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Spheroidal Wave Functions Including Tables of Separation ~ Spheroidal Wave Functions Including Tables of Separation Constants and Coefficients The MIT Press Julius A Stratton P M Morse Lan Jen Chu J D C Little Fernando J Corbato on FREE shipping on qualifying offers A set of tables of spheroidal wave functions designed to simplify the computation of acoustic and electromagnetic scattering from spheroids

Spheroidal Wave Functions Including Tables of Separation ~ A set of tables of spheroidal wave functions designed to simplify the computation of acoustic and electromagnetic scattering from spheroids The tables were computed to fiveplace accuracy on the Whirlwind digital computer and automatically tabulated

Elliptic cylinder and spheroidal wave functions ~ Elliptic cylinder and spheroidal wave functions Including tables of separation constants and coefficients Unknown Binding – 1941 by Julius Adams Stratton Author

Spheroidal wave functions including tables of separation ~ Get this from a library Spheroidal wave functions including tables of separation constants and coefficients Julius Adams Stratton

Elliptic cylinder and spheroidal wave functions including ~ Get this from a library Elliptic cylinder and spheroidal wave functions including tables of separation constants and coefficients Julius Adams Stratton Philip M Morse Lan Jen Chu Reina Albagli Hutner Massachusetts Institute of Technology

DLMF 3013 Wave Equation in Prolate Spheroidal Coordinates ~ Ps n m ⁡ x γ 2 spheroidal wave function of the first kind Qs n m ⁡ x γ 2 spheroidal wave function of the second kind m nonnegative integer n ≥ m integer degree b j coefficients η prolate spheroidal coordinate w j solution to DE γ 2 κ 2 ⁢ c 2 parameter and a j coefficients Referenced by §3013v §3014iv §3014v Permalink

DLMF 3014 Wave Equation in Oblate Spheroidal Coordinates ~ The wave equation 30137 transformed to oblate spheroidal coordinates ξ η ϕ admits solutions of the form 30138 where w 1 satisfies the differential equation 30147 d d ξ ⁡ 1 ξ 2 ⁢ d w 1 d ξ λ γ 2 ⁢ 1 ξ 2 μ 2 1 ξ 2 ⁢ w 1 0

The oblate spheroidal wave functions ScienceDirect ~ the oblate spheroidal wave functions 1 by a leitner 2 and r d spence 3 1 INTRODUCTION The oblate spheroidal wave functions arise as the eigenfunctions of such boundary value problems as the diffraction of sound and electro magnetic waves by circular disks and apertures and the oscillations of spheroidal cavities

Prolate spheroidal wave function Wikipedia ~ Prolate spheroidal wave functions whose domain is a portion of the surface of the unit sphere are more generally called Slepian functions see also Spectral concentration problem These are of great utility in disciplines such as geodesy 28 or cosmology

PDF Prolate angular spheroidal wave functions ~ Prolate angular spheroidal wave functions Article PDF Available in Computer Physics Communications 302187192 · September 1983 with 71 Reads How we measure reads