@@ -287,16 +287,12 @@ function ImplicitEquationJacobian(
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name -> (name, name) => similar (Y. c, TridiagonalRow),
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available_sgs_scalar_names,
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)... ,
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- (@name (c. sgsʲs.:(1 ). mse), @name (c. ρ)) =>
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- similar (Y. c, DiagonalRow),
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(@name (c. sgsʲs.:(1 ). mse), @name (c. sgsʲs.:(1 ). q_tot)) =>
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similar (Y. c, DiagonalRow),
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(@name (c. sgsʲs.:(1 ). ρa), @name (c. sgsʲs.:(1 ). q_tot)) =>
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similar (Y. c, TridiagonalRow),
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(@name (c. sgsʲs.:(1 ). ρa), @name (c. sgsʲs.:(1 ). mse)) =>
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similar (Y. c, TridiagonalRow),
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- (@name (f. sgsʲs.:(1 ). u₃), @name (c. ρ)) =>
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- similar (Y. f, BidiagonalRow_C3),
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(@name (f. sgsʲs.:(1 ). u₃), @name (c. sgsʲs.:(1 ). q_tot)) =>
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similar (Y. f, BidiagonalRow_C3),
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(@name (f. sgsʲs.:(1 ). u₃), @name (c. sgsʲs.:(1 ). mse)) =>
@@ -918,13 +914,7 @@ function update_implicit_equation_jacobian!(A, Y, p, dtγ, t)
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ᶜkappa_mʲ / ((ᶜkappa_mʲ + 1 ) * ᶜp) * ∂e_int_∂q_tot,
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)
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)
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- ∂ᶜmseʲ_err_∂ᶜρ = matrix[@name (c. sgsʲs.:(1 ). mse), @name (c. ρ)]
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- @. ∂ᶜmseʲ_err_∂ᶜρ =
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- dtγ * (
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- - DiagonalMatrixRow (
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- adjoint (ᶜinterp (ᶠu³ʲs.:(1 ))) * ᶜgradᵥ_ᶠΦ / ᶜρʲs.:(1 ),
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- )
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- )
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+
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∂ᶜmseʲ_err_∂ᶜmseʲ =
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matrix[@name (c. sgsʲs.:(1 ). mse), @name (c. sgsʲs.:(1 ). mse)]
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@. ∂ᶜmseʲ_err_∂ᶜmseʲ =
@@ -997,10 +987,6 @@ function update_implicit_equation_jacobian!(A, Y, p, dtγ, t)
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ᶠset_upwind_matrix_bcs (ᶠupwind_matrix (ᶠu³ʲs.:(1 ))) ⋅
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DiagonalMatrixRow (1 / ᶜρʲs.:(1 )) - (I,)
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- ∂ᶠu₃ʲ_err_∂ᶜρ = matrix[@name (f. sgsʲs.:(1 ). u₃), @name (c. ρ)]
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- @. ∂ᶠu₃ʲ_err_∂ᶜρ =
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- dtγ * DiagonalMatrixRow (ᶠgradᵥ_ᶜΦ / ᶠinterp (ᶜρʲs.:(1 ))) ⋅
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- ᶠinterp_matrix ()
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∂ᶠu₃ʲ_err_∂ᶜq_totʲ =
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matrix[@name (f. sgsʲs.:(1 ). u₃), @name (c. sgsʲs.:(1 ). q_tot)]
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@. ∂ᶠu₃ʲ_err_∂ᶜq_totʲ =
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