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A computer-based synthesis method of structurally LBR digital allpass networks
A digital lossless bounded-real (LBR) transfer function, more commonly known as a stable allpass function, maintains the LBR property under multiplier coefficient quantization when implemented by networks that are structurally LBR. A systematic method is outlined for generating all possible such rea...
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Published in: | IEEE transactions on circuits and systems 1988-06, Vol.35 (6), p.755-760 |
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container_issue | 6 |
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container_title | IEEE transactions on circuits and systems |
container_volume | 35 |
creator | Szczupak, J. Mitra, S.K. Fadavi-Ardekani, J. |
description | A digital lossless bounded-real (LBR) transfer function, more commonly known as a stable allpass function, maintains the LBR property under multiplier coefficient quantization when implemented by networks that are structurally LBR. A systematic method is outlined for generating all possible such realizations for second-order transfer functions containing a minimum number of multipliers and delays, allowing the designer to take advantage of the flexibility offered by a catalog of such realizations. Illustrative examples are included.< > |
doi_str_mv | 10.1109/31.1816 |
format | article |
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A systematic method is outlined for generating all possible such realizations for second-order transfer functions containing a minimum number of multipliers and delays, allowing the designer to take advantage of the flexibility offered by a catalog of such realizations. 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subjects | Analog integrated circuits Applied sciences Circuit properties Circuit testing Computer networks Electric, optical and optoelectronic circuits Electronic circuits Electronics Electrons Exact sciences and technology Frequency Frequency filters Integrated circuit synthesis Network synthesis Oscillators Quantization Transfer functions |
title | A computer-based synthesis method of structurally LBR digital allpass networks |
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