Platon
May26-08, 08:36 AM
How can i obtain a general expression for the value of this integral:
\int dr r^2 j_J(q r) j_J(q^\prime r)
with the spherical bessel functions j_L(x)=(-1)^L x^L (\frac{1}{x} \frac{\partial}{\partial x})^L \frac{\sin x}{x}
Thanks in advance!
\int dr r^2 j_J(q r) j_J(q^\prime r)
with the spherical bessel functions j_L(x)=(-1)^L x^L (\frac{1}{x} \frac{\partial}{\partial x})^L \frac{\sin x}{x}
Thanks in advance!