Problem 4 Suppose that the interface between two different linear media is the yz plane. A...
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Problem 4 Suppose that the interface between two different linear media is the yz plane. A monochromatic plane wave of frequency w, traveling in the positive x direction and polarized in the y direction, approaches the interface from left as shown in the figure, where Ē,(x, t) = Éo,e'(k x-wt) § This situation is shown in the following figure (Note that the positive z axis is out of the page) Ē,(x, t) = E0jeª(k¡x-wt)ŷ €1, 41 €2,H2 Using the given expression for the incident wave above, write down expressions for ĒR, ET, Bj, BR, B¡ in the following table (if your equations will contain velocities, you must express them in terms of e's and u's) E, = Eojet(k;x-wt) § B, = BR = Ěr = Br = (Please do not calculate reflection or transmission coefficients. Please do not include them or take this problem any further beyond the above table!) Problem 4 Suppose that the interface between two different linear media is the yz plane. A monochromatic plane wave of frequency w, traveling in the positive x direction and polarized in the y direction, approaches the interface from left as shown in the figure, where Ē,(x, t) = Éo,e'(k x-wt) § This situation is shown in the following figure (Note that the positive z axis is out of the page) Ē,(x, t) = E0jeª(k¡x-wt)ŷ €1, 41 €2,H2 Using the given expression for the incident wave above, write down expressions for ĒR, ET, Bj, BR, B¡ in the following table (if your equations will contain velocities, you must express them in terms of e's and u's) E, = Eojet(k;x-wt) § B, = BR = Ěr = Br = (Please do not calculate reflection or transmission coefficients. Please do not include them or take this problem any further beyond the above table!)
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