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AD9549 датащи(PDF) 23 Page - Analog Devices

номер детали AD9549
подробное описание детали  Dual Input Network Clock Generator/Synchronizer
PDF  78 Pages
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производитель  AD [Analog Devices]
домашняя страница  http://www.analog.com
Logo AD - Analog Devices

AD9549 датащи(HTML) 23 Page - Analog Devices

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Preliminary Technical Data
AD9549
Rev. PrA | Page 23 of 78
PLL CORE (DPLLC)
The Digital Phase Locked Loop Core (DPLLC) includes the
frequency estimation block and the digital phase lock control
block driving the DDS.
The start of the DPLLC signal chain is the reference signal, fR,
which appears on REF A or REF B inputs. The frequency of
this signal can be divided by an integer factor of R via the
feedforward divider. The output of the feedforward divider is
routed to the phase/frequency detector (PFD). Therefore, the
frequency at the input to the PFD is given by
R
f
PFD
R
f
=
.
The PFD outputs a time series of digital words that are routed
to the digital loop filter. The digital filter implementation offers
many advantages: The filter response is determined by numeric
coefficients rather than discrete component values. There is no
aging of components and therefore, no drift of component value
over time. There is no thermal noise in the loop filter, and there
is no control node leakage current (which causes reference feed
through in a traditional analog PLL).
The output of the loop filter is a time series of digital words.
These words are applied to the frequency tuning input of a DDS
to steer the DCO frequency. The DDS provides an analog
output signal via an integrated DAC, effectively mimicking the
operation of an analog VCO.
The DPLLC can be programmed to operate in conjunction with
an internal frequency estimator to help decrease the time
required to achieve lock. When the frequency estimator is
employed, frequency acquisition is accomplished in a two-step
process:
Step 1: An estimate is made of the frequency of fPFD. The phase-
lock control loop is essentially inoperative during the frequency
estimation process. Once a frequency estimate is made, it is
delivered to the DDS so that its output frequency is
approximately equal to fPFD multiplied by S (the modulus of the
feedback divider).
Step 2: The phase-lock control loop becomes active and acts as a
servo to acquire and hold phase lock with the reference signal.
As mentioned in step 1) above, the DPLLC includes a feedback
divider that allows the DCO to operate at an integer multiple
(S) of fPFD. This establishes a nominal DCO frequency (fDDS)
given by:
()
R
R
S
DDS
f
f
=
.
Figure 9: AD9549 Digital PLL Block Diagram
Feedforward Divider (Divide-by-R)
The feedforward divider is an integer divider allowing
frequency prescaling of the REF Source input signal while
maintaining the desired low jitter performance of the AD9549.
The feedforward divider is a programmable modulus divider
with very low jitter injection. The divider is capable of handling
input frequencies as high as 750 MHz. The divider depth is 16-
bits cascaded with an additional divide-by-two. The divider
therefore is capable of integer division from 1 to 65,535 (index
of 1) or 2 to 131,070 (index of 2). The divider is programmed
via the I/O Register Map to trigger on either the rising (default)
or falling edge of the REF Source input signal.
There is a lower bound on the value of R imposed by the phase-
frequency detector within the DPLLC which has a maximum
operating frequency of fPFD[max] as explained in the Fine Phase
Detector section. The “R Divider /2” bit must be set when
REF_A or REF_B is greater than 400 MHz. The user must also
ensure that R is chosen so that it satisfies the inequality:
R ≥ ceil(fR / fPFD[max])
The upper bound is:
R ≤ floor(fR /8 kHz)
Where the ceil(x) function yields the nearest integer ≥ x. For
example, if fR=155 MHz and fPFD[max] =24.5 MHz, then ceil
(155/24.5) = 7, so R must be > 7.
Feedback Divider (Divide-by-S)
The feedback divider is an integer divider allowing frequency
multiplication of the REF signal that appears at the input of the
phase detector. It is capable of handling frequencies well above
the Nyquist limit of the DDS. The divider depth is 16-bits
cascaded with an additional divide-by-two. The divider is
therefore capable of integer division from 1 to 65,535 (index of



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