Algorithmic s-z transformations for continuous-time to discrete-time filter conversion

This paper introduces a so-called generalized Pascal matrix. Using this matrix, the coefficients of transfer functions of the continuous-time and discrete-time linear circuits can be converted on the assumption that both circuits are related by a general first-order s-z transformation. We explain th...

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Bibliographic Details
Main Authors: Biolek, D., Biolkova, V.
Format: Conference Proceeding
Language:English
Subjects:
Automatic control
Difference equations
Frequency
Integrated circuit interconnections
Linear circuits
Matrix converters
Nonlinear filters
Prototypes
Sampling methods
Transfer functions
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Summary:This paper introduces a so-called generalized Pascal matrix. Using this matrix, the coefficients of transfer functions of the continuous-time and discrete-time linear circuits can be converted on the assumption that both circuits are related by a general first-order s-z transformation. We explain the effective numerical procedure of computing all matrix elements for arbitrary first-order s-z transformation.
DOI:10.1109/ISCAS.2001.921924