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Physics 2 Lecture 2 Gauss’s Law Gauss’s Law Conductors in Electrostatic Equilibrium Ngac An Bang, Faculty of Physics, HUS 1 Gauss’s Law Ngac An Bang, Faculty of Physics, HUS Gauss’s Law In a table-top plasma ball, the colorful lines emanating from the sphere give evidence of strong electric fields. Using Gauss’s law, we show in this chapter that the electric field surrounding a charged sphere is identical to that of a point charge. (Getty Images) 2 Gauss’s Law Ngac An Bang, Faculty of Physics, HUS Gauss’s Law Introduction Avery useful computational technique Two of Maxwell’s Equations Gauss’s Law –The Equation ΦE = EdA = Closed surface qin e0 The total “flux” of field lines penetrating any of these surfaces is the same and depends only on the amount of charge inside 3 Gauss’s Law Ngac An Bang, Faculty of Physics, HUS Gauss’s Law Introduction  = An Air flow rate (flux) throughA Φ = v  A = vA Φ = v  A = vAcosq 4 Gauss’s Law Ngac An Bang, Faculty of Physics, HUS Gauss’s Law Electric flux  = An ΦE = EA = EAcos 00 = EA ΦE = EA = EAcosq = EA` • We showed that the strength of an electric field is proportional to the number of field lines per area. • Electric flux ΦE is proportional to the number of electric field lines penetrating some surface. 5 ... - tailieumienphi.vn
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