Chapter 29: Problem 25
An electromagnetic wave is propagating in the \(z\) -direction. What's its polarization direction if its magnetic field is in the \(y\) -direction?
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Chapter 29: Problem 25
An electromagnetic wave is propagating in the \(z\) -direction. What's its polarization direction if its magnetic field is in the \(y\) -direction?
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The speed of an electromagnetic wave is given by \(c=\lambda f .\) How does the speed depend on frequency? On wavelength?
Vertically polarized light passes through a polarize with its axis at \(70^{\circ}\) to the vertical. What fraction of the incident intensity emerges from the polarize?
A laser pointer delivers 0.10 -mW average power in a beam \(0.90 \mathrm{mm}\) in diameter. Find (a) the average intensity, (b) the peak electric field, and (c) the peak magnetic field.
Show that it's impossible for an electromagnetic wave in vacuum to have a time-varying component of its electric field in the direction of its magnetic field. (Hint: Assume \(\vec{E}\) does have such a component, and show that you can't satisfy both Gauss's and Faraday's laws.)
A uniform electric field is increasing at \(1.5(\mathrm{V} / \mathrm{m}) / \mu \mathrm{s}\). Find the displacement current through a \(1-\mathrm{cm}^{2}\) area perpendicular to the field.
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