SLVSEO0B Data sheet

SLVSEO0B August 2021 – February 2023 ADC12DJ4000RF

PRODUCTION DATA

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ZEG|144
AAV|144
- MPBGAM2C

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Orderable Information

8.3.7.3 Decimation Filters

The decimation filters are arranged to provide a programmable overall decimation of 4 or 8. All decimation filters operate on complex data (from the complex digital mixer) and the outputs have a resolution of 15 bits. The decimation filters are implemented as linear phase finite impulse response (FIR) filters. Table 8-12 lists the effective output sample rates, available signal bandwidths, output formats, and stop-band attenuation for each decimation mode.

Table 8-12 Output Sample Rates and Signal Bandwidths

DECIMATION SETTING	ƒ_(DEVCLK)				OUTPUT FORMAT
DECIMATION SETTING	OUTPUT RATE (MSPS)	MAX ALIAS PROTECTED SIGNAL BANDWIDTH (MHz)	STOP-BAND ATTENUATION	PASS-BAND RIPPLE	OUTPUT FORMAT
No decimation (DDC bypass)	ƒ_(DEVCLK)	ƒ_(DEVCLK) / 2	—	< ±0.001 dB	Real signal, 12-bit data
Decimate-by-4	ƒ_(DEVCLK) / 4	0.8 × ƒ_(DEVCLK) / 4	> 90 dB	< ±0.001 dB	Complex signal, 15-bit data
Decimate-by-8	ƒ_(DEVCLK) / 8	0.8 × ƒ_(DEVCLK) / 8	> 90 dB	< ±0.001 dB	Complex signal, 15-bit data
Decimate-by-16	ƒ_(DEVCLK) / 16	0.8 × ƒ_(DEVCLK) / 16	> 90 dB	< ±0.001 dB	Complex signal, 15-bit data
Decimate-by-32	ƒ_(DEVCLK) / 32	0.8 × ƒ_(DEVCLK) / 32	> 90 dB	< ±0.001 dB	Complex signal, 15-bit data

Figure 8-11 to Figure 8-18 provide the composite decimation filter responses. The black portion of the trace shows the pass-band region, or alias-protected region, of the response. The red portion of the trace shows the transition region of the response as well as any frequency regions that will alias into the transition region. The transition region is not alias protected and therefore desired signals should only be placed in the pass-band region of the filter response. The blue portion of the trace shows the frequency regions that will alias into the pass-band after decimation and therefore define the stop-band region of the frequency response. The stop-band attenuation is defined to sufficient filter any undesired images or signals to prevent them from aliasing into the desired pass-band. Use analog filtering before the analog inputs (INA± or INB±) for additional attenuation of signals that fall within this band or to sufficiently reduce signals at the ADC inputs that may produce harmonics, interleaving spurs or other undesired spurious signals that will alias into the desired signal band (before the complex mixing and decimation operations).

Figure 8-11 Decimate-by-4 Composite Response

Figure 8-13 Decimate-by-8 Composite Response

Figure 8-15 Decimate-by-16 Composite Response

Figure 8-17 Decimate-by-32 Composite Response

Figure 8-12 Decimate-by-4 Composite Zoomed Pass-Band Response

Figure 8-14 Decimate-by-8 Composite Zoomed Pass-Band Response

Figure 8-16 Decimate-by-16 Composite Zoomed Pass-Band Response

Figure 8-18 Decimate-by-32 Composite Zoomed Pass-Band Response

For maximum efficiency, a group of high-speed filter blocks are implemented with specific blocks used for each decimation setting to achieve the composite responses illustrated in Figure 8-11 to Figure 8-18. Table 8-13 describes the combination of filter blocks used for each decimation setting and Table 8-14 lists the coefficient details and decimation factor of each filter block. The coefficients are symmetric with the center tap indicated by bold text.

Table 8-13 Decimation Mode Filter Usage

DECIMATION SETTING	FILTER BLOCKS USED (Listed in Order of Operation)
4	CS40, CS80
8	CS20, CS40, CS80
16	CS10, CS20, CS40, CS80
32	CS5, CS10, CS20, CS40, CS80

Table 8-14 Filter Coefficient Details

FILTER COEFFICIENT SET (Decimation Factor of Filter, Scale factor)
CS5 (2, 2^-5)		CS10 (2, 2^-11)		CS20 (2, 2^-14)		CS40 (2, 2^-17)		CS80 (2, 2^-19)
–1	–1	–65	–65	109	109	–327	–327	–37	–37
0	0	0	0	0	0	0	0	0	0
9	9	577	577	–837	–837	2231	2231	118	118
16		1024		0	0	0	0	0	0
				4824	4824	–8881	–8881	–291	–291
				8192		0	0	0	0
						39742	39742	612	612
						65536		0	0
								–1159	–1159
								0	0
								2031	2031
								0	0
								–3356	–3356
								0	0
								5308	5308
								0	0
								–8140	–8140
								0	0
								12284	12284
								0	0
								–18628	–18628
								0	0
								29455	29455
								0	0
								–53191	–53191
								0	0
								166059	166059
								262144