====== RESPLA ====== ===== Description ===== Elasto-plastic constitutive law for [[elements:resso|RESSO]] bound elements. ==== The model ==== This law is used for mechanical analysis of elasto-plastic isotropic porous media undergoing large strains. ==== Files ==== Prepro: LRESPL.F \\ ===== Availability ===== |Plane stress state| YES| |Plane strain state| YES| |Axisymmetric state| YES| |3D state| NO | |Generalized plane state| YES| ===== Input file ===== ==== Parameters defining the type of constitutive law ==== ^ Line 1 (2I5, 60A1)^^ |IL|Law number| |ITYPE| 81| |COMMENT| Any comment (up to 60 characters) that will be reproduced on the output listing| ==== Integer parameters ==== ^ Line 1 (4I5) ^^ |NCOU| Number of soil layers | |IPLA| = 0 : Elastic bound | |:::| = 1 : Elasto-plastic bound | |ICREU| Soil digging index, __affected by FMULT multiplicator__ | |:::| = 0 : No soil digging | |:::| = 1 : Soil digging | |INAP| Water table modification index, __affected by DMULT multiplicator__ | |:::| = 0 : No water table modification | |:::| = 1 : Water table modification | ==== Real parameters ==== ^ Line 1 (1G10.0) ^^ |GAMWAT| Water density | ^ Line 2 (2G10.0) ^^ |YSUP| Upper Y level | |YNAPPE| Water table Y level | ^ Line 3 (7G10.0 to repeat NCOU time) ^^ |YBASE(I)| Lower Y level of the layer I | |AKRES(I)| Bound coefficient of the layer I | |AKA(I)| Ka coefficient of the layer I | |AK0(I)| Ko coefficient of the layer I | |AKP(I)| Kp coefficient of the layer I | |GAMSAT(I)| Saturated soil density of the layer I | |GAMHUM(I)| Humid soil density of the layer I | ===== Stresses ===== ==== Number of stresses ==== 1 ==== Meaning ==== |SIG(1)| = $\sigma_{\text{horizontal}}$ = $\sigma_h$ in the bound | ===== State variables ===== ==== Number of state variables ==== 4 ==== List of state variables ==== |Q(1)| = IYIELD | |:::| = 0 if elastic behaviour ($K_a < K_{eff} < K_p$) | |:::| = 1 if plastic behaviour with $K_{eff} = K_a$ | |:::| = 2 if plastic behaviour with $K_{eff} = K_p$ | |Q(2)| = AKEFF : actual K coefficient ($K_a < K_{eff} < K_p$) | |Q(3)| = FMULT | |Q(4)| = DMULT | {{ :laws:respla.png?500 |}}