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ADS8341 Datasheet(PDF) 16 Page - Texas Instruments |
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ADS8341 Datasheet(HTML) 16 Page - Texas Instruments |
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16 / 25 page ![]() ADS8341 16 SBAS136D NOISE The noise floor of the ADS8341 itself is extremely low, as can be seen from Figures 10 thru 13, and is much lower than competing A/D converters. The ADS8341 was tested at both 5V and 2.7V and in both the internal and external clock modes. A low-level DC input was applied to the analog input pins and the converter was put through 5,000 conver- sions. The digital output of the A/D converter will vary in output code due to the internal noise of the ADS8341. This is true for all 16-bit SAR-type A/D converters. Using a histogram to plot the output codes, the distribution should appear bell-shaped with the peak of the bell curve represent- ing the nominal code for the input value. The ±1σ, ±2σ, and ±3σ distributions will represent the 68.3%, 95.5%, and 99.7%, respectively, of all codes. The transition noise can be calculated by dividing the number of codes measured by 6 and this will yield the ±3σ distribution or 99.7% of all codes. Statistically, up to 3 codes could fall outside the distribution when executing 1000 conversions. The ADS8341, with < 3 output codes for the ±3σ distribution, will yield a < ±0.5 LSB transition noise at 5V operation. Remember, to achieve this low noise performance, the peak-to-peak noise of the input signal and reference must be < 50 µV. FIGURE 10. Histogram of 5,000 Conversions of a DC Input at the Code Transition, 5V operation external clock mode. FIGURE 11. Histogram of 5,000 Conversions of a DC Input at the Code Center, 5V operation internal clock mode. FIGURE 12. Histogram of 5,000 Conversions of a DC Input at the Code Transition, 2.7V operation external clock mode. FIGURE 13. Histogram of 5,000 Conversions of a DC Input at the Code Center, 2.7V operation internal clock mode. AVERAGING The noise of the A/D converter can be compensated by averaging the digital codes. By averaging conversion results, transition noise will be reduced by a factor of 1/ √n, where n is the number of averages. For example, averaging 4 conver- sion results will reduce the transition noise by 1/2 to ±0.25 LSBs. Averaging should only be used for input signals with frequencies near DC. For AC signals, a digital filter can be used to low-pass filter and decimate the output codes. This works in a similar manner to averaging; for every decimation by 2, the signal- to-noise ratio will improve 3dB. 4606 194 0 0 200 7FFC 7FFE 7FFF 8000 8001 Code 0 0 7FFC 7FFE 7FFF 4614 8000 8001 Code 203 183 31 683 3619 638 29 7FFD 7FFE 7FFF 8000 8001 Code 3572 586 790 22 30 7FFD 7FFE 7FFF 8000 8001 Code |
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