Reputation: 1475
I want to find the equilibrium points of the following differential equation in Maple:
y' = h(t-1) with h(t) = 1 if t>= 0 and h(t) = 0 otherwise
I tried using piecewise equations like this:
piecewise(t >= 0, h(t) = 1);
but I don't know how to continue because I need to solve for h(t-1) = 0
and not for 'h(t) = 0`.
Upvotes: 0
Views: 1257
Reputation: 7698
Not sure I follow your question entirely but will try. First, define h as an operator
h := t->piecewise(t>0,1,0);
Then just solve for the zeros of the derivative?
solve(h(x-1)=0,x);
Which gives you the result RealRange(-infinity,1)
Hope this is what you want.
Upvotes: 0