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CDCM7005HFG/EM Datasheet(PDF) 39 Page - Texas Instruments |
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CDCM7005HFG/EM Datasheet(HTML) 39 Page - Texas Instruments |
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39 / 49 page ![]() 39 CDCM7005-SP www.ti.com SGLS390G – JULY 2009 – REVISED NOVEMBER 2015 Product Folder Links: CDCM7005-SP Submit Documentation Feedback Copyright © 2009–2015, Texas Instruments Incorporated Application Information (continued) (1) Output phase noise is dependent on the noise of the REF_IN clock and VCXO clock noise floor. The phase noise measurements were taken with the CDCM7005-SP EVM and CDCM7005-SP SPI default settings. (2) The typical stabilization time is based on the above application example. The stabilization criterion was a stable high level of PLL_LOCK. (3) For further explanations, as well as phase noise/jitter test results using various VCXOs, see application note SCAA067. 10.1.2 Phase Noise Performance Table 16. Phase Noise Performance PARAMETER(1) TEST CONDITIONS REF_IN PHASE NOISE AT 30.72 MHz VCXO PHASE NOISE AT 245.76 MHz Yx PHASE NOISE AT 30.72 MHz UNIT LVCMOS LVPECL TYP(2) TYP(2) phn10 Phase noise at 10 Hz Y = 30.72 MHz; ƒPFD = 200 kHz, Loop BW = 20 Hz, Feedback Divider = 8 × 128 (N × P), ƒREF_IN = 30.72 MHz, M-Divider = 128, ICP = 2 mA –109 –75 –104 –100 dBc/Hz phn100 Phase noise at 100 Hz –125 –97 –116 –116 dBc/Hz phn1k Phase noise at 1 kHz –134 –117 –140 –140 dBc/Hz phn10k Phase noise at 10 kHz –136 –138 –153 –152 dBc/Hz phn100k Phase noise at 100 kHz –138 –148 –156 –153 dBc/Hz phn1Mk Phase noise at 1 MHz –144 –148 –156 –153 dBc/Hz phn10M Phase noise at 10 MHz –144 –148 –156 –153 dBc/Hz PLL STABILIZATION TIME tstabi PLL stabilization time(3) Y = 30.72 MHz, ƒPFD = 200 kHz, Loop BW = 20 Hz, Feedback Divider = 8 × 128 (N × P), ƒREF_IN = 30.72 MHz, M-Divider = 128, ICP = 2 mA 400 ms (1) The synthesizer phase noise floor can be estimated by measuring the in-band noise at the output of the CDCM7005-SP and subtracting 20log(Feedback Divider) N (in case of CDCM7005-SP it is the N+P divider). The calculated phase noise floor still based on the PFD update frequency, in the above specification, is 400 kHz. (2) The in-band noise can also be normalized to a comparison frequency of 1 Hz. The resulting phase noise floor is: pnfloor = PNmeasured – 20log(N+P) – 10log(ƒPFD) where: pnNfloor = normalized phase noise floor in dBc/Hz PNmeasured = in-band phase noise measurement in dBc/Hz 20log(N+P) = divider ratio of feedback loop 10log(ƒPFD) = PFD update frequency in Hz 10.1.2.1 In-Band Noise Performance Table 17. In-Band Noise Performance PARAMETER TEST CONDITIONS MIN TYP MAX UNIT pnin-band In-band phase noise test conditions Y = 900 MHz, ƒPFD = 400 kHz, Loop BW = 27 kHz, Feedback Divider = 8 × 282 (N × P), ƒREF_IN = 10 MHz; M-Divider = 25, ICP = 3 mA –95 dBc/Hz pnf400 Phase noise floor at 400 kHz ƒPFD, in-band noise – 20log(feedback div) (1) –162 dBc/Hz pnf1 Phase noise floor at 1 Hz ƒPFD, in-band noise – 20log(feedback div) – 10log(ƒPFD) (2) –218 dBc/Hz |
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