE DEFORMATIONS

[9] NOVOZHILOV VV, 1939, F NONLINEAR THEORY E

[10] ON A VARIATIONAL THEOREM FOR FINITE ELASTIC DEFORMATIONS [J]. JOURNAL OF MATHEMATICS AND PHYSICS, 1953, 32 (2-3): : 129 - 135