Electricity and magnetism for advanced students (1920)
Starling, Sydney George, 1873- · London Longmans, Green · leaf 349
quation in x on p. 332, and, as thereexplained, the solution is— g = Ae (- » + \^6^^=^)« + Be (- ^ - s/^^J^t ^ _ _ ^y-j^ Putting in the limiting conditions we have, since q = q^ when ^ = 0, A + B = g„, and since -ji = 0, when t = 0—• (-b + VF^^^)A + (_ & -^fw::rk-)B = o. Solving these two… … Fig. 321. When 7c < b the equation is transformed as on p. 334, into the form— or, I 2 ^/¥~^ 2J I = %^ -(cos VA;^ - n + -^-||=p sin ^!1^^^H] = :J^g.->>(/e-m-e) (ix) where tan 6 = -ttjf^^^^^^,) etc.Vk^ — b^ 11. OSCILLATORY DISCHARGE 339 The discharge is therefore oscillatory when k > b,…
Electricity · Magnetism
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