By Michiel Steyaert, Arthur H.M. van Roermund, Herman Casier
Analog Circuit layout comprises the contribution of 18 tutorials of the seventeenth workshop on Advances in Analog Circuit layout. every one half discusses a selected to-date subject on new and important layout principles within the sector of analog circuit layout. each one half is gifted by means of six specialists in that box and cutting-edge info is shared and overviewed. This ebook is quantity 17 during this winning sequence of Analog Circuit layout.
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Additional info for Analog Circuit Design: High-speed Clock and Data Recovery, High-performance Amplifiers, Power Management
Figure 11 illustrates active counterparts to the passive topologies shown in Figure 10. There are two advantages to using an active, rather than passive, approach for the loop filter implementation: 1) the charge pump need not support a wide voltage range at its output since the active approach consistently 36 sets its value to that of a reference voltage, 2) third order PLL dynamics can be achieved without requiring inductors. In general, there are two design rules that should be followed when using an active loop filter implementation.
835-844, July 2002. M. Perrott, T. Tewksbury, and C. 5-Mb/s GFSK modulation,” IEEE Journal of Solid-State Circuits, vol. 32, pp. 2048-2060, Dec. 1997. N. Filiol, T. Riley, C. Plett, and M. Copeland, “An agile ISM band frequency synthesizer with built-in GMSK data modulation,” IEEE Journal of Solid-State Circuits, vol. 33, pp. 998-1008, July 1998. S, Willingham, M. Perrott, B. Setterberg, and A. 5GHz frequency synthesizer with settling and 2Mb/s closed loop modulation,” in ISSCC Dig. Tech. Papers, Feb.
The area of each pulse corresponds to its associated timing parameter shown in the figure --- the method of calculating for each pulse will be discussed in the next section. A mathematical justification for this technique is given in , Given the above PFD output discretization, we can then represent the CT loop filter dynamics with a discrete-time filter using either the impulse invariance or bilinear transform method . This approach allows non-iterative computation of the loop filter dynamics.