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An introduction to the theory of electricity, with numerous examples (1876)

Cumming, Linnaeus, 1843- · London, Macmillan and co. · leaf 110

An illustration from An introduction to the theory of electricity, with numerous examples, 1876, leaf 110
any point in terms of thedensity Pd at the centre, we have where a = radius, and x = distance of point from the centre. PROBLEMS IN STATICAL ELECTEICITT. 93 Also the whole quantity is ^ira^p^, which shows that theaverage density is twice the density at the centre. 112. To calculate the potential of… … narrow annuli, and let OA cut one in M, N. Draw MP, NQperpendicular to OA, and QB perpendicular to PM, andjoin OP. Then the potential at 0 of the ring _ 2irOM. MN ap, _„ MN OM ■ JOP-OM ~ PM „ PQ&mQPR „ PQ cos OPM= ^Tr^Po ■ p]^ = ^^Po • p]^ = 27rap,. ^ = 2irap,. l POQ, 0/ PQ .since -—^ is the…

Electricity

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