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Original Articles

Diffusion Multiple des Ondes ÉlectromagnÉtiques Par des Ellipsoïdes de RÉvolution AllongÉs

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Pages 1117-1131 | Published online: 03 Dec 2010

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T. Do-Nhat & R.H. MacPhie. (1996) Quasi-translational addition expressions of prolate scalar wave functions for thin prolate spheroids. IEEE Transactions on Antennas and Propagation 44:7, pages 960-963.
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Jeannine Dalmas & Roger Deleuil. (1993) Multiple scattering of electromagnetic waves from two prolate spheroids with perpendicular axes of revolution. Radio Science 28:2, pages 105-119.
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M.F.R. COORAY & I.R. CIRIC. (1989) ROTATIONAL?TRANSLATIONAL ADDITION THEOREMS FOR VECTOR SPHEROIDAL WAVE FUNCTIONS. COMPEL - The international journal for computation and mathematics in electrical and electronic engineering 8:3, pages 151-166.
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Jeannine Dalmas, Roger Deleuil & R. H. MacPhie. (1989) Rotational-translational addition theorems for spheroidal vector wave functions. Quarterly of Applied Mathematics 47:2, pages 351-364.
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R. H. MacPhie, J. Dalmas & R. Deleuil. (1987) Rotational-translational addition theorems for scalar spheroidal wave functions. Quarterly of Applied Mathematics 44:4, pages 737-749.
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Jeannine Dalmas & Roger Deleuil. (1986) Translational addition theorems for prolate spheroidal vector wave functions 𝑀^{𝑟} and 𝑁^{𝑟}. Quarterly of Applied Mathematics 44:2, pages 213-222.
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Jeannine Dalmas & Roger Deleuil. (1985) Multiple scattering of electromagnetic waves from two infinitely conducting prolate spheroids which are centered in a plane perpendicular to their axes of revolution. Radio Science 20:3, pages 575-581.
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