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The net power flow in the +z direction for contradirectional coupling is |A||A|. Show that d ( 1A, 1 |A| )/dz = 0, where

The net power flow in the +z direction for contradirectional coupling is |A||A|. Show that d (14 1  |A| )/dz

The net power flow in the +z direction for contradirectional coupling is |A||A|. Show that d ( 1A, 1 |A| )/dz = 0, where A and A satisfy the following coupled equations: d -A = ik A (z)eiz dz d - A = ik* A(z)e-iAz dz

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To show that dA2A2dz 0 we can start by taking the derivative of A2 A2 with respect to z Lets ... blur-text-image

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