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      저자 : E. Lyamina (검색결과 2 건)
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        Influence of pressure-dependency of the yield criterion and temperature on residual stresses and strains in a thin disk

        Alexandrov, S.,Jeng, Y.R.,Lyamina, E. Techno-Press 2012 Structural Engineering and Mechanics, An Int'l Jou Vol.44 No.3

        Existing plane stress solutions for thin plates and disks have shown several qualitative features which are difficult to handle with the use of commercial numerical codes (non-existence of solutions, singular solutions, rapid growth of the plastic zone with a loading parameter). In order to understand the effect of temperature and pressure-dependency of the yield criterion on some of such features as well as on the distribution of residual stresses and strains, a semi-analytic solution for a thin hollow disk fixed to a rigid container and subject to thermal loading and subsequent unloading is derived. The material model is elastic-perfectly/plastic. The Drucker-Prager pressure-dependent yield criterion and the equation of incompressibity for plastic strains are adopted. The distribution of residual stresses and strains is illustrated for a wide range of the parameter which controls pressure-dependency of the yield criterion.

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        Influence of pressure-dependency of the yield criterion and temperature on residual stresses and strains in a thin disk

        S. Alexandrov,Y.R. Jeng,E. Lyamina 국제구조공학회 2012 Structural Engineering and Mechanics, An Int'l Jou Vol.44 No.3

        Existing plane stress solutions for thin plates and disks have shown several qualitative features which are difficult to handle with the use of commercial numerical codes (non-existence of solutions, singular solutions, rapid growth of the plastic zone with a loading parameter). In order to understand the effect of temperature and pressure-dependency of the yield criterion on some of such features as well as on the distribution of residual stresses and strains, a semi-analytic solution for a thin hollow disk fixed to a rigid container and subject to thermal loading and subsequent unloading is derived. The material model is elastic-perfectly/plastic. The Drucker-Prager pressure-dependent yield criterion and the equation of incompressibity for plastic strains are adopted. The distribution of residual stresses and strains is illustrated for a wide range of the parameter which controls pressure-dependency of the yield criterion.

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