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AD9864 Datasheet(PDF) 38 Page - Analog Devices

Part # AD9864
Description  IF Digitizing Subsystem
PDF  48 Pages
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Manufacturer  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

AD9864 Datasheet(HTML) 38 Page - Analog Devices

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Data Sheet
AD9864
Rev. A | Page 37 of 47
Finally, consider the case of a strong out-of-band interferer (that
is, −18 dBm to −32 dBm for matched IF input) that is larger
than the target signal and large enough to be tracked by the
control loop based on the output of the DEC1. The ability of the
control loop to track this interferer and set the VGA attenuation
to prevent clipping of the ADC is limited by the accuracy of the
digital signal estimation occurring at the output of DEC1. The
accuracy of the digital signal estimation is a function of the
frequency offset of the out-of-band interferer relative to the IF
frequency as shown in Figure 61. Interferers at increasingly
higher frequency offsets incur larger measurement errors,
potentially causing the control loop to inadvertently reduce the
amount of VGA attenuation that may result in clipping of the
ADC. Figure 65 shows the maximum measured interferer signal
level versus the normalized IF offset frequency (relative to fCLK)
tolerated by the AD9864 relative to its maximum target input
signal level (0 dBFS = −18 dBm). Note that the increase in
allowable interferer level occurring beyond 0.04 × fCLK results
from the inherent signal attenuation provided by the signal
transfer function of the ADC.
NORMALIZED FREQUENCY OFFSET = (
fIN–fIF)/fCLK
–6
0.02
–12
0
0.04
0
–3
–9
0.03
0.01
–15
0.05
Figure 65. Maximum Interferer (or Blocker) Input Level vs. Normalized IF
Frequency Offset
Table 22. SPI Registers Associated with AGC
Address (Hex)
Bit(s)
Width
Default Value
Name
0x03
7
1
0
ATTEN
[6:0]
7
0x00
AGCG [14:8]
0x04
[7:0]
8
0x00
AGCG [7:0]
0x05
[7:4]
4
0
AGCA
[3:0]
4
0x00
AGCD
0x06
7
1
0
AGCV
[6:4]
3
0x00
AGCO
3
1
0
AGCF
[2:0]
3
0x00
AGCR
System Noise Figure (NF) vs. VGA (or AGC) Control
The system noise figure of the AD9864 is a function of the ACG
attenuation and output signal bandwidth. Figure 66 plots the
nominal system NF as a function of the AGC attenuation for
both narrow-band (20 kHz) and wideband (150 kHz) modes
with fCLK = 18 MHz. Also shown on the plot is the SNR that is
observed at the output for a −2 dBFS input. The high dynamic
range of the ADC within the AD9864 ensures that the system
NF increases gradually as the AGC attenuation is increased. In
narrow-band (BW = 20 kHz) mode, the system noise figure
increases by less than 3 dB over a 12 dB AGC range, while in
wideband (BW = 150 kHz) mode, the degradation is
approximately 5 dB. Therefore, the highest instantaneous
dynamic range for the AD9864 occurs with 12 dB of AGC
attenuation, since the AD9864 can accommodate an additional
12 dB peak signal level with only a moderate increase in its
noise floor.
As Figure 66 shows, the AD9864 can achieve an SNR in excess
of 100 dB in narrow-band applications. To realize the full
performance of the AD9864 in such applications, it is
recommended that the I/Q data be represented with 24 bits. If
16-bit data is used, the effective system NF increases because of
the quantization noise present in the 16-bit data after truncation.
3
6
0
15
14
12
13
11
10
9
8
9
12
VGA ATTENUATION (dB)
SNR = 90.1dBFS
BW = 50kHz
BW = 150kHz
SNR = 82.9dBFS
BW = 10kHz
SNR = 95.1dBFS
SNR = 103.2dB
Figure 66. Nominal System Noise Figure and Peak SNR vs. AGCG Setting
(fIF = 73.35 MHz, fCLK = 18 MSPS, and 24-bit I/Q Data)
Figure 67 plots the nominal system NF with 16-bit output data
as a function of AGC in both narrow-band and wideband
mode. In wideband mode, the NF curve is virtually unchanged
relative to the 24-bit output data because the output SNR before
truncation is always less than the 96 dB SNR that 16-bit data
can support. However, in narrow-band mode, where the output
SNR approaches or exceeds the SNR that can be supported with
16-bit data, the degradation in system NF is more severe.
Furthermore, if the signal processing within the DSP adds noise
at the level of an LSB, the system noise figure can be degraded
even more than Figure 67 shows. For example, this might occur
in a fixed 16-bit DSP whose code is not optimized to process
the AD9864 16-bit data with minimal quantization effects. To
limit the quantization effects within the AD9864, the 24-bit data



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