Electromagnetic force and torque derived from a Lagrangian in conjunction with the Maxwell-Lorentz equations
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SOLVED: By varying the action2s = ? f &1L(A",8"4") determine the Euler-Lagrange equations for the field A". The Lagrangian density for the Maxwell field interacting with a conserved current density Ju(1) is -=J Flv Fuv J"AL: Use the Euler-Lagrange equations from part (a) to find the equations of motion for Ap Explain in detail whether O not the action for this Lagrangian density is gauge invariant_[5][4][5]Consider the Lagrangian densityFhv Fuv R(Flv Fjv)?L =J" ApIs it appropriate to use the Eul
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