Section 10.9 Schwarz-Christoffel Transformation - Maple Application Center
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Section 10.9 Schwarz-Christoffel Transformation

Authors
: Dr. John Mathews
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A conformal mapping of the upper half plane Im(z) > 0 onto a region in the w plane bounded by the polygon with vertices w[1] , w[2] , ... , w[n] is given by an integral: f(z) = B+A * Int( 1/((z-x[1])^alpha[1] * (z-x[2])^alpha[2] *`...`* (z-x[n-1])^alpha[n-1] ),z ) .

Application Details

Publish Date: October 01, 2003
Created In: Maple V
Language: English

Tags

relativity

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