 | W. J. C. Miller - Mathematics - 1875 - 148 pages
...electricity of line-density e, surrounds an uninsulated concentric spherical conductor of radius c ; prove that the electrical density at any point of the surface of the conductor is where Q,, Q^, 03, ...... denote the zonal harmonics at the point, the pole of the plane of the wire... | |
 | Norman Macleod Ferrers - Spherical harmonics - 1877 - 248 pages
...electricity of line-density e, surrounds an uninsulated concentric spherical conductor of radius c; prove that the electrical density at any point of the surface of the conductor is l c2 1 • 3 c4 1 . 3 . 5 the pole of the plane of the wire being the pole of the harmonics. 18. Of... | |
 | James Jeans - Electric power - 1908 - 558 pages
...with electricity of line density e surrounds an insulated concentric spherical condenser of radius c ; prove that the electrical density at any point of the surface of the conductor is 53. A dielectric sphere is surrounded by a thin circular wire of larger radius carrying a charge E.... | |
 | 552 pages
...with electricity of line density e surrounds an insulated concentric spherical condenser of radius c; prove that the electrical density at any point of the surface of the conductor is 53. A dielectric sphere is surrounded by a thin circular wire of larger radius b carrying a charge... | |
 | Edward John Routh - 1922 - 400 pages
...electricity of line density - e, surrounds an uninsulated concentric spherical conductor (radius a). Prove that the electrical density at any point of the surface of the conductor is Ex. 2. A uniform circular wire (centre C), charged with electricity of line density —e, influences... | |
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... conductor is uninsulated, the charge induced on it by a unit charge at a distance / from the origin and of angular coordinates 6, 