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a) Suppose E= 100 sin(6x10’t) sin(z) ây,H = -0.1328 cos(6x10't) cos(z) âx. Describe the physical situation that gives rise to these fields b) Describe the physical meaning of divergence and use this to explain Maxwell's 1* and 2nd equation.

a) Suppose E= 100 sin(6x10’t) sin(z) ây,H = -0.1328 cos(6x10't) cos(z) âx. Describe the physical situation that gives rise to these fields b) Describe the physical meaning of divergence and use this to explain Maxwell's 1* and 2nd equation.

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a) Suppose E= 100 sin(6x10't) sin(z) ây, H = -0.1328 cos(6x10't) cos(z) âx. Describe the physical situation that gives rise to these fields b) Describe the physical meaning of divergence and use this to explain Maxwell's 1st and 2nd equation.
Transcribed Image Text:a) Suppose E= 100 sin(6x10't) sin(z) ây, H = -0.1328 cos(6x10't) cos(z) âx. Describe the physical situation that gives rise to these fields b) Describe the physical meaning of divergence and use this to explain Maxwell's 1st and 2nd equation.
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