Abstract
To get a realistic filter design, one has to verify the temporary results against: element value variation (coming from Ambiental changes, aging or design errors) and imperfections of the built-in components. The first goal is achieved below by Monte Carlo simulation of the circuit with a given maximum tolerance value, while for the second, a simplified macromodel of the transconductor is used and the output capacitance varied. To complete the study, we are trying to answer to the question of selection of the filter architecture among parallel, cascade, and LC-to-Gm-C paradigms. Criterions will include the complexity of the circuit and the spread of the element values. To all that one may add questions related to the choice of the nominal transconductance since it may seriously affect the complete design and the noise properties of the architectures. Thorough analyses brought us to a conclusion that when all aspects are introduced one may rely first on the cascade solution as will be shown by a synthesis of 10 MHz passband width two-phase Gm-C filter.
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References
Litovski V (2019) Electronic filters. Springer Science + Business Media B.V.
Suiter D (1977) Worst-Case- und statistische Toleranzanalyse elektrischer Netzwerke. AEÜ 31(12):513–517
Special issue on Statistical Circuit Design. The Bell Syst Tech J 50(4) April 1971
Special issue on statistical design of VLSI circuits. IEEE Trans CAD Integr Circ CAD-5(1) (Jan 1986)
Litovski V, Zwolinski M (1997) VLSI circuit simulation and optimization. Chapman and Hall, London
Ananda Mohan PV (2013) VLSI Analog Filters Active RC, OTA-C, and SC. Springer Science + Business Media New York
Ramachandran A (2005) Nonlinearity and noise modeling of operational transconductance amplifiers for continuous time analog filters. Master thesis at the Texas A&M University
Mobarak M, Onabajo M, Silva-Martinez J, Sánchez-Sinencio E (2010) Attenuation-predistortion linearization of CMOS OTAs with digital correction of process variations in OTA-C filter applications. IEEE J Solid-State Circ 45(2):351–367
Hospodka J (2006) Optimization of dynamic range of cascade filter realization. Radioengineering 15(3):31–34
Zverev AI (2005) Handbook of filter synthesis. Wiley-Interscience, New York
Behbahani F, Firouzkouhi H, Chokkalingam R, Delshadpour S, Kheirkhahi A, Nariman M, Conta M, Bhatia S (2002) A fully integrated low-IF CMOS GPS radio with on-chip analog image rejection. IEEE J Solid-State Circ 37(12):1721–1727
Lo T-Y, Hung C-C (2009) 1V CMOS Gm-C filters, design and applications. Springer Science+Business Media B.V.
Szczepański S, Kozieł S (2004) Phase compensation scheme for feedforward linearized CMOS operational transconductance amplifier. Bull Pol Acad Sci Tech Sci 52(2):141–148
Wu P (1993) The design of high-frequency continuous-time integrated analog signal processing circuits. Dissertations and Theses. Paper 1162, https://pdxscholar.library.pdx.edu/open_access_etds
Ergün BS, Kuntman H (2005) On the design of new CMOS DO-OTA topologies providing high output impedance and extended linearity range. J Electr Electron Eng 5(2):1449–1461
Zazerin A, Orlov A, Bogdan O (2013) Operational transconductance amplifier macromodel optimization for active piezoelectric filter design. Bocтoчнo-Eвpoпeйcкий жypнaл пepeдoвыx тexнoлoгий 6/12(66):30–34
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Litovski, V. (2022). Implementation Issues. In: Gm-C Filter Synthesis for Modern RF Systems. Lecture Notes in Electrical Engineering, vol 807. Springer, Singapore. https://doi.org/10.1007/978-981-16-6561-5_7
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DOI: https://doi.org/10.1007/978-981-16-6561-5_7
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