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1.	Original version of the author's contribution as presented on CD, id 026, section MIN.: PDF NUMERICAL SOLUTION OF A SECULAR EQUATION FOR RAYLEIGH WAVES IN A THIN SEMI-INFINITE MEDIUM MADE OF A COMPOSITE MATERIAL Červ, J. ; Parma, S. The traditional way of deriving the secular equation for Rayleigh waves propagating along the stress-free edge of a thin semi-infinite composite is presented. It means th [...] Detailed record - Similar records
2.	Original version of the author's contribution as presented on CD, TER. : PDF IDENTIFICATION OF PARAMETERS OF THE FEIGENBAUM-DAFALIAS DIRECTIONAL DISTORTIONAL HARDENING MODEL Parma, S. ; Dafalias, Y. F. Distortion of yield surface was observed in numerous experiments with various types of metals. The distorted surface shows high curvature in the direction of load and ﬂ [...] Detailed record - Similar records
3.	Original version of the author's contribution as presented on CD, , page 105. : PDF Identifying parameters of Kohout- Vechet fatigue curve model Parma, S. ; Papuga, J. Detailed record - Similar records
4.	Original version of the author's contribution as presented on CD, , page 103. : PDF Identification of the directional distortional hardening model on the basis of hysteresis loop Parma, S. ; Plešek, J. Detailed record - Similar records
5.	Original version of the author's contribution as presented on CD, , page 81. : PDF FE implementation of directional distortional hardening model for metal plasticity Marek, R. ; Parma, S. Detailed record - Similar records

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