natski
Apr1-10, 10:48 AM
Hi all,
I have been looking through various textbooks for a formula for combining the product of two Bessel functions of the first kind into one new Bessel function. I have:
z = J_0(x) J_0(y)
and I am looking for an equivalent expression like:
z = J_m( f(x,y) )
Does anyone know whether this is possible?
Thanks,
Natski
I have been looking through various textbooks for a formula for combining the product of two Bessel functions of the first kind into one new Bessel function. I have:
z = J_0(x) J_0(y)
and I am looking for an equivalent expression like:
z = J_m( f(x,y) )
Does anyone know whether this is possible?
Thanks,
Natski