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1 parent f02aa39 commit a78cd4f

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Lines changed: 4 additions & 4 deletions

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src/modeling/solid/materials.jl

Lines changed: 4 additions & 4 deletions
Original file line numberDiff line numberDiff line change
@@ -303,7 +303,7 @@ function _solve_local_sarcomere_dQdF(dQdλ, dλdF, λ, F, coefficients, active_t
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end
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# Local solve
306-
function solve_internal_timestep(material::ActiveStressModel, state_cache::GenericFirstOrderRateIndependentCondensationMaterialStateCache, λ, dλdt, Q, Qprev, Ca)
306+
function solve_internal_timestep(material_model::ActiveStressModel, state_cache::GenericFirstOrderRateIndependentCondensationMaterialStateCache, λ, dλdt, Q, Qprev, Ca)
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@unpack Δt = state_cache
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# dsdt = sarcomere_rhs(s,λ,t)
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# <=> (sₜ₁ - sₜ₀) / Δt = sarcomere_rhs(sₜ₁,λₜ₁,t1)
@@ -367,7 +367,7 @@ function solve_local_constraint(F::Tensor{2,dim}, coefficients, material_model::
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if state_cache.local_solver_cache.retcode (SciMLBase.ReturnCode.Default, SciMLBase.ReturnCode.Success)
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return Qflat, zero(Tensor{4,dim,Float64,4^dim})
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end
370-
Qflat .= Q
370+
# Qflat .= Q
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_store_local_state!(state_cache, geometry_cache, qp)
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# Solve corrector problem
@@ -407,7 +407,7 @@ function solve_local_constraint_state_only(F::Tensor{2,dim}, coefficients, mater
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if state_cache.local_solver_cache.retcode (SciMLBase.ReturnCode.Default, SciMLBase.ReturnCode.Success)
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return Qflat, zero(Tensor{4,dim,Float64,4^dim})
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end
410-
Qflat .= Q
410+
# Qflat .= Q
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_store_local_state!(state_cache, geometry_cache, qp)
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return Q
@@ -466,7 +466,7 @@ function _store_local_state!(state_cache::GenericFirstOrderRateIndependentConden
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return nothing
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end
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469-
function solve_internal_timestep(material::LinearMaxwellMaterial, state_cache::GenericFirstOrderRateIndependentCondensationMaterialStateCache, ε, εᵛflat, εᵛprevflat)
469+
function solve_internal_timestep(material::LinearMaxwellMaterial, state_cache::GenericFirstOrderRateIndependentCondensationMaterialStateCache, ε::SymmetricTensor{2,dim}, εᵛflat, εᵛprevflat) where dim
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@unpack Δt = state_cache
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εᵛ₁ = SymmetricTensor{2,dim}(εᵛflat)
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εᵛ₀ = SymmetricTensor{2,dim}(εᵛprevflat)

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