fix analytical plots

Author: ChrisRackauckas

Diff for: src/solutions/solution_interface.jl

@@ -412,34 +412,14 @@ function add_labels!(labels, x, dims, sol, strs)
 end
 
 function add_analytic_labels!(labels, x, dims, sol, strs)
-    lys = []
-    for j in 3:dims
-        if x[j] == 0 && dims == 2
-            push!(lys, "$(getindepsym_defaultt(sol)),")
-        else
-            if strs !== nothing
-                push!(lys, string("True ", strs[x[j]], ","))
-            else
-                push!(lys, "True u$(x[j]),")
-            end
-        end
-    end
-    lys[end] = lys[end][1:(end - 1)] # Take off the last comma
-    if x[2] == 0
-        tmp_lab = "$(lys...)($(getindepsym_defaultt(sol)))"
-    else
-        if strs !== nothing
-            tmp = string("True ", strs[x[2]])
-            tmp_lab = "($tmp,$(lys...))"
-        else
-            tmp_lab = "(True u$(x[2]),$(lys...))"
-        end
-    end
-    if x[1] != DEFAULT_PLOT_FUNC
-        push!(labels, "$(x[1])$(tmp_lab)")
+    if ((x[2] isa Integer && x[2] == 0) || isequal(x[2],getindepsym_defaultt(sol))) && dims == 2
+        push!(labels, "True $(strs[end])")
+    elseif x[1] !== DEFAULT_PLOT_FUNC
+        push!(labels, "True f($(join(strs, ',')))")
     else
-        push!(labels, tmp_lab)
+        push!(labels, "True ($(join(strs, ',')))")
     end
+    labels
 end
 
 function solplot_vecs_and_labels(dims, vars, plott, sol, plot_analytic,
@@ -486,27 +466,39 @@ function solplot_vecs_and_labels(dims, vars, plott, sol, plot_analytic,
         for x in vars
             tmp = []
             strs = String[]
-            for j in 2:dims
+            for j in 2:length(x)
                 if (x[j] isa Integer && x[j] == 0)
                     push!(tmp, plott)
                     push!(strs, "t")
                 elseif isequal(x[j],getindepsym_defaultt(sol))
                     push!(tmp, plott)
                     push!(strs, String(getname(x[j])))
-                elseif n == 1 && !(sol[:, 1] isa Union{AbstractArray, ArrayPartition})
-                    push!(tmp,timeseries)
-                    push!(strs, String(getname(x[j])))
+                elseif x[j] == 1 && !(sol[:, 1] isa Union{AbstractArray, ArrayPartition})
+                    push!(tmp,plot_analytic_timeseries)
+                    if !isempty(varsyms) && x[j] isa Integer
+                        push!(strs, String(getname(varsyms[x[j]])))
+                    elseif hasname(x[j])
+                        push!(strs, String(getname(x[j])))
+                    else
+                        push!(strs, "u[$(x[j])]")
+                    end
                 else
                     _tmp = Vector{eltype(sol[1])}(undef, length(plot_timeseries))
                     for j in 1:length(plot_timeseries)
                         _tmp[j] = plot_timeseries[j][n]
                     end
                     push!(tmp,_tmp)
-                    push!(strs, String(getname(x[j])))
+                    if !isempty(varsyms) && x[j] isa Integer
+                        push!(strs, String(getname(varsyms[x[j]])))
+                    elseif hasname(x[j])
+                        push!(strs, String(getname(x[j])))
+                    else
+                        push!(strs, "u[$(x[j])]")
+                    end
                 end
             end
             f = x[1]
-            tmp = f.(tmp...)
+            tmp = map(f,tmp...)
             tmp = tuple((getindex.(tmp, i) for i in eachindex(tmp[1]))...)
             for i in eachindex(tmp)
                 push!(plot_vecs[i], tmp[i])

Diff for: test/solution_interface.jl

@@ -14,18 +14,14 @@ end
         push!(sol.u, ode.u0)
     end
 
-    syms = SciMLBase.interpret_vars(nothing, sol, SciMLBase.getsyms(sol))
-    int_vars = SciMLBase.interpret_vars(nothing, sol, syms) # nothing = idxs
+    int_vars = SciMLBase.interpret_vars(nothing, sol) # nothing = idxs
     plot_vecs, labels = SciMLBase.diffeq_to_arrays(sol,
         true, # plot_analytic
         true, # denseplot
         10, # plotdensity
         ode.tspan,
-        0.1, # axis_safety
-        nothing, # idxs
         int_vars,
-        :identity, # tscale
-        nothing) # strs
+        :identity) # tscale
     @test plot_vecs[2][:, 2] ≈ @. exp(-plot_vecs[1][:, 2])
 end