@@ -121,7 +121,7 @@ function semidiscretize(semi::AbstractSemidiscretization, tspan;
121121end
122122
123123"""
124- semidiscretize(semi::AbstractSemidiscretization, tspan,
124+ semidiscretize(semi::AbstractSemidiscretization, tspan,
125125 restart_file::AbstractString)
126126
127127Wrap the semidiscretization `semi` as an ODE problem in the time interval `tspan`
@@ -240,7 +240,7 @@ function jacobian_fd(semi::AbstractSemidiscretization;
240240 # use second order finite difference to estimate Jacobian matrix
241241 for idx in eachindex (u0_ode)
242242 # determine size of fluctuation
243- epsilon = sqrt (eps (u0_ode[idx]))
243+ epsilon = sqrt (eps (typeof ( u0_ode[idx]) ))
244244
245245 # plus fluctuation
246246 u_ode[idx] = u0_ode[idx] + epsilon
@@ -250,7 +250,7 @@ function jacobian_fd(semi::AbstractSemidiscretization;
250250 u_ode[idx] = u0_ode[idx] - epsilon
251251 rhs! (dum_ode, u_ode, semi, t0)
252252
253- # restore linearisation state
253+ # restore linearization state
254254 u_ode[idx] = u0_ode[idx]
255255
256256 # central second order finite difference
288288function _jacobian_ad_forward (semi, t0, u0_ode, du_ode, config)
289289 new_semi = remake (semi, uEltype = eltype (config))
290290 # Create anonymous function passed as first argument to `ForwardDiff.jacobian` to match
291- # `ForwardDiff.jacobian(f!, y::AbstractArray, x::AbstractArray,
291+ # `ForwardDiff.jacobian(f!, y::AbstractArray, x::AbstractArray,
292292 # cfg::JacobianConfig = JacobianConfig(f!, y, x), check=Val{true}())`
293293 J = ForwardDiff. jacobian (du_ode, u0_ode, config) do du_ode, u_ode
294294 Trixi. rhs! (du_ode, u_ode, new_semi, t0)
322322function _jacobian_ad_forward_structarrays (semi, t0, u0_ode_plain, du_ode_plain, config)
323323 new_semi = remake (semi, uEltype = eltype (config))
324324 # Create anonymous function passed as first argument to `ForwardDiff.jacobian` to match
325- # `ForwardDiff.jacobian(f!, y::AbstractArray, x::AbstractArray,
325+ # `ForwardDiff.jacobian(f!, y::AbstractArray, x::AbstractArray,
326326 # cfg::JacobianConfig = JacobianConfig(f!, y, x), check=Val{true}())`
327327 J = ForwardDiff. jacobian (du_ode_plain, u0_ode_plain,
328328 config) do du_ode_plain, u_ode_plain
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