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High-Performance CMOS Continuous-Time Filters

Gebonden Engels 1993 1993e druk 9780792393399
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High-Performance CMOS Continuous-Time Filters is devoted to the design of CMOS continuous-time filters. CMOS is employed because the most complex integrated circuits have been realized with this technology for two decades. The most important advantages and drawbacks of continuous-time filters are clearly shown. The transfer function is one of the most important filter parameters but several others (like intermodulation distortion, power-supply rejection ratio, noise level and dynamic range) are fundamental in the design of high-performance systems. Special attention is paid to the practical aspects of the design, which shows the difference between an academic design and an industrial design. A clear understanding of the behavior of the circuits and techniques is preferred over complex equations or interpretation of simulated results. Step-by-step design procedures are very often used to clarify the use of the techniques and topologies.
The organization of this text is hierarchical, starting with the design consideration of the basic building blocks and ending with the design of several high-performance continuous-time filters. Most of the circuits have been fabricated, theoretically analyzed and simulated, and silicon measurement results are compared with each other.
High-Performance CMOS Continuous-Time Filters can be used as a text book for senior or graduate courses on this topic and can also be useful for industrial engineers as a reference book.

Specificaties

ISBN13:9780792393399
Taal:Engels
Bindwijze:gebonden
Aantal pagina's:230
Uitgever:Springer US
Druk:1993

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Inhoudsopgave

Preface. 1. Introduction. 2. Very Low-Distortion OTA'S for High Frequency Applications. 3. Design Considerations for OTA-C Integrators and Full CMOS Resistors. 4. The On-Chip Automatic Tuning of Continuous-Time Filters. 5. High-Performance Realizations of Continuous-Time Filters. 6. General Conclusions. Index.

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        High-Performance CMOS Continuous-Time Filters