Lecture 6 : Inversion Transformation "w=1/z"

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Two theorems of Inversion(w=1/z) in Conformal Mapping: lecture-6Two theorems of Inversion(w=1/z) in Conformal Mapping: lecture-6
Inversion Transformation (w=1/z)Inversion Transformation (w=1/z)
Image of a Line under w = 1/z.Image of a Line under w = 1/z.
Conformal Mapping (Transformation w=1/z)Conformal Mapping (Transformation w=1/z)
Show that the Mapping w=1/z is a combination of an inversion and a reflectionShow that the Mapping w=1/z is a combination of an inversion and a reflection
Transformations :w=e^z,w=z+1/z &w=sin zTransformations :w=e^z,w=z+1/z &w=sin z
# INVERSE AND REFLECTION # RECIPROCAL TRANSFORMATION # w= 1/z # image of infinite strip# INVERSE AND REFLECTION # RECIPROCAL TRANSFORMATION # w= 1/z # image of infinite strip
Inverse Mapping – Image of Strip under w=1/z | Complex AnalysisInverse Mapping – Image of Strip under w=1/z | Complex Analysis