I know how to use the solver to solver an ode:
% L*diL/dt = -R*iL
syms iL(t) R L Vo
cond = iL(0) == Vo/R
ode = diff(iL,t) == -(R/L)*iL;
iLSol(t) = dsolve(ode, cond)
How does one do something similar for integration?
I do not want a single value but rather an equation:
This is the setup:
syms t L R Vo
WR = R*((Vo/R)*exp(-t/(L/R)))^2, ideally integrate from 0 to Inf.
I just do not understand the "symbolic integration" syntax (assuming that it exists).