of revolution
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7 matching pages ♦
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7 matching pages
1: Sidebar 5.SB1: Gamma & Digamma Phase Plots
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►In the upper half of the image, the poles of are clearly visible at negative integer values of : the phase changes by around each pole, showing a full revolution of the color wheel.
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2: 12.17 Physical Applications
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►In a similar manner coordinates of the paraboloid of revolution transform the Helmholtz equation into equations related to the differential equations considered in this chapter.
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3: 14.31 Other Applications
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►The conical functions appear in boundary-value problems for the Laplace equation in toroidal coordinates (§14.19(i)) for regions bounded by cones, by two intersecting spheres, or by one or two confocal hyperboloids of revolution (Kölbig (1981)).
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4: 30.14 Wave Equation in Oblate Spheroidal Coordinates
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►The coordinate surfaces are oblate ellipsoids of revolution with focal circle , .
The coordinate surfaces are halves of one-sheeted hyperboloids of revolution with the same focal circle.
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5: 30.13 Wave Equation in Prolate Spheroidal Coordinates
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►The coordinate surfaces are prolate ellipsoids of revolution with foci at , .
The coordinate surfaces are sheets of two-sheeted hyperboloids of revolution with the same foci.
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6: 1.6 Vectors and Vector-Valued Functions
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►For a surface of revolution, , , about the -axis,
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7: Bibliography M
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Die Laméschen Wellenfunktionen des Drehellipsoids.
Forschungsbericht No. 1952
ZWB (German).
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