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ST10F271Z1 датащи(PDF) 146 Page - STMicroelectronics |
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ST10F271Z1 датащи(HTML) 146 Page - STMicroelectronics |
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146 / 185 page ![]() Electrical characteristics ST10F271Z1 146/185 besides, it sources charge during the sampling phase, when the analog signal source is a high-impedance source. A real filter, can typically be obtained by using a series resistance with a capacitor on the input pin (simple RC Filter). The RC filtering may be limited according to the value of source impedance of the transducer or circuit supplying the analog signal to be measured. The filter at the input pins must be designed taking into account the dynamic characteristics of the input signal (bandwidth). Figure 43. A/D converter input pins scheme Input leakage and external circuit The series resistor utilized to limit the current to a pin (see RL in Figure 43), in combination with a large source impedance can lead to a degradation of A/D converter accuracy when input leakage is present. Data about maximum input leakage current at each pin are provided in the Data Sheet (Electrical Characteristics section). Input leakage is greatest at high operating temperatures, and in general it decreases by one half for each 10 °C decrease in temperature. Considering that, for a 10-bit A/D converter one count is about 5mV (assuming VAREF = 5 V), an input leakage of 100 nA acting though an RL = 50 kΩ of external resistance leads to an error of exactly one count (5 mV); if the resistance were 100 k Ω the error would become two counts. Eventual additional leakage due to external clamping diodes must also be taken into account in computing the total leakage affecting the A/D converter measurements. Another contribution to the total leakage is represented by the charge sharing effects with the sampling capacitance: being CS substantially a switched capacitance, with a frequency equal to the conversion rate of a single channel (maximum when fixed channel continuous conversion mode is selected), it can be seen as a resistive path to ground. For instance, assuming a conversion rate of 250 kHz, with CS equal to 4 pF, a resistance of 1 MΩ is obtained (REQ = 1 / fCCS, where fC represents the conversion rate at the considered channel). To minimize the error induced by the voltage partitioning between this resistance (sampled voltage on CS) and the sum of RS + RF + RL + RSW + RAD, the external circuit must be designed to respect the following relation: RF CF RS RL RSW CP2 CS VDD Sampling Source Filter Current Limiter External circuit Internal circuit scheme RS Source Impedance RF Filter Resistance CF Filter Capacitance RL Current Limiter Resistance RSW Channel Selection Switch Impedance RADSampling Switch Impedance CP Pin Capacitance (two contributions, CP1 and CP2) CS Sampling Capacitance CP1 RAD Channel Selection VA V A R S R F R L R SW R AD ++ + + R EQ ------------------------------------------------------------------------------ ⋅ 1 2 ---LSB < |
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