removed convergence diagram

Author: mjowen

diagrams.jl

@@ -1,4 +1,5 @@
 using Plots, LaTeXStrings, Distributions
+using CellMLToolkit, DifferentialEquations, ModelingToolkit, SymbolicIndexingInterface
 
 plotParams = (linewidth=2., dpi=300)
 l = @layout [a b]
@@ -68,23 +69,5 @@ plot(plotA, plotB, layout=l, size=(539,250), dpi=300, margin=5Plots.mm, left_mar
 title=["A" "B"], titlelocation=:left)
 savefig("results/diagrams/possibleProblems.pdf")
 
-# Convergence figure
-frequency = 790.0
 
-x = 0:0.0001:1
-y = @. 0.9*exp(-4.8x)+0.1+0.003*sin(frequency*x)
-plot(x, y, ylim=(0,1), xlim=(0,1), legend=false, yticks=nothing, xticks=nothing, xlabel="Time", 
-ylabel="Slow Variable", left_margin=5Plots.mm; dpi=plotParams.dpi, size=(255,250), linewidth=1.25)
 
-lens!([0.95, 1.0], [0.10, 0.125], inset = (1, bbox(0.4, 0.1, 0.5, 0.5)), xticks=nothing, 
-yticks=nothing, label="", title="Converged", titlefontcolor=:darkgreen, titlefontsize=10, 
-foreground_color_legend=nothing, framestyle=:box)
-# Alignment on the period isn't done in the actual convergence check, but we include many more oscillations than we can show in this figure
-period = 2*pi/frequency
-m = minimum(y[1-2*period.<=x.<=1.0])
-plot!([1-2*period, 1.0], [m, m], subplot=2, color=:purple, label=" Range"; plotParams...)
-m = maximum(y[1-2*period.<=x.<=1.0])
-plot!([1-2*period, 1.0], [m, m], subplot=2, color=:purple, label=""; plotParams...)
-m = mean(y[0.95.<=x.<=0.95+2*period])
-plot!([0.95, 0.95+2*period], [m, m], subplot=2, color=:red, label=" Average"; plotParams...)
-savefig("results/diagrams/convergenceDiagram.pdf")