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The complex E field of a uniform plane wave is given by E→=(x+jz)e^(jk0y) Assume a source-free,...

The complex E field of a uniform plane wave is given by E→=(x+jz)e^(jk0y) Assume a source-free, free-space medium.

a) Find the corresponding H→ field

b) Find<S(t)→>

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Answer #1

As direction of E was not given, we can assume a direction then we have found by doing cross product of K and E and then divide by mio and omega. Then we take real part of E*×H and dive by 2, then we will get pointing vector S

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