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A Handbook of Virashaivism by S.C.Nandimath

By S.C.Nandimath

«Справочник по вирашиваизму» - это, возможно, одно из самых старых изданий описывающих это направление шиваизма: его традиции, культуру, философские взгляды и многое другое.

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R 2 ˙ along an equipotential so ER = 12 R − Φ clearly varies along an equipotential. But ER is strictly conserved along any trajectory so the approximation that gave the drift trajectories along equipotentials conflicts with exact conservation of energy. We now give a treatment free of such conflict. We start again but now suppose that the drift trajectories lie at small angles ˆ (x, y) be the unit normal to to the equipotentials rather than along them. Let n ˆ ≡ ˆt, gives the direction of the ˆ×Ω the drift trajectories with the sense that n ˆ is the vector Ω/Ω .

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