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laws:eptsoil [2019/10/10 17:05] helene created |
laws:eptsoil [2020/08/25 15:46] (current) |
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Prepro: LTSOIL.F \\ | Prepro: LTSOIL.F \\ | ||
+ | Lagamine: TSOIL2EA.F, TSOIL3D.F | ||
===== Availability ===== | ===== Availability ===== | ||
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__IELA = 0__ : Linear elasticity \\ | __IELA = 0__ : Linear elasticity \\ | ||
- | |E_PAR1| = E : Young's Elastic modulus | | + | |E_PAR1| E: Young's Elastic modulus | |
- | |E_PAR2| = ANU : Poisson's ratio | | + | |E_PAR2| ANU: Poisson's ratio | |
|E_PAR3| Not used | | |E_PAR3| Not used | | ||
|E_PAR4| Not used | | |E_PAR4| Not used | | ||
- | |HARD| = ECRO : Hardening parameter | | + | |HARD| ECRO: Hardening parameter | |
__IELA = 1__ : Non-linear elasticity \\ | __IELA = 1__ : Non-linear elasticity \\ | ||
- | |E_PAR1| = KAPPA : Elastic slope in oedometer path | | + | |E_PAR1| KAPPA: Elastic slope in oedometer path | |
- | |E_PAR2| = ANU : Poisson's ratio | | + | |E_PAR2| ANU: Poisson's ratio | |
|E_PAR3| Not used | | |E_PAR3| Not used | | ||
|E_PAR4| Not used | | |E_PAR4| Not used | | ||
- | |HARD| = LAMBDA : Plastic slope in oedometer path | | + | |HARD| LAMBDA: Plastic slope in oedometer path | |
\[ECRO = \frac{1+e_0}{\lambda-\kappa}\] | \[ECRO = \frac{1+e_0}{\lambda-\kappa}\] | ||
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__IELA = 2__ : Non-linear elasticity \\ | __IELA = 2__ : Non-linear elasticity \\ | ||
- | |E_PAR1| = KAPPA : Elastic slope in oedometer path | | + | |E_PAR1| KAPPA: Elastic slope in oedometer path | |
- | |E_PAR2| = G0 : Shear modulus | | + | |E_PAR2| G0: Shear modulus | |
|E_PAR3| Not used | | |E_PAR3| Not used | | ||
|E_PAR4| Not used | | |E_PAR4| Not used | | ||
- | |HARD| = LAMBDA : Plastic slope in oedometer path | | + | |HARD| LAMBDA: Plastic slope in oedometer path | |
\[ECRO = \frac{1+e_0}{\lambda-\kappa}\] | \[ECRO = \frac{1+e_0}{\lambda-\kappa}\] | ||
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__IELA = 3__ : Non-linear elasticity \\ | __IELA = 3__ : Non-linear elasticity \\ | ||
- | |E_PAR1| = KAPPA : Elastic slope in oedometer path | | + | |E_PAR1| KAPPA: Elastic slope in oedometer path | |
- | |E_PAR2| = K0 : Minimum value of the bulk modulus | | + | |E_PAR2| K0: Minimum value of the bulk modulus | |
- | |E_PAR3| = G0 : Shear modulus | | + | |E_PAR3| G0: Shear modulus | |
- | |E_PAR4| = ALPHA2 | | + | |E_PAR4| ALPHA2 | |
- | |HARD| = LAMBDA : Plastic slope in oedometer path | | + | |HARD| LAMBDA: Plastic slope in oedometer path | |
\[ECRO = \frac{1+e_0}{\lambda-\kappa}\] | \[ECRO = \frac{1+e_0}{\lambda-\kappa}\] | ||
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__IELA = 4__ : Non-linear elasticity \\ | __IELA = 4__ : Non-linear elasticity \\ | ||
- | |E_PAR1| = K0: Minimum value of the bulk modulus | | + | |E_PAR1| K0: Minimum value of the bulk modulus | |
- | |E_PAR2| = n : n parameter | | + | |E_PAR2| n: n parameter | |
- | |E_PAR3| = G0 : Shear modulus | | + | |E_PAR3| G0: Shear modulus | |
- | |E_PAR4| = Patm : Atmospheric pressure | | + | |E_PAR4| Patm: Atmospheric pressure | |
|HARD| | | |HARD| | | ||
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__IELA = 5__ : Non-linear elasticity \\ | __IELA = 5__ : Non-linear elasticity \\ | ||
- | |E_PAR1| = $\nu$ : Poisson’s ratio | | + | |E_PAR1| $\nu$ : Poisson’s ratio | |
- | |E_PAR2| = n : n parameter | | + | |E_PAR2| n: n parameter | |
- | |E_PAR3| = G0 : Shear modulus | | + | |E_PAR3| G0: Shear modulus | |
- | |E_PAR4| = Patm : Atmospheric pressure | | + | |E_PAR4| Patm: Atmospheric pressure | |
|HARD| | | |HARD| | | ||