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Date Posted: 5/14/2008 2:57:18 AM  Status: Live
due tommorrow...please help, will rate lifesaver!!!
Course Textbook Chapter Problem
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Question Details:
intro1partc
40485_a.jpg

a)What is the propagation velocity v_vec of the electromagnetic wave whose electric and magnetic fields are given by the expressions in the introduction?
Express \vec v in terms of v and the unit vectors x_unit, y_unit, and z_unit. The answer will not involve c; we have not yet shown that this wave travels at the speed of light.
40485_c.jpg
 
b)Consider the loop C_1 shown in the figure. It is a square loop with sides of length L, with one corner at the origin and the opposite corner at the coordinates x=L, y=L.    Recall that \vec{E}(\vec{r},t) =
[E_0(x-vt)/a]\hat{y}. What is the value of the line integral of the electric field around loop C_1 at arbitrary time t?
Express the line integral in terms of E_0, L, a, v, and/or t.
 
c)Recall that \vec{B}(\vec{r},t) = [B_0(x-vt)/a]\hat{z}. Find the value of the magnetic flux through the surface S_1 in the xy plane that is bounded by the loop C_1, at arbitrary time t.
Express the magnetic flux in terms of B_0, L, a, v, and/or t.
 
d)Use the Ampère-Maxwell law to find a new relationship between E_0 and B_0.
Express E_0 in terms of B_0, mu_0, epsilon_0, and other quantities given in the introduction.
 
 
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