Song Wenmiao. INVERSE TRANSFORM OF THE SCALAR WAVE EQUATION AND POISSION S EQUATION BY THE CONCEPTS OF LINEAR SPACE[J]. Journal of Electronics & Information Technology, 1985, 7(5): 341-347.
Citation:
Song Wenmiao. INVERSE TRANSFORM OF THE SCALAR WAVE EQUATION AND POISSION S EQUATION BY THE CONCEPTS OF LINEAR SPACE[J]. Journal of Electronics & Information Technology, 1985, 7(5): 341-347.
Song Wenmiao. INVERSE TRANSFORM OF THE SCALAR WAVE EQUATION AND POISSION S EQUATION BY THE CONCEPTS OF LINEAR SPACE[J]. Journal of Electronics & Information Technology, 1985, 7(5): 341-347.
Citation:
Song Wenmiao. INVERSE TRANSFORM OF THE SCALAR WAVE EQUATION AND POISSION S EQUATION BY THE CONCEPTS OF LINEAR SPACE[J]. Journal of Electronics & Information Technology, 1985, 7(5): 341-347.
The moment method based on the concepts of linear spaee can be applied not only to numerieal computation of the Electromagnetic field, but also to the analytic solution. By taking the eigenfunetions as basis functions and test funetions, a very simple, but generalized formula of the solution for the scalar wave equations and Poission s equations can be got. This formula not only can be applied to the scalar wave equations; but also can be applied to vector wave equations by some modifications.
C. T. Tai, Dyadic Greens Function in Electromagnetic Theory, Intext Educational publishers, Scranton, Pa. 1971.[2]R. E. Collin, Can. J. Physics, 51(1973), 1135.[3]C. T. Tai, Proc. IEEE, 61(1973), 480.[4]R. F. Harrington, Field Computation by Moment Methods, The Macmillan Company, New York, 1968.
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