A plane stress finite element method for the prediction of rubber fracture R. M. V. PidapartiT. Y. YangWerner Soedel OriginalPaper Pages: 255 - 268
Plastic and overall rotational factors in bend- and CT-specimens O. Kolednik OriginalPaper Pages: 269 - 286
Evaluation of initiation condition of creep crack growth by the crack energy density Katsuhiko WatanabeShuichi TaniYasuhiro Yabe OriginalPaper Pages: 287 - 300
Simplified Greens functions for mode I and II cracks Scott W. FowserTsu-Wei Chou OriginalPaper Pages: 301 - 321
A central crack of mode III in a rectangular sheet with fixed edges S. W. Ma OriginalPaper Pages: 323 - 329
A compendium of sources of fracture toughness and fatigue crack growth data for metallic alloys — Part III C. Michael HudsonSue K. Seward OriginalPaper Pages: R43 - R63
Discussion; “The non-conservatism of the weibull function when applied to the statistics of fracture toughness,” by D.J. Neville A. PineauF. Mudry OriginalPaper Pages: R65 - R69
Response: Discussion of “The non-conservatism of the weibull function when applied to the statistics of fracture toughness”, by A. Pineau and F. Mudry D. J. Neville OriginalPaper Pages: R71 - R75
An application of a line-spring model to a transient analysis of the dynamic stress intensity factor Noriyuki Miyazaki OriginalPaper Pages: R77 - R80