This paper introduces a new type of filter approximation method that utilizes shifted-modified Chebyshev filters. Construction of the new filters involves the use of shifted-modified Chebyshev polynomials that are formed using the roots of conventional Chebyshev polynomials. The study also includes 2 tables containing the shifted-modified Chebyshev polynomials and the normalized element values for the low-pass prototype filters up to degree 6. The transducer power gain, group delay, and impulse and step responses of the proposed filters are compared with those of the Butterworth and Chebyshev filters, and a sixth-order filter design example is presented to illustrate the implementation of the new method
In this paper, a simple general expression for the magnitude response of filters is proposed, throug...
[[abstract]]© 1992 Elsevier-In this paper, motivated by Chi-Kou's weighted least-squares (WLS) ...
Based on the fact that the Butterworth and Chebyshev filters differ in the number of points of flatn...
This paper introduces a new type of filter approximation method that utilizes shifted-modified Cheby...
Abstract: This paper introduces a new type of lter approximation method that utilizes shifted-modied...
The first part of the paper discusses designing of the lowpass filter that gives both a constant gro...
A case study related to the design the the analog lowpass filter using a set of orthogonal Jacobi po...
Four methods for designing digital filters optimal in the Chebyshev sense are developed. The propert...
ABSTRACT A modified low pass maximally flat inverse Chebyshev filter is suggested in this paper, and...
Chebyshev optical-filter algorithms for low-cost microcomputers have been improved. An offset ripple...
A new Chebyshev-like low-pass filter approximation is proposed for which the order is always odd and...
A new approximation to design continuoustime and discrete-time low-pass filters, presented in this p...
The synthesis of high performance linear or nonlinear phase SAW filters require simultaneous compens...
Abstract: An efficient method for the design of the half-band filter is described. Both the characte...
This book provides a comprehensive overview of signal filtering, including an introduction, definiti...
In this paper, a simple general expression for the magnitude response of filters is proposed, throug...
[[abstract]]© 1992 Elsevier-In this paper, motivated by Chi-Kou's weighted least-squares (WLS) ...
Based on the fact that the Butterworth and Chebyshev filters differ in the number of points of flatn...
This paper introduces a new type of filter approximation method that utilizes shifted-modified Cheby...
Abstract: This paper introduces a new type of lter approximation method that utilizes shifted-modied...
The first part of the paper discusses designing of the lowpass filter that gives both a constant gro...
A case study related to the design the the analog lowpass filter using a set of orthogonal Jacobi po...
Four methods for designing digital filters optimal in the Chebyshev sense are developed. The propert...
ABSTRACT A modified low pass maximally flat inverse Chebyshev filter is suggested in this paper, and...
Chebyshev optical-filter algorithms for low-cost microcomputers have been improved. An offset ripple...
A new Chebyshev-like low-pass filter approximation is proposed for which the order is always odd and...
A new approximation to design continuoustime and discrete-time low-pass filters, presented in this p...
The synthesis of high performance linear or nonlinear phase SAW filters require simultaneous compens...
Abstract: An efficient method for the design of the half-band filter is described. Both the characte...
This book provides a comprehensive overview of signal filtering, including an introduction, definiti...
In this paper, a simple general expression for the magnitude response of filters is proposed, throug...
[[abstract]]© 1992 Elsevier-In this paper, motivated by Chi-Kou's weighted least-squares (WLS) ...
Based on the fact that the Butterworth and Chebyshev filters differ in the number of points of flatn...