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Online Course Design
Online Course Design

... photoelectric effect, nuclear science, and relativity. Objectives: The purpose of Physics II is to give you a better understanding of the world around you as well as prepare you for college courses in science. Major topics include: Work and Energy, Momentum, Electricity and Magnetism, Waves, and Mod ...
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... The Weyl tensor of a Friedman universe vanishes. Its perturbation it therefore a gauge invariant quantity. For scalar perturbations, its ‘magnetic part’ vanishes and the electric part is given by Eij = Cmijum u = ½[i j(F +Y) -1/3D(F+Y)] ...
Module 4: Light Emitting Diodes
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... observation of light emission from p-n junctions in semiconductors in the 1960's, and to the fabrication of visible injection lasers in gallium arsenide phosphide (GaAsP). Following this discovery, several groups began the development of GaAsP materials for display applications. During the same time ...
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... electromagnetic phenomena had wavelike solutions, and predicted a speed which coincided with the measured speed of light, suggested that electric and magnetic fields were stresses or strains in the aether, and Maxwell's equations were presumably only precisely correct in the frame in which the aethe ...
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... polarized along the y-axis and its wavelength is λ = 3.18 m. The amplitude of the wave is E = 288 V/m. (a) What is the frequency f of the wave? (b) What are the magnitude and the direction of the magnetic part of the wave? (c) What are k and ω? (d) What is the intensity? (e) If the wave falls upon a ...
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Suggested solutions to 2015 MEK2500 Mock Exam
Suggested solutions to 2015 MEK2500 Mock Exam

... b) (5 points) Assume that the body is in elastic equilibrium and that there are no normal stresses (defined relative to the planes orthogonal to the Cartesian axes) ). There may be tangential stresses on all boundaries. Compute the resulting stress tensor σ. If the body is in elastic equilibrium ü ...
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... is that it is independent of how far apart the two objects are. But even more crucial, if we accept from quantum mechanics the requirement that angular momentum is quantized in usits of ~/2, we see that if just one monopole of magnetic charge g exists anywhere, all purely electric charges must be qn ...
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... If the electron were spinning on its axis, it would have angular momentum and a magnetic moment (because it’s charged) regardless of its spatial motion. However, this “spinning” ball picture is not realistic, because it would require the point-like electron to spin so fast that parts would travel fa ...
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... basic understanding of classical electrodynamics, the theory electric and magnetic fields and forces. This theory – which Maxwell perfected – puts powerful tools in your hands. It does not include quantum theory but it is already consistent with Einstein’s special theory of relativity (although we h ...
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... A: The uncertainty principle doesn’t allow us to know that both Lx = 0 and Ly = 0 unless Lz = 0 also. Proof by contradiction: Assume L =(0,0,l). ...
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... in the work of James Clerk Maxwell, who unified the preceding developments into a single theory and discovered the electromagnetic nature of light. In classical electromagnetism, the electromagnetic field obeys a set of equations known as Maxwell's equations, and the electromagnetic force is given b ...
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... Kovetz’ recent text [1], and for good reason. Kovetz presents the subject in a logical and deductive manner that appeals strongly to those trained in modern continuum mechanics. While contact with earlier work is largely absent, some may find the latter to be somewhat disjointed, and so will appreci ...
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Abraham–Minkowski controversy

The Abraham–Minkowski controversy is a physics debate concerning electromagnetic momentum within dielectric media. Related theories have been put forward that, should their principles be proven, may allow the design of a reactionless drive.
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