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We present the numerical algorithm for the model for high-strain rate deformation in hyperelastic- viscoplastic materials based on a fully conservative Eulerian formulation by Plohr and Sharp. We use a hyperelastic equation of state and the modi¯ed Steinberg and Lund's rate dependent plasticity model for plasticity. A two-dimensional approximate Riemann solver is constructed in an unsplit manner to resolve the complex wave structure and com-bined with the second order TVD °ux. Numerical results are also presented.
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참고문헌 (15)
참고문헌 신청
/ 1970 / Thermoelasticity Theory of Stressed Crystals and Higher-Order Elas-tic Constants : 301 ~ 403
/ 1985 / ed Approach to Finite Deformation Elastoplas-tic Analysis Based on the Use of Hyperelastic Constitutive Relations : 221 ~ 245
/ 1988 / A Conservative Eulerian Formulation of the Equations for Elastic Flow 9 : 481 ~ 499
/ 1989 / The Riemann Problem for Fluid Flow of Real Mate-rials 61 : 75 ~ 130
/ 1989 / The Small Anisotropy Formulation of Elastic Deformation 14 : 259 ~ 268
/ 1985 / ed Approach to Finite Deformation Elastoplas-tic Analysis Based on the Use of Hyperelastic Constitutive Relations : 221 ~ 245
/ 1988 / A Conservative Eulerian Formulation of the Equations for Elastic Flow 9 : 481 ~ 499
/ 1989 / The Riemann Problem for Fluid Flow of Real Mate-rials 61 : 75 ~ 130
/ 1989 / The Small Anisotropy Formulation of Elastic Deformation 14 : 259 ~ 268
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