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Sine-Squared pulse approximation using generalized bessel polynomials
Author(s)
Date Issued
May 29, 2019
Type
Conference Paper
Abstract
This paper presents the approximation of sine-squared pulse based on the generalized Bessel polynomials. For designing a circuit to synthesize a sine-squared pulse test signal. The generalized Bessel polynomials have more parameter than classical Bessel polynomials that have alpha and beta parameters for adjusting the dominator of the transfer function to approximate the sine-squared pulse that closes to the ideal pulse. The simulation results show that the generalized Bessel polynomial can adjust the approximation response close to the ideal response. The orders of the transfer function are decreased that confirm a better performance than the previous works.
Citation
Journal of Physics Conference Series, 1195(1), 2019