Hertz, Heinrich, 1857-1894, Jones, Daniel Evan, b. 1863, Schott, George Adolphus, 1868- tr · London: Macmillan, New York, Macmillan and co. · leaf 156
Fig. 12 6.—Rotating disc and rectilinear currents, § nat. size. infinity, the currents remain finite in the limited disc, and wefind on retaining the first two powers of the dimensions ofthe disc -v^ = 2/> COS (U(E^ - /3^) • a(3c2 - a) f sin 2a)(E2 - p). The connection with the previous result… … /6. Pia. 13, a and i.—Rotating disc and rectilinear current, f nat. size. 120 mDUCTION IN ROTATING SPHERES See Fig. 13. In Fig. 13 two particular cases are represented. In a thestraight wire cuts the axis of rotation at a sufficient distancefrom the disc, and in this case the second term above…
Electricity · Physics
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