JohanL
Feb19-05, 02:50 AM
I want to solve this integral
G(r,\mu) = \frac{2\pi}{r^2}\int_{1}^{\infty}\int_{0}^{r^2(\ep silon^2-1)} \ \frac{\epsilon}{\sqrt{\epsilon^2-1-L/r^2}}dL
d\epsilon
But i dont know how to do it in matlab.
(this is a simplified version of the integral thats why i need to do it in matlab)
Any ideas how to solve this integral.
Thank you.
G(r,\mu) = \frac{2\pi}{r^2}\int_{1}^{\infty}\int_{0}^{r^2(\ep silon^2-1)} \ \frac{\epsilon}{\sqrt{\epsilon^2-1-L/r^2}}dL
d\epsilon
But i dont know how to do it in matlab.
(this is a simplified version of the integral thats why i need to do it in matlab)
Any ideas how to solve this integral.
Thank you.