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There only have half hour remainder, Can you write it as soon as possible? Handwirte also. Hint: any valid solution of Maxwell's equations must satisfy all of Maxwell's equations.   So you can take the given H and find the associated electric field by substituting the H back into one of Maxwell's equations.  Just to be clear, this will require doing a curl operation!

There only have half hour remainder, Can you write it as soon as possible? Handwirte also. Hint: any valid solution of Maxwell's equations must satisfy all of Maxwell's equations.   So you can take the given H and find the associated electric field by substituting the H back into one of Maxwell's equations.  Just to be clear, this will require doing a curl operation!

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There only have half hour remainder, Can you write it as soon as possible? Handwirte also.

Hint: any valid solution of Maxwell's equations must satisfy all of Maxwell's equations.   So you can take the given H and find the associated electric field by substituting the H back into one of Maxwell's equations.  Just to be clear, this will require doing a curl operation!

A certain guided wave travels through air with the following magnetic field Ħ = 10^ ŷ cos(157x) sin[ (67×10° rad/s)t - Bz] [A/m] Find the associated E and B. There are a couple ways to solve this problem. Note: this is NOT a plane wave, and be sure to understand why. Nevertheless it IS a valid solution of Maxwell's equations.
Transcribed Image Text:A certain guided wave travels through air with the following magnetic field Ħ = 10^ ŷ cos(157x) sin[ (67×10° rad/s)t - Bz] [A/m] Find the associated E and B. There are a couple ways to solve this problem. Note: this is NOT a plane wave, and be sure to understand why. Nevertheless it IS a valid solution of Maxwell's equations.
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