Datasheet
840
Atmel | SMART SAM D21 [DATASHEET]
Atmel-42181C–SAM-D21_Datasheet–07/2014
Table 32-3. Averaging
32.6.8 Oversampling and Decimation
By using oversampling and decimation, the ADC resolution can be increased from 12 bits to up to 16 bits. To increase
the resolution by n bits, 4
n
samples must be accumulated. The result must then be shifted right by n bits. This right shift is
a combination of the automatic right shift and the value written to AVGCTRL.ADJRES. To obtain the correct resolution,
the ADJRES must be configured as described in the table below. This method will result in n bit extra LSB resolution.
Table 32-4. Configuration Required for Oversampling and Decimation
32.6.9 Window Monitor
The window monitor allows the conversion result to be compared to some predefined threshold values. Supported
modes are selected by writing the Window Monitor Mode bit group in the Window Monitor Control register
(WINCTRL.WINMODE[2:0]). Thresholds are given by writing the Window Monitor Lower Threshold register (WINLT) and
Window Monitor Upper Threshold register (WINUT).
If differential input is selected, the WINLT and WINUT are evaluated as signed values. Otherwise they are evaluated as
unsigned values.
Number of
Accumulated
Samples
AVGCTRL.
SAMPLENUM
Intermediate
Result
Precision
Number of
Automatic
Right Shifts
Division
Factor
AVGCTRL.
ADJRES
Total
Number
of Right
Shifts
Final
Result
Precision
Automatic
Division
Factor
1 0x0 12 bits 0 1 0x0 12 bits 0
2 0x1 13 0 2 0x1 1 12 bits 0
4 0x2 14 0 4 0x2 2 12 bits 0
8 0x3 15 0 8 0x3 3 12 bits 0
16 0x4 16 0 16 0x4 4 12 bits 0
32 0x5 17 1 16 0x4 5 12 bits 2
64 0x6 18 2 16 0x4 6 12 bits 4
128 0x7 19 3 16 0x4 7 12 bits 8
256 0x8 20 4 16 0x4 8 12 bits 16
512 0x9 21 5 16 0x4 9 12 bits 32
1024 0xA 22 6 16 0x4 10 12 bits 64
Reserved 0xB –0xF 0x0 12 bits 0
Result
Resolution
Number of Samples
to Average
AVGCTRL.SAMPLENUM[3:0]
Number of
Automatic Right
Shifts
AVGCTRL.ADJRES[2:0]
13 bits 4
1
= 4 0x2 0 0x1
14 bits 4
2
= 16 0x4 0 0x2
15 bits 4
3
= 64 0x6 2 0x1
16 bits 4
4
= 256 0x8 4 0x0