Is there any simple way to represent this form of bessel function

Discussion in 'Undergraduate Math' started by Gatwech Kong, Apr 5, 2007.

  1. Gatwech Kong

    Gatwech Kong Guest

    Hi everyone,

    I am trying to solve non-homogenous differential equation of the following form:

    d^2C/dy^2+1/y*dC/dy+a^2*C=I0(k*y)*J0(b*y)

    where I0(k*y) is a modiffied bessel function of the first kind of order of zero and J0(b*y) is a bessel function of the first kind of order of zero.

    My question is, is there a way that I can represent I0(r)*J0(r) into a single form of some kind of expression. I try to replace bessel with summation but I am not sure whether this is the best way to do it. Can any math brother help me with this wear problem?

    Thanks
     
    Gatwech Kong, Apr 5, 2007
    #1
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