29-Oct_1
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@ -451,9 +451,8 @@ module function phenopowerlaw_dotState(Mp,ph,en) result(dotState)
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real(pReal), dimension(param(ph)%sum_N_sl) :: &
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dot_gamma_sl_pos,dot_gamma_sl_neg, &
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right_SlipSlip
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!real(pReal), dimension(param(ph)%sum_N_tw) :: &
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!fdot_twin_nucl, fdot_twin_grow dot_xi_tw
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real(pReal), dimension(1) :: fdot_twin_nucl
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real(pReal), dimension(param(ph)%sum_N_tw) :: &
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fdot_twin_nucl!, fdot_twin_grow dot_xi_tw
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associate(prm => param(ph), stt => state(ph), &
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@ -466,22 +465,30 @@ module function phenopowerlaw_dotState(Mp,ph,en) result(dotState)
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dot_xi_tw_nucl => dotState(indexDotState(ph)%xi_tw_nucl(1):indexDotState(ph)%xi_tw_nucl(2)), &
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dot_xi_tw_grow => dotState(indexDotState(ph)%xi_tw_grow(1):indexDotState(ph)%xi_tw_grow(2)))
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!sumGamma
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!sumF_nucl
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!sumF_grow
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!sumGamma = sum(stt%gamma_slip(:,en))
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!sumF_nucl = sum(stt%f_twin_nucl(:,of))
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!sumF_grow = sum(stt%f_twin_grow(:,of))
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call kinetics_sl(Mp,ph,en,dot_gamma_sl_pos,dot_gamma_sl_neg)
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dot_gamma_sl = abs(dot_gamma_sl_pos+dot_gamma_sl_neg)
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call kinetics_tw(Mp,ph,en,dot_gamma_tw,fdot_twin_nucl)
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!dotState%f_twin_nucl(:,en) = fdot_twin_nucl
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!dotState%f_twin_grow(:,en) = fdot_twin_nucl
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sumF = sum(stt%gamma_tw(:,en)/prm%gamma_char)
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!sumF_nucl = sum(stt%f_twin_nucl(:,en)/prm%gamma_char)
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!sumF_grow = sum(stt%f_twin_grow(:,en)/prm%gamma_char)
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xi_sl_sat_offset = prm%f_sat_sl_tw*sqrt(sumF)
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right_SlipSlip = sign(abs(1.0_pReal-stt%xi_sl(:,en) / (prm%xi_inf_sl+xi_sl_sat_offset))**prm%a_sl, &
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1.0_pReal-stt%xi_sl(:,en) / (prm%xi_inf_sl+xi_sl_sat_offset))
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!--------hardening
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dot_xi_sl = prm%h_0_sl_sl * (1.0_pReal + prm%c_1*sumF** prm%c_2) * (1.0_pReal + prm%h_int) &
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* matmul(prm%h_sl_sl,dot_gamma_sl*right_SlipSlip) &
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+ matmul(prm%h_sl_tw,dot_gamma_tw)
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!< Rate of change of critical shear stress
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!dot_xi_tw = prm%h_0_tw_sl * sum(stt%gamma_sl(:,en))**prm%c_3 &
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! * matmul(prm%h_tw_sl,dot_gamma_sl) &
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