Using Thomson's (outdated) model of the atom described in Problem 22.54, consider an atom consisting of two electrons, each of charge -e, embedded in a sphere of charge 2 e and radius R . In equilibrium, each electron is a distance d from the center of the atom (Fig. P22.55). Find the distance d in terms of the other properties of the atom. | Numerade
Using Thomson's (outdated) model of the atom described in Problem …
Aug 7, 2019
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MathxMatrix on Instagram: "The Thomson problem is a beautifully simple yet profoundly difficult question in mathematical physics. It asks: What is the minimum electrostatic potential energy configuration of N electrons constrained to the surface of a unit sphere, where each electron repels the others via Coulomb’s law? Why It’s So Hard • For small N, solutions are known and often correspond to symmetric polyhedra:• N = 2 → antipodal points • N = 3 → equilateral triangle on a great circle • N = 4
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MathxMatrix on Instagram: "The Thomson problem is a beautifully …
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Thomson problem: lowest-energy configuration of N classical electrons on a spherical surface
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