Checked computation of hardening matrix
In case of constitutive_pheno.f90, the computation can be optimized. Mattex file slightly modified
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@ -720,7 +720,7 @@ do i=1,material_maxN
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do k=1,constitutive_maxNstatevars
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do k=1,constitutive_maxNstatevars
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!* Hardening type *
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!* Hardening type *
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do l=1,constitutive_maxNstatevars
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do l=1,constitutive_maxNstatevars
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if (crystal_SlipIntType(j,k,l)==l) then
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if (crystal_SlipIntType(j,k,i)==l) then
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K_inter=material_SlipIntCoeff(l,i)
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K_inter=material_SlipIntCoeff(l,i)
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else
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else
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K_inter=0.0_pReal
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K_inter=0.0_pReal
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@ -691,10 +691,12 @@ do i=1,material_maxN
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do k=1,constitutive_maxNstatevars
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do k=1,constitutive_maxNstatevars
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!* Hardening type *
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!* Hardening type *
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do l=1,constitutive_maxNstatevars
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do l=1,constitutive_maxNstatevars
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if (crystal_SlipIntType(j,k,l)==l) then
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if (crystal_SlipIntType(j,k,i)==0) then
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K_inter=material_SlipIntCoeff(l,i)
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else
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K_inter=0.0_pReal
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K_inter=0.0_pReal
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elseif (crystal_SlipIntType(j,k,i)==1) then
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K_inter=material_SlipIntCoeff(1,i)
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else
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K_inter=material_SlipIntCoeff(2,i)
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endif
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endif
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enddo
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enddo
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constitutive_HardeningMatrix(j,k,i)=K_inter
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constitutive_HardeningMatrix(j,k,i)=K_inter
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@ -5,15 +5,19 @@ Nslip 12
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C11 106.75e3
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C11 106.75e3
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C12 60.41e3
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C12 60.41e3
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C44 28.34e3
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C44 28.34e3
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# Parameters for phenomenological modeling
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## Parameters for phenomenological modeling
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# Unit in [MPa]
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s0_slip 31.0
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s0_slip 31.0
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gdot0_slip 0.001
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gdot0_slip 0.001
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n_slip 20
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n_slip 20
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h0 75
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h0 75
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s_sat 63
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s_sat 63
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w0 2.25
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w0 2.25
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# Self and latent hardening coefficients
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hardening_coefficients 1.0 1.4
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hardening_coefficients 1.0 1.4
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# Parameters for dislocation-based modeling
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## Parameters for dislocation-based modeling
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# Initial dislocation density [m]²
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# Initial dislocation density [m]²
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rho0 1.5e11
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rho0 1.5e11
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# Burgers vector [m]
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# Burgers vector [m]
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