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AD6676EBZ датащи(PDF) 40 Page - Analog Devices |
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AD6676EBZ датащи(HTML) 40 Page - Analog Devices |
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40 / 90 page ![]() AD6676 Data Sheet Rev. A | Page 40 of 90 Example Calculate the NCO MIX1 and MIX2 values along with FIF_NCO and fOFFSET with the following AD6676 configuration: FIF = 140 MHz, FADC = 3200 MHz, and decimation factor of 16 (that is, fDATA_IQ = 200 MSPS). • Substituting FIF and FADC values in Equation 8 results in MIX1 = 3. • Substituting these values in Equation 9 (noting that M = 4096 for DEC_MODE = 3 results in MIX2 = −13). • Substituting MIX1 and MIX2 values into Equation 10 results in FIF_NCO = 139.84375 MHz. • Substituting FIF and FIF_NCO values in Equation 11 results in fOFFSET = 156.25 kHz. NCO Phase Synchronization The AD6676 coarse and fine tuning NCOs can be set to an initial phase after synchronization with an external SYSREF signal. The initial phase of the coarse tuning NCO is set via MIX1_INIT, with an LSB corresponding to 1/64th of a cycle. The initial phase of the fine tuning NCO is set via MIX2_INIT_x, with an LSB corresponding to 1/1024th of a cycle. Digital Filter Modes The AD6676 digital filter path is designed to provide sufficient stop band rejection of the Σ-Δ ADC shaped out-of-band noise as well as any spurious noise that otherwise might alias back into the desired pass band region after decimation and limit the actual NSD performance. The filter path supports decimation factors of 12, 16, 24, and 32 depending on the DEC_MODE setting. The complex output of the coarse QDDC feeds a pair of symmetrical FIR decimation filters divided into three stages, as shown in Figure 103. The first stage is a decimate by 3 or by 4 filter, depending on whether the desired decimation factor is divisible by three. The second and third stages consists of two cascaded decimate by 2 filters with the third stage outputs supporting the decimate by 12 and by 16 options. A bypassable fourth stage provides the decimate by 24 and by 32 options. The normalized pass band and wideband folded frequency response for each filter mode are shown in Figure 105 through Figure 113. Note the following observations: • All filter responses provide a linear phase response over its pass band. • The usable IF bandwidth depends on the DEC_MODE as well as the minimum acceptable pass band ripple and stop band rejection requirements. Table 14 provides the normalized usable complex bandwidth vs. DEC_MODE for stop band rejections of greater than 85 dB and 60 dB. • The last filter stage sets the usable bandwidth and stop band rejection because it has the most aggressive transition band specifications. For this reason, the decimation factors of 12 and 16 have the same normalized usable bandwidths as does decimation factors of 24 and 32. • Wide IF bandwidths (MHz) are supported when operating at lower decimation factors along with a high FADC. • It is worth noting that many applications requiring wider IF bandwidth may tolerate reduced ripple and rejection as the digital filter response enters its transition region. The reason is that the Σ-Δ ADC achievable NSD performance at the IF pass band edges also degrades as its oversampling ratio is reduced, thus still dominating relative to any aliased noise due to reduced filter stop band rejection. Table 14. Usable Normalized Complex Bandwidth vs. Decimation Factor DEC_MODE Decimation Factor f DATA_IQ BW (>85 dB Rejection) BW (>60 dB Rejection) 1 32 1 0.814 0.834 2 24 1 0.814 0.834 3 16 1 0.571 0.617 4 12 1 0.571 0.617 Total Pipeline Latency The digital filter path dominates the latency of the AD6676 whereas the JESD204B PHY adds a few samples of delay and the ADC delay is a fraction of an output sample. The latency between the ADC and digital filter output is fixed with the only nondeterministic delay being associated with the JESD204B PHY clock and lane FIFOs before synchronization. See the Synchronization Using SYSREF section for additional information. Table 15 provides the nominal pipeline delay associated with each DEC_MODE. Note that although all DEC_MODE settings provide similar delays relative to the output data rate, fDATA_IQ, applications that require shorter absolute time delays may consider using a lower decimation factor to reduce the absolute delay by 2×. Table 15. Nominal Pipeline Latency vs. DEC_MODE (Sample Delay Relative to 1/fDATA_IQ) DEC_MODE Decimation Factor JESD204B Lanes IQ Data Output Sample Delay 1 32 1 34.2 2 24 1 34.2 3 16 2 32.3 4 12 2 32.3 |
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