Recent content by DrChops

Thanks for all the help so far. I'm just trying to express the Bessel function in a way that satisfies the boundary conditions. So far I have written it out to: 1- 1/4*k^2*x^2 + (.25*k^2*x^2)^2/4 - (1/4*k^2*x^2)^3/ 36 + (.25*x^2*k^2)^4/24^2 Using equation 78 off this link...

I was given the following equation to solve: x^2*y'' + x*y' + k^2*x^2*y = 0 B.C. y'(0)=0, y(1)=0 where k is just some constant. I am having a hard time removing the singularity created by the boundary condition at y' and not aware of a method how. Any advice would be greatly appreciated.