Download 60-GHz CMOS Phase-Locked Loops by Hammad M. Cheema, Reza Mahmoudi, Arthur H.M. van Roermund PDF

By Hammad M. Cheema, Reza Mahmoudi, Arthur H.M. van Roermund

The promising excessive info cost instant functions at millimeter wave frequencies as a rule and 60 GHz specifically have won a lot cognizance lately. in spite of the fact that, demanding situations relating to circuit, format and measurements in the course of mm-wave CMOS IC layout need to be triumph over prior to they could turn into plausible for mass market.

60-GHz CMOS Phase-Locked Loops targeting phase-locked loops for 60 GHz instant transceivers elaborates those demanding situations and proposes suggestions for them. The process point layout to circuit point implementation of the full PLL, besides separate implementations of person elements akin to voltage managed oscillators, injection locked frequency dividers and their combos, are incorporated. in addition, to meet a few transceiver topologies concurrently, flexibility is brought within the PLL structure through the use of new dual-mode ILFDs and switchable VCOs, whereas reusing the low frequency elements on the similar time.

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The impedance of the second-order loop filter is shown as ZLPF. The VCO conversion gain, KVCO, represents the sensitivity of VCO frequency with tuning voltage in rad/(s  V). 00 fref KPFD Iout(s) 192 198 204 210 KVCO /s ZLPF(s) fbck C1 Vcont(s) fout C2 R1 ÷N Prescaler ÷P fout /P Fig. 8 Simplified s-domain representation of the synthesizer ratio of the prescaler and lower frequency divider chain is represented by P and N, respectively. 4) which shows a pole at the origin due to the VCO. The over-all loop dynamics are determined by the transfer-function of the loop-filter, which in this case is an 24 2 Synthesizer System Architecture impedance function, as it converts the charge-pump current to a tuning voltage for the VCO.

8 Simplified s-domain representation of the synthesizer ratio of the prescaler and lower frequency divider chain is represented by P and N, respectively. 4) which shows a pole at the origin due to the VCO. The over-all loop dynamics are determined by the transfer-function of the loop-filter, which in this case is an 24 2 Synthesizer System Architecture impedance function, as it converts the charge-pump current to a tuning voltage for the VCO. 6) The two poles at the origin (first one due to VCO and second one, op1) can render the loop unstable as the phase-margin is zero.

Signal connections, no matter how carefully made, are not perfect at mm-wave frequencies. The small dimensions contribute to signal loss which typically rises with frequency. In case of coaxial cables, impedance and insertion loss varies with different cable routing. Furthermore, bending and stretching cables changes their dimensions, and thus affects signal propagation. This is particularly critical when measuring phase sensitive circuits (I-Q VCOs, phase shifters etc) where matching is of utmost importance.

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