- #1
freechus9
- 9
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For my research I am trying to solve a particular integral. I know that I have to transform it properly to use the residue theorem, but I am having difficulty attaining this form. Here is the integral:
[itex]\int^{\infty}_{-\infty}\frac{e^{ix}dx}{\sqrt{a - x^2 + ib}}[/itex]
where a and b are real constants. If you have any suggestions I would be more than grateful.
Thanks in advance.
[itex]\int^{\infty}_{-\infty}\frac{e^{ix}dx}{\sqrt{a - x^2 + ib}}[/itex]
where a and b are real constants. If you have any suggestions I would be more than grateful.
Thanks in advance.