Yi Li. A FURTHER RESEARCH ON THE JACOBI-BESSEL SERIES METHOD IN ANALYSIS OF REFLECTOR ANTENNA[J]. Journal of Electronics & Information Technology, 1986, 8(3): 180-187.
Citation:
Yi Li. A FURTHER RESEARCH ON THE JACOBI-BESSEL SERIES METHOD IN ANALYSIS OF REFLECTOR ANTENNA[J]. Journal of Electronics & Information Technology, 1986, 8(3): 180-187.
Yi Li. A FURTHER RESEARCH ON THE JACOBI-BESSEL SERIES METHOD IN ANALYSIS OF REFLECTOR ANTENNA[J]. Journal of Electronics & Information Technology, 1986, 8(3): 180-187.
Citation:
Yi Li. A FURTHER RESEARCH ON THE JACOBI-BESSEL SERIES METHOD IN ANALYSIS OF REFLECTOR ANTENNA[J]. Journal of Electronics & Information Technology, 1986, 8(3): 180-187.
Based on the work on reflector antenna with circularly projected aperture accomplished by E. Mittra and others (1979), this paper extends the Jacobi-Bessel series method in analysis of reflector antenna to the area where far-field of paraboloid reflector with elliptically projected aperture can be evaluated by using the unique recurrence relatio ns of modified Jacobi polynomials. Meanwhile, a new kind of partial recurrence relations of the series expasion coefficients pBmn is deduced so that whole CPU time for numerical integration can be saved about three times.
R. Mittra, et al., IEEE Trans. on AP, AP-27(1979), 294.[2]I. S. Granshteyn, et al., Table of Integrals, Series and Products, Academic Press, Inc., New York,1980.[3]Yahya Rahmat-Samii, et al., IEEE Trans. on AP, AP-28(1980), 425.[4]C. C. Hung, et al., ibid., AP-31(1983), 756.[5]O. M. Bucci, et al., ibid., AP-29(1981), 580.
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