发几篇微带滤波器方面的论文（免费）
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A discretized integral equation approach for solving microstrip circuits embedded in inhomogeneous waveguidesWlE3B-4
A DISCRETIZED INTEGRAL EQUATION APPROACH FOR SOLVING MICROSTRIP CIRCUITS EMBEDDED IN INHOMO(Z-ENEOUSWAVEGUIDEIS
%any M. Fahmy, Student Member and T.E. van Ileventer, Member Department of Electrical andl Computer Engineering University of Toronto, 10 King’s College Road, Ontario M5S 3G4, CANADA
ABSTRACT
A novel fullwave hybrid technique using the method of lines in an integral equation approach (MOL/IE) is developed. The strength of the method lies in the numerical computation of the dyadic Green’s function. The advantages of the technique are pre.sented and validation is performed for 2D and 3D structures.
equation techniques (IE) are accurate for model1.ing arbitrary shaped conductor strips [ 6 ] ,but are not amenable 1.0 characterize finite dielectric inhomogeneities.
I. INTR
A DISCRETIZED INTEGRAL EQUATION APPROACH FOR SOLVING MICROSTRIP CIRCUITS EMBEDDED IN INHOMO(Z-ENEOUSWAVEGUIDEIS
%any M. Fahmy, Student Member and T.E. van Ileventer, Member Department of Electrical andl Computer Engineering University of Toronto, 10 King’s College Road, Ontario M5S 3G4, CANADA
ABSTRACT
A novel fullwave hybrid technique using the method of lines in an integral equation approach (MOL/IE) is developed. The strength of the method lies in the numerical computation of the dyadic Green’s function. The advantages of the technique are pre.sented and validation is performed for 2D and 3D structures.
equation techniques (IE) are accurate for model1.ing arbitrary shaped conductor strips [ 6 ] ,but are not amenable 1.0 characterize finite dielectric inhomogeneities.
I. INTR
关键词： discretized integral equation approach solving microstrip circuits embedded inhomogeneous waveguides
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