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This document discusses analytic functions and mappings or transformations including translation, rotation, and reflection. It provides an example of a function w=f(z)=z+1 and calculates z^2 in terms of real and imaginary components to show the transformations of x and y under this function.
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Presentation1_Radio.pptx
- 1. Analytic function Mappings/ Transformation (translation, rotation and reflection) Department of Physics = + , , =? , , =? Example: = = + 1 2 = + + = 2 + 2ヰ 2 = 2 2 + (2ヰ) Hence, , , = 2 2 , , = 2ヰ (3,1) (8,6)