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MAX3675E/D Datasheet(PDF) 9 Page - Maxim Integrated Products |
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MAX3675E/D Datasheet(HTML) 9 Page - Maxim Integrated Products |
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9 / 16 page ![]() 622Mbps, Low-Power, 3.3V Clock-Recovery and Data-Retiming IC with Limiting Amplifier _______________________________________________________________________________________ 9 current of the op amp at the INV pin is guaranteed to be less than ±100nA. To set the threshold voltage externally (i.e., via a DAC control), completely disable the op amp by grounding the inverting terminal (INV). VTH then becomes high impedance and must be driven externally. The comparator is configured with an active-high LOP output. An on-chip, 6k Ω pull-up resistor is provided to reduce external part count. Setting the Loop Filter The loop filter within the PLL consists of a transconduc- tance amplifier and external filter elements RF and CF (Figure 2). The closed-loop bandwidth of a PLL is approximated by: where KD is the gain of the phase detector, KO is the gain of the VCO, and Gm is the transconductance of the filter amplifier. For the MAX3675, an estimated value of KDKOGm is 7k. Because the PLL is a second-order system, a zero in the open-loop gain is required for stability. This zero is set by the following equation: where the recommended external value of CF is 2.2µF. Increasing the value of RF increases the PLL bandwidth (fLOOP). Increasing this bandwidth improves jitter toler- ance and jitter-generation performance, but also reduces jitter-transfer performance. (Decreasing the bandwidth has the opposite effect.) This type of PLL is a classical second-order system. Therefore, as fz (the frequency of the zero) approaches fLOOP, the jitter-transfer peaking increases. For an over- damped system (fz/fLOOP) < 0.25, the jitter peaking of a second-order system can be approximated by: Mp = 1 - (fz / fLOOP) where Mp is the magnitude of the peaking. For (fz/fLOOP) < 0.1, this equation holds to within 10%. CF can be made smaller if meeting the jitter-transfer specifications is not a requirement. For example, setting RF to 300 Ω and CF to 3.3nF increases the loop band- width to approximately 2.2MHz (Figure 3). Loop stability is ensured by maintaining a separation of 10x between fLOOP and fz. Be careful when changing the value of RF. Lower values of RF are limited by the internal resistance of the IC, and upper values are limited by the internal high-frequency pole. ωzF F = 1 / R C () K K Gm R DO F MAX3675 F(S) CF RF GM FIL+ FIL- Figure 2. Loop Filter F(s) = Gm s s C s/ 1 RC R C 2.2 F internal higher - order pole z FP FF F F ω ω ω µ ω + ()+ [] = = = = 1 1 52 3 z P . Ω 100 1k 10k 100k 1M 10M 100M 1G FREQUENCY (Hz) fZ = 1.38kHz CF = 2.2µF HIGHER- ORDER POLE >10x fLOOP = 375kHz RF = 52.3Ω fLOOP = KSKOGmRF fZ = 161kHz CF = 3.3nF fLOOP = 2.2MHz RF = 300Ω Figure 3. Loop-Filter Response |
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