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In the tutorials, the Steady State Heat Equation is described as a nonlinear problem, but it's fully linear. Why is this solved using NonlinearSolve.solve?
Conversely, the Steady state of SIS problem is nonlinear, with factors like S(t, x) * I(t, x) / (S(t, x) + I(t, x)). Why does this one not use NonlinearSolve?
The text was updated successfully, but these errors were encountered:
Nonlinear refers to the type of systems of equations that are used to solve in each case. Steady state problems are nonlinear root finding problems, not ODEs hence they are solved with NonlinearSolve. Problems with time are typically lowered to ODEs, hence they use OrdinaryDiffEq
In the tutorials, the Steady State Heat Equation is described as a nonlinear problem, but it's fully linear. Why is this solved using
NonlinearSolve.solve
?Conversely, the Steady state of SIS problem is nonlinear, with factors like
S(t, x) * I(t, x) / (S(t, x) + I(t, x))
. Why does this one not useNonlinearSolve
?The text was updated successfully, but these errors were encountered: