## Abstract A wave digital filter design method is discussed which produces good selectivity and flat delay characteristics. The filter is designed in the microwave domain with monotonic stopband response using Carlin and Wu's technique for minimumโphase linear phase commensurate line transducers,
Wave digital filters with reduced number of delays
โ Scribed by Alfred Fettweis
- Publisher
- John Wiley and Sons
- Year
- 1974
- Tongue
- English
- Weight
- 628 KB
- Volume
- 2
- Category
- Article
- ISSN
- 0098-9886
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โฆ Synopsis
Abstract
A method is described which allows one to design wave digital filters with a reduced number of excess delays. It consists in first multiplying all impedances of the original LCโfilter either by ฯ = tanh (pT/2) or by 1/ฯ, similar to what has been proposed by Bruton, although for different reasons, for active filter design. The restrictions inherent in this latter case do not apply, but some structures are preferable over others. The excellent sensitivity properties of wave digital filters still hold; they can again be proved directly by a modification of the earlier concepts of pseudopower, pseudopassivity, and pseudoโlosslessness.
๐ SIMILAR VOLUMES
## Abstract The theory of real wave digital filters (WDFs) is extended to complex WDFs. A fundamental requirement turns out to be that of oneโrealness, a complex impedance in the reference filter being called oneโreal if it is real for ฮจ = 1, where ฮจ is the equivalent complex frequency. The only ne
A generalized time domain approach is described for the analysis and design of wave digital filters capable of performing sampling rate alterations whether integer or non-integer. It is based on sequential computation of the filter's system response; then this discrete response is reduced to a ratio