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In the plot command, one can choose the variables to be plotted in each plot. The master form is: +```julia +vars = [(f1,0,1), (f2,1,3), (f3,4,5)] +``` + +where this would mean plot f1(variable 1, variable 2), f2(variable 1, variable 3), +f3(variable 4, variable 5) all on the same graph. (0 is considered to be time, +or the independent variable). The function `f1` should take in scalars and return +a tuple. If no function is given, for example, + ```julia vars = [(0,1), (1,3), (4,5)] ``` -where this would mean plot variable 0 vs 1, 1 vs 3, and 4 vs 5 all on the same graph -(0 is considered to be time, or the independent variable). While this can be used -for everything, the following conveniences are provided: +where this would mean plot variable 0 vs 1, 1 vs 3, and 4 vs 5 all on the same graph. +While this can be used for everything, the following conveniences are provided: * Everywhere in a tuple position where we only find an integer, this variable is plotted as a function of time. For example, the list above @@ -132,6 +140,15 @@ plot(plot(xyzt,xyz),plot(xy, xz, yz, layout=(1,3),w=1), layout=(2,1)) ![lorenz_plot](../assets/vars_plotting_example.png) +An example using the functions: + +```julia +f(x,y,z) = (sqrt(x^2+y^2+z^2),x) +plot(sol,vars=(f,:x,:y,:z)) +``` + +![norm_plot](../assets/normalized.png) + ## Animations Using the iterator interface over the solutions, animations can also be generated