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ADRF6650 Datasheet(PDF) 32 Page - Analog Devices |
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ADRF6650 Datasheet(HTML) 32 Page - Analog Devices |
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32 / 61 page ![]() ADRF6650 Data Sheet Rev. A | Page 32 of 61 IF FREQUENCY (MHz) 100 0 200 300 400 500 600 30 25 20 15 10 35 5 0 100Ω 200Ω Figure 58. IF Gain vs. IF Frequency for Various Loads IF FREQUENCY (MHz) 50 0 100 150 200 250 300 350 400 500 450 100Ω 200Ω 60 40 50 30 20 10 0 Figure 59. OIP3 vs. IF Frequency for Various Loads IF FREQUENCY (MHz) 100 60 40 120 80 20 106 156 206 256 306 356 406 456 56 0 HD2 HD3 100Ω 200Ω Figure 60. HD2/HD3 vs. IF Frequency for Various Loads As mentioned previously in this section, the IF outputs are optimized for a load of 100 Ω; however, this may not be the most readily available load impedance. As a result, load vs. performance trade-offs must be considered. Use Figure 58 through Figure 60 as guides only; do not interpret them in the absolute sense. The results are obtained for one chip under nominal voltage and supply. ADC INTERFACING The integrated IF DVGA of the ADRF6650 provides variable and sufficient drive capability for both buffered and unbuffered ADCs. The DVGA also provides isolation between the sampling edges of the ADC and the mixer core. As result, only a selective band-pass filter is required when interfacing with an ADC. The filter resides between the ADRF6650 and the ADC. The band-pass filter eliminates all out-of-band signals that might degrade the performance of the ADRF6650 and ADC pair. The band-pass filter center and bandwidth are selected for the specific application, that is, the topology, system requirements, signal bandwidth, ADC type, and sampling rate. The type and the order of the filter are chosen by taking into account the trade-off between the amount of rejection required and the insertion loss. In this section, a filter design is explained for a band-pass sampling use case with a step by step analysis. Band-pass sampling is a popular way of reconstructing the information from the received signals, especially for wireless communication standards with high dynamic range requirements. Band-pass sampling relies on the idea that the sampling rate required to completely represent an analog signal is twice the highest frequency of signal bandwidth of interest. With this fact, a signal at a high IF frequency can be reconstructed by accurately placing the signal of interest to one of the Nyquist zones. To better illustrate the idea, a case for IF center frequency of 187.5 MHz with a signal bandwidth of 30 MHz is considered. To place the signal bandwidth to the first Nyquist zone, a sampling rate of 250 MSPS is adequate, which puts the center frequency of the retrieved signal to 62.5 MHz. One important consideration for the band-pass sampling is that all of the Nyquist zones fold on top of each other, which reduces the available dynamic range. To overcome excessive noise due to folding, employ a sharp antialiasing filter between the ADRF6650 and the ADC. To determine a proper candidate for the ADC, consider the signal- to-noise ratio (SNR)/spurious-free dynamic range (SFDR) and analog input bandwidth requirements. The SNR/SFDR require- ments are provided for a given input power. Considering a standard LTE uplink signal with a peak-to-average power ratio (PAPR) of 8 dB to 10 dB, the average input signal power is backed off at least 10 dB from the full scale. The SNR/SFDR of the ADC at the backed off level allows a dynamic range compatible with the system requirements. The analog input specification, alter- natively, must be able to cope with the high IF frequency signal (centered at 187.5 MHz). With these requirements in mind, the AD9694 14-bit, 500 MSPS ADC or the AD6684 135 MHz quad IF receiver are proper candidates with an SNR of 68 dBFS and SFDR of 97 dBFS at 10 dB back-off from full scale. The IF center frequency of the received signal (187.5 MHz) is on the second Nyquist zone for a sampling rate of 250 MSPS. The antialiasing filter provides enough rejection on other Nyquist zones so that inherent folding of the zones does not degrade the SNR and SFDR of the ADC. Considering that there |
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