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  • dg/dg1d.jl
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...@@ -55,8 +55,8 @@ function initialdata_equation!(::Val{:bondi_accretion}, env, P::Project{:spheric ...@@ -55,8 +55,8 @@ function initialdata_equation!(::Val{:bondi_accretion}, env, P::Project{:spheric
(; Γ, K, ρc, rc, M, r, ρ, ϵ, p, vr) (; Γ, K, ρc, rc, M, r, ρ, ϵ, p, vr)
end end
# @show data.K - equation.eos.K @assert data.K equation.eos.K
# @show data.Γ - equation.eos.Gamma @assert data.Γ equation.eos.Gamma
@unpack D, Sr, τ = get_dynamic_variables(mesh.cache) @unpack D, Sr, τ = get_dynamic_variables(mesh.cache)
@unpack ρ, p, ϵ, vr, r, max_v, @unpack ρ, p, ϵ, vr, r, max_v,
......
...@@ -404,6 +404,18 @@ norm_L2(u, mesh::Mesh) = sqrt(broken_inner_product(u, u, mesh)) ...@@ -404,6 +404,18 @@ norm_L2(u, mesh::Mesh) = sqrt(broken_inner_product(u, u, mesh))
norm_L1(u, mesh::Mesh) = broken_inner_product(abs.(u), ones(Float64, size(u)), mesh) norm_L1(u, mesh::Mesh) = broken_inner_product(abs.(u), ones(Float64, size(u)), mesh)
function differentiate!(du, u, mesh::Mesh1d)
for (duk,uk) in zip(eachcell(mesh,du),eachcell(mesh,u))
differentiate!(duk, uk, mesh.element)
end
end
function differentiate(u, mesh)
du = similar(u)
differentiate!(du, u, mesh)
return du
end
""" """
find_nearest(xi, mesh::Mesh) find_nearest(xi, mesh::Mesh)
......
...@@ -93,3 +93,12 @@ end ...@@ -93,3 +93,12 @@ end
return GLGL.integrate(el.w, el.v, el.D, u) return GLGL.integrate(el.w, el.v, el.D, u)
end end
end end
@inline function differentiate(u, el::SpectralElement)
return el.D * u
end
@inline function differentiate!(du, u, el::SpectralElement)
mul!(du, el.D, u)
end