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This chapter is our first on electromagnetic waves. We begin with a discussion of mechanical, transverse waves on a string to ge
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SOLVED: 1) Using the Maxwell's Equations in differential form, derive the wave equation for the magnetic field in vacuum: 02B VPB = €o ko atz You may need to use the operator
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SOLVED: 2) Magnetic field intensity vector in an environment characterized by the parametets = 2e0. p = po Ve 0=0 H(z,t) = 20 sin(wt 32)i changes in shape Find E ve W
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