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AN2834 датащи(PDF) 25 Page - STMicroelectronics |
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AN2834 датащи(HTML) 25 Page - STMicroelectronics |
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25 / 45 page ![]() DocID15067 Rev 2 25/45 AN2834 How to get the best ADC accuracy 44 3.2.6 Analog source resistance calculation Let us assume that the maximum error allowed is equal to 1/2 LSB. We will calculate the maximum source resistance allowed. Vc is the voltage across the internal CADC capacitor (refer to Figure 15). Then we have: Figure 25. Worst case error: VAIN = VREF+ Let ts be the sampling time. ts = TS/fADC, where Ts is the sampling time evaluated by cycles (1) For a given ts, the error corresponding to VAIN = VREF+ is greater than the error corresponding to VAIN < VREF+ because the CADC capacitor takes more time to charge from 0 V to VAIN when VAIN = VREF+ than it takes when VAIN < VREF+ (refer to Figure 25). So VAIN = VREF+ is the worst case to be taken into account in the demonstration of the maximum source resistance. , where: Rmax = (RAIN + RADC)max (2) N is the ADC resolution (in our case N = 12) This gives: . Thus: (3) By combining equations (1), (2) and (3), we obtain final formula: Error VAIN Vc – 1 2 --- LSB == VAIN = VREF+ VAIN < VREF+ Error(VAIN = VREF+) > Error(VAIN < VREF+) 0 V Vc t Error(VAIN < VREF+) ai15602 Error(VAIN = VREF+) ts Error VREF+ VREF+ 1e ts RmaxCADC -------------------------------- – – – 1 2 --- VREF+ 2 N ------------------- == e ts RmaxCADC -------------------------------- – 1 2 N1 + ----------- = Rmax ts CADC 2 N1 + ln ------------------------------------------ = RAINmax Ts fADC CADC 2 N1 + ln ------------------------------------------------------------------- RADCmax – = |
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