Lorentz's electromagnetic ether represented with Maxwell's equations.

Discussion in 'Physics' started by reerer, Apr 3, 2016.

  1. reerer

    Thread Starter Member

    Apr 1, 2016
    71
    3
    Lorentz is representing the optical aether with Maxwell's equations (Lorentz, sec 3).


    "If, now, V be the velocity of light in the aether, the fundamental equations will be



    Div E = q.....................................................................13



    Div B = 0......................................................................14



    dBz/dy - dBy/dz = 4πq(px + vx) + 4π(d/dt - px d/dx) Ex..............................................15

    dBx/dz - dBz/dx = 4πpqvy + 4π(d/dt - px d/dx) Ey......................................................16

    dBy/dx - dBx/dy = 4πqvz + 4π(d/dt - px d/dx) Ez........................................................17



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