A recursive AFS approach for accelerating EM simulation of broadband microwave circuits

ieee(2002)

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Abstract
In this paper, the general Stoer-Bulirsch algorithm is employed in developing a new AFS scheme (S-B AFS). Since Stoer-Bulirsch algorithm is a recursive tabular method and requires no matrix inversion, it can process a large amount of sampling data for obtaining a rational interpolation function without suffering from singularity problem. This attribute virtually leads the proposed AFS approach to a bandwidth unlimited rational interpolation with a single rational function. The new proposed approach greatly improves the efficiency of the traditional AFS techniques and simplifies the AFS process.
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Key words
circuit simulation,interpolation,microwave circuits,rational functions,waveguide components,em simulation,adaptive frequency sampling,bandwidth unlimited rational interpolation,broadband microwave circuits,general stoer-bulirsch algorithm,rational interpolation function,recursive afs approach,recursive tabular method,sampling data,single rational function,singularity problem,rational function
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