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Problem - Gaussian Beam Propagation to a Detector
Consider a large diameter Gaussian beam with a planar wavefront and waist of 40 mm at a distance of 1 m from a lens of focal length 100 mm.
A second lens is placed after the first lens with a focal length of -50 mm at a distance 50 mm from the first lens.
(a) Determine the FWHM diameter of the beam 50 mm from the second lens (ie. 100 mm from the first lens.) A third lens is placed at the point with a focal length off.
(b) Determine the focal length necessary for the lens so that the light is focused to a FW 1/e2D on the detector with an active area of 1 mm2 placed at the focal plane.
(c) Make the same calculations for a laser source with an M2 of 1.3.
(d) How does it compare to the Gaussian beam system?
a) Find Vo(t),t>0 in the network in fig if the input is represented by the waveform shown in fig.
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Design a Miller Integrator with a time constant of 0.1s and an input resistance of 100 k-ohms. A dc voltage of -1 volt is applied at the input at time 0, at which moment Vo= -10V. How long does it take the output to reach 0 V
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A marine biologist is monitoring a dolphin swimming in seawater where the speed of sound is 1520 m/s. When the dolphin is swimming directly away at 5.4 m/s, the marine biologist measures the number of clicks occuring per second to be at a frequenc..
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