Toronto Math Forum
APM3462019 => APM346Lectures & Home Assignments => Home Assignment 3 => Topic started by: Rhamel on January 30, 2019, 11:45:14 PM

Part 2 of question 6 asks us to solve for v but then gives us the general form of v?
I am not sure what we are supposed to do here

"and thereby solve the spherical wave equation." So, find $u$ from expression for $v$

In 6(4) How to ensure the general solution is continuous as r = 0 since the denominator includes r and in the numerator there are 2 arbitrary fuctions? Thanks!

In 6(4) How to ensure the general solution is continuous as r = 0 since the denominator includes r and in the numerator there are 2 arbitrary fuctions? Thanks!
Find conditions to these functions which are necessary and sufficient for the continuity