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ADMV4530 Datasheet(PDF) 33 Page - Analog Devices

Part # ADMV4530
Description  Dual-Mode, Ka Band Upconverter with Integrated Fractional-N PLL and VCO
PDF  64 Pages
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Manufacturer  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

ADMV4530 Datasheet(HTML) 33 Page - Analog Devices

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Data Sheet
ADMV4530
THEORY OF OPERATION
analog.com
Rev. C | 33 of 64
CHARGE PUMP CURRENT SETUP
For a specifically designed loop filter, set the ICP by adjusting the
CP_CURRENT value in Bits[7:4], Register 0x01E. Calculate ICP by
using the following the equation:
ICP = (CP_CURRENT + 1) × 350 µA
(11)
where CP_CURRENT is an integer value (0 to 15).
The default value for a 100 MHz fPFD for CP_CURRENT = 11,
which yields a current of 4.2 mA. The applicable range is 0.35 mA
to 5.6 mA, with 0.35 mA steps.
To change the fPFD, if no change has been made to the existing
loop filter components, it is recommended to scale ICP by using the
following equation:
ICP(NEW)= ICP(DEFAULT)×fPFD(DEFAULT)
fPFD(NEW)
(12)
where:
ICP (NEW) is the new desired ICP.
ICP (DEFAULT) is the default ICP.
fPFD (DEFAULT) is the default fPFD.
fPFD (NEW) is the new desired fPFD.
When ICP (NEW) is obtained, the CP_CURRENT value in Bits[7:4],
Register 0x01E, can be updated by using the following rounding
function:
CP_CURRENT=ROUND ICPNEW350μA −1 (13)
where ROUND is the mathematical round function.
BLEED CURRENT (CP_BLEED) SETUP
The charge pump includes a binary scaled bleed current (IBLEED)
that is set by using the CP_BLEED value in Register 0x026.
The bleed current introduces a slight phase offset in the phase
frequency detector to improve integer boundary spurs and phase
noise when operating in fractional-N mode. To enable the bleed
current for fractional-N mode, set CP_BLEED_EN = 1 (Register
0x027, Bit 3). For integer mode, CP_BLEED_EN must be set to 0.
Generally, the optimum bleed current value is 115 (431.25 µA),
and this value provides optimal performance for most applications.
However, there can be additional performance improvements by
empirically determining the appropriate bleed current value from the
actual measurements for the intended application. The applicable
range is 0 µA to 956.25 µA with 3.75 µA steps.
IBLEED = CP_BLEED × 3.75 µA
(14)
where CP_BLEED is an integer value (0 to 255).
Figure 93 shows an example of 100 kHz offset phase noise vs.
CP_BLEED.
Figure 93. 100 kHz Offset Phase Noise vs. CP_BLEED, LO Frequency =
29.995 GHz, CP_CURRENT = 4.2 mA
Figure 94 is an example of 100 kHz offset phase noise vs. LO fre-
quency with a CP_BLEED value of 115 (431.25 µA). The CP_CUR-
RENT is 4.2 mA and the LO frequency step size is 10 MHz. At
each integer boundary, the CP_BLEED is disabled, resulting in
approximately −1 dBc/Hz improvement.
Figure 94. 100 kHz Offset Phase Noise vs. LO Frequency, CP_BLEED = 115,
CP_CURRENT = 4.2 mA



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