Download PDF by Ayman Fayed: Adaptive Techniques for Mixed Signal System on Chip (The

By Ayman Fayed

This booklet is dedicated to the topic of adaptive suggestions for clever analog and combined sign layout wherein totally practical first-pass silicon is attainable. To our wisdom, this is often the 1st ebook dedicated to this topic. The strategies defined may still bring about quantum development in layout productiveness of advanced analog and combined sign structures whereas considerably slicing the spiraling expenses of product improvement in rising nanometer applied sciences.

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Additional resources for Adaptive Techniques for Mixed Signal System on Chip (The International Series in Engineering and Computer Science)

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Since Eqs. 3-1 through 3-7 assume that both M1 and M2 are operating in the triode-mode, the following condition has to be satisfied: VC  VCM  Vid  VT 2 (3-8) Equations 3-1 through 3-7 suggest that the transconductor is achieving the desired function in a perfectly linear fashion. However, in order to evaluate the linear performance of the transconductor, a more accurate model of the triode-mode operation of the transistor that models secondorder effects has to be used. Equations 3-1 and 3-2 are assuming that in the triode-mode of operation the current is linearly proportional to the gatesource voltage (the ideal MOS current formula), and that is not very accurate especially for short-channel devices.

1186-1189, May. 1986. 11. S. T. Dupuie and M. Ismail, “High frequency CMOS transconductors,” in Analog IC Design: the current-mode approach (C. J. Lidgey, and D. G. Haigh, eds), ch. , 1990. 12. P. E. Allen and D. R. Holberg, “CMOS Analog Circuit Design,” Holt, Rinehart and Winston, 1987. 13. M. Ismail, “Four-transistor continuous-time MOS transconductor,” Electronics Letters, vol. 23, PP. 1099-1100, Sept. 1987. 14. P. Ryan and D. G. Haigh, “Novel fully-differential MOS transconductor for integrated continuous-time filters,” Electronics Letters, vol.

As Eqs. 3-16 and 3-17 show, the value of both Gm+ and Gm- is a function of the differential input voltage Vid, which introduces nonlinearity to the output currents and consequently increases the total harmonic distortion in the output signal. Hence, if a specific linear performance is required, the input voltage range has to be limited to a small value. This fact further decreases the valuable Chapter 3 44 input voltage range beyond the condition specified in Eq. 3-8. The second limitation is that Gm+ and Gm-, are not equal, which means that the circuit is not truly fully differential, and will introduce common-mode distortion at the output.

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