I have the following differential equation
where , and are constants and is a function of
. I want to solve it for analytically (if possible) or numerically.
Note: the second term is .
What is the advantage of multiplying both sides by X.
Y is dependent on both X and t.
By the way, I obtained the following relation which may help to find a solution
where is a constant and is a known function of with
a closed analytical form.