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DAC39RF10 Datasheet(PDF) 206 Page - Texas Instruments |
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DAC39RF10 Datasheet(HTML) 206 Page - Texas Instruments |
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206 / 232 page ![]() An alternative is to use dividers and mixers to translate the APLL output to a new higher frequency. Figure 9-11 shows an example for a 10GHz clock synthesizer. This uses the same reference multiplier chain and APLL as described above and adds a mixing stage to translate the DAC clock from 8 to 10GHz. /4 LMX1204 EP2C+ CMD275P4 LO IF RF MDB-24H+ PMA2-183LN+ 10 GHz 1 GHz Ref In 2X 2X 8V DRO 8V LO IF RF -2V THS4031 SIM-153LH+ EP2C+ R2 C1 C2 R1 2X PMA2-183LN+ To DAC Clock Distribution Reference Multiplier 8 GHz Analog PLL 8 to 10 GHz Mixing Stage Figure 9-11. 10GHz Clock Synthesizer The LMX1204 can operate as a buffer, multiplier or divider. In this case the LMX1204 is used to divide the 8GHz APLL output by 4, which is then mixed with the input to translate the clock to 10GHz. A bandpass filter is required after mixing to remove the LO feedthrough and undesirable mixing products. Figure 9-12 shows the input 8GHz scaled to 10GHz and resulting 10GHz after mixing. As with the reference multiplier chain, special care must be taken selecting the components and operating points for best phase noise. A slight improvement in noise floor was found by power combining two the of the LMX1204 outputs before feeding the IF input of the mixer. Offset Frequency (Hz) 102 103 104 105 106 107 108 -170 -160 -150 -140 -130 -120 -110 -100 10 GHz Clock 8 GHz Clock (scaled to 10 GHz) Figure 9-12. 8GHz and 10GHz Clock Phase Noise 9.2.5 Application Curves The radar chip waveform used for testing is a non-linear frequency modulated (NLFM) pulse, lasting 4096 samples at the 250MSPS complex input rate. At baseband, the frequency ramps from -100MHz to + 100MHz, following a frequency ramp curve developed by Price and shown in Equation 6 [Price R. Chebyshev Low Pulse Compression Sidelobes via a Nonlinear FM. National Radio Science Meeting of URSI; PortSaid, Egypt: 1979.] with T = 4096 samples, B = 0.8, Bl = 0.5611 and Bc = 0.238. ff,Bl, Bc =B×t−T2T× Bl+ Bc 1−4t−T22T2 (6) DAC39RF10-SP, DAC39RF10-SEP DAC39RFS10-SP, DAC39RFS10-SEP SBAS932A – MARCH 2024 – REVISED FEBRUARY 2026 www.ti.com 206 Submit Document Feedback Copyright © 2026 Texas Instruments Incorporated Product Folder Links: DAC39RF10-SP DAC39RF10-SEP DAC39RFS10-SP DAC39RFS10-SEP |
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