The classical Ceradini–Capurso–Maier's theorem in small strain plasticity with isotropic hardening is extended to cover cases of general description of hardening in elasto-plastic Cauchy continua, Cosserat plasticity and strain-gradient plasticity under hypotheses of rate-independence and associativity. The treatment deals with the small strain regime and non-linear hardening rules.
A note on Ceradini-Capurso-Maier theorem in plasticity / Paolo Maria Mariano. - In: INTERNATIONAL JOURNAL OF PLASTICITY. - ISSN 0749-6419. - STAMPA. - 18:(2002), pp. 1749-1773. [10.1016/S0749-6419(01)00031-6]
A note on Ceradini-Capurso-Maier theorem in plasticity
Paolo Maria Mariano
2002
Abstract
The classical Ceradini–Capurso–Maier's theorem in small strain plasticity with isotropic hardening is extended to cover cases of general description of hardening in elasto-plastic Cauchy continua, Cosserat plasticity and strain-gradient plasticity under hypotheses of rate-independence and associativity. The treatment deals with the small strain regime and non-linear hardening rules.
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