The one-dimensional neutron diffusion equation with a plane source is [see the attachment for equation]
where [attached] is the neutron flux, [attached] is the plane source at x = 0, and D and K^2 are constants.
a) Solve this equation by applying the Fourier transform.
b) Transform your solution back into the x-space.
Hello and thank you for posting your question to BrainMass.
The solution is attached below in ...
This solution provides steps to solve a diffusion equation.