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DAC38RF86 Datasheet(PDF) 40 Page - Texas Instruments

Part # DAC38RF86
Description  DAC38RFxx Dual-Channel, Single-Ended, 14-Bit, 6- and 9-GSPS, RF-Sampling DAC With JESD204B Interface and On-Chip GSM PLL
PDF  147 Pages
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Manufacturer  TI2 [Texas Instruments]
Direct Link  https://www.ti.com
Logo TI2 - Texas Instruments

DAC38RF86 Datasheet(HTML) 40 Page - Texas Instruments

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DAC38RF86, DAC38RF96
DAC38RF87, DAC38RF97
SLASEF4B – FEBRUARY 2017 – REVISED JULY 2017
www.ti.com
Product Folder Links: DAC38RF86 DAC38RF96 DAC38RF87 DAC38RF97
Submit Documentation Feedback
Copyright © 2017, Texas Instruments Incorporated
Figure 39. SYSREF Capture Strategy and Phase Tolerance Windows
To understand Figure 39, to begin with we’ll ignore the SYSREF phase tolerance windows in the lower portion of
the figure and focus on the blue clock waveform at the top of the figure. This waveform represents the device
clock input to a particular DAC chip. The green arrows, labeled “R” and “F”, correspond to the rising and falling
edges of this clock (ignoring for the moment the additional arrows labeled “ER” and "EF”). Lower frequency
devices captured SYSREF only on the rising edge of the device clock, the new scheme samples SYSREF on the
falling edge as well, which provides more flexibility when optimizing the setup and hold time of the SYSREF
capture path. Moreover, each time a rising SYSREF edge is captured, the chip remembers the clock phase
during which the event occurred, and the system designer can later read back the phase information to observe
the SYSREF timing relative to the device clock at the internal capture point. If SYSREF transitions close to the
rising or falling clock edge sampling points the capture flop setup and hold time may not be met and the
observed phase may be unreliable and subject to meta-stability phenomenon.
To reduce the sensitivity to setup/hold/meta-stability concerns an “early” version of the device clock is generated
within the DAC and additional SYSREF samples are taken at the “early falling” and “early rising” edges of the
clock (labeled “EF” and “ER”, respectively, in Figure 39). The resulting set of four samples is used to narrow
down the timing of the rising SYSREF edge to one of four possible clock phases. If the rising SYSREF transition
takes place between the “EF” and “F” samples, then SYSREF is said to occur in phase θ1. Similarly, if it takes
place between the “F” and “ER” samples, then it is said to occur in phase θ2. If SYSREF transitions between the
“ER” and “R” samples, then it is said to occur in phase θ3. And, finally, if the SYSREF rising edge event happens
between the “R” and “EF” samples, then it is said to occur in phase θ4. As mentioned before, the chip
remembers all observed SYSREF phases and the user can later read them back. Since the delay between
“early” and “on time” versions of the clock is intentionally chosen to be larger than the setup/hold/meta-stability
window, at most one of the four samples can be affected even when the SYSREF transitions right at one of the
four sampling points. Thus, the uncertainty in the observed SYSREF timing is limited to adjacent phases, and
with twice as many sampling phases the resolution of the timing information is improved by a factor of two.
Referring to the lower portion of Figure 39, the user can now see how this information regarding the observed
SYSREF phases is used to devise a reliable SYSREF capture methodology with a high degree of tolerance to
manufacturing and environmental variations in SYSREF phase. Based on the SYSREF phases observed for a
particular DAC chip during system characterization, the system designer can select one of four so-called “phase
tolerance window” options (denoted “’00”, “01”, “10”, and “11”) to maximize immunity to manufacturing and
environmental variations. For example, consider the default phase tolerance window labeled “window=00” in the
figure. If, during characterization, the system designer observes (by reading back the recorded phase
observations) that the rising SYSREF edge nominally occurs in either θ1 or θ2 or both (i.e. θ12) then he would



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