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Use the residue theorem to evaluate the integral Integral 2pi 0 dq/1 + ecos(q)
Solution
The denominator of the integrand is 1 + ecosq
This becomes 0 when cosq = -1/e
q = arc cos (-1/e)
q an angle between 0 and 2pi lies inside the contour.
Hence residue = limit q tends to arccos(-1/e) of dq
= 2pi

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Use the residue theorem to evaluate the integral Integral 2pi 0 dq1 .pdf

  • 1. Use the residue theorem to evaluate the integral Integral 2pi 0 dq/1 + ecos(q) Solution The denominator of the integrand is 1 + ecosq This becomes 0 when cosq = -1/e q = arc cos (-1/e) q an angle between 0 and 2pi lies inside the contour. Hence residue = limit q tends to arccos(-1/e) of dq = 2pi