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PIC16F685-E/ML Datasheet(PDF) 118 Page - Microchip Technology |
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PIC16F685-E/ML Datasheet(HTML) 118 Page - Microchip Technology |
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118 / 306 page ![]() PIC16F631/677/685/687/689/690 DS41262E-page 116 © 2008 Microchip Technology Inc. 9.3 A/D Acquisition Requirements For the ADC to meet its specified accuracy, the charge holding capacitor (CHOLD) must be allowed to fully charge to the input channel voltage level. The Analog Input model is shown in Figure 9-4. The source impedance (RS) and the internal sampling switch (RSS) impedance directly affect the time required to charge the capacitor CHOLD. The sampling switch (RSS) impedance varies over the device voltage (VDD), see Figure 9-4. The maximum recommended impedance for analog sources is 10 k Ω. As the source impedance is decreased, the acquisition time may be decreased. After the analog input channel is selected (or changed), an A/D acquisition must be done before the conversion can be started. To calculate the minimum acquisition time, Equation 9-1 may be used. This equation assumes that 1/2 LSb error is used (1024 steps for the ADC). The 1/2 LSb error is the maximum error allowed for the ADC to meet its specified resolution. EQUATION 9-1: ACQUISITION TIME EXAMPLE TACQ Amplifier Settling Time Hold Capacitor Charging Time Temperature Coefficient ++ = TAMP TC TCOFF ++ = 2μsTC Temperature - 25°C () 0.05μs/°C () [] ++ = TC CHOLD RIC RSS RS ++ () ln(1/2047) – = 10pF 1k Ω 7kΩ 10kΩ ++ () – ln(0.0004885) = 1.37 = μs TACQ 2μS 1.37μS 50°C- 25°C () 0.05μS/°C () [] ++ = 4.67μS = VAPPLIED 1e Tc – RC --------- – ⎝⎠ ⎜⎟ ⎛⎞ VAPPLIED 1 1 2 n1 + () 1 – -------------------------- – ⎝⎠ ⎛⎞ = VAPPLIED 1 1 2 n1 + () 1 – -------------------------- – ⎝⎠ ⎛⎞ VCHOLD = VAPPLIED 1e TC – RC ---------- – ⎝⎠ ⎜⎟ ⎛⎞ VCHOLD = ;[1] VCHOLD charged to within 1/2 lsb ;[2] VCHOLD charge response to VAPPLIED ;combining [1] and [2] The value for TC can be approximated with the following equations: Solving for TC: Therefore: Temperature 50°C and external impedance of 10k Ω 5.0V VDD = Assumptions: Note: Where n = number of bits of the ADC. |
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