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Showing papers on "Bessel filter published in 1988"


28 Nov 1988
TL;DR: In this article, the authors designed single-chip low-pass filters with constant group delay in the pass band and 60 dB minimum attenuation in the stop band, and found that the 7th order Bessel-Chebyshev response satisfied the requirement of the filter.
Abstract: The goal was to design single-chip lowpass filters with constant group delay in the pass band and 60 dB minimum attenuation in the stop band. The desired 3 dB frequencies are (in Hertz) 2.5, 5, 10, 20, 40, 80, 160, and 320. A filter class that satisfies the constant delay (linear phase) requirement while providing quite a narrow transition band is the Bessel-Chebyshev filters. It was found that the 7th order Bessel-Chebyshev response satisfied the requirement of the filter.

47 citations


Journal ArticleDOI
TL;DR: In this article, a DC-motor driven beam-deflector is controlled such that the beam moves with constant velocity for 12 ms out of a 20-ms period before swinging back to the original position.
Abstract: A DC-motor driven beam-deflector is to be controlled such that the beam moves with constant velocity for 12 ms out of a 20-ms period before swinging back to the original position One control system must serve any deflector without retuning The problem is difficult because the dynamics vary from one deflector to another It is found that a closed-loop system with poles in a Bessel filter configuration will satisfy the specifications A straightforward pole-placement design is insufficiently robust Redesigning it yields greater, but still insufficient, robustness against the known extent of plant parameter variation The problem is solved by adding an adaptive control loop >

19 citations


Journal ArticleDOI
M. Puoskari1
TL;DR: In this article, a method for numerical calculation of integrals containing Bessel functions of integer or integer plus one-half order is described, which involves first a one-dimensional Fourier sine or cosine transform followed by evaluation of the coefficient of the Chebyshev series of the Fourier-transformed function in the case of the Bessel function.

15 citations



Journal ArticleDOI
01 Jun 1988
TL;DR: In this article, the bilateral generating relation of simple Bessel polynomial derived by Das, Chongdar and Chatterjea has been extended by using the group-theoretic method.
Abstract: In this note the bilateral generating relation of simple Bessel polynomial derived by Das, Chongdar and Chatterjea has been extended by using the group-theoretic method. An application of our result is also pointed out.

1 citations