Successive approximation analog to digital converter
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A 10-bit ADC has 2 10, or 1,024 possible output codes. The only way to increase resolution without reducing the range is to use an ADC with more bits. However, the maximum voltage that can be measured is now 2.5V instead of 5V. Changing that from 5V to 2.5V gives a resolution of 2.5/256, or 9.7mV. Resolution can be improved by reducing the reference input. Between 39mV and 58.6mV, the output will be 2. Input voltages between 19.5mV and 39mV will result in an output of 1. This means that any input voltage below 19.5mV will result in an output of 0. As mentioned earlier, the resolution is the same as the smallest step size, and can be calculated by dividing the reference voltage by the number of possible conversion values.įor the example we’ve been using so far, the resolution is 19.5mV. The resolution defines the smallest voltage change that can be measured by the ADC. The resolution of an ADC is determined by the reference input and by the word width. Adding the voltages corresponding to each set bit in 0010 1100, we get: Each succeeding bit represents half the range of the previous bit. The most significant bit of this word indicates whether the input voltage is greater than half the reference (2.5V, with a 5V reference). Our 8-bit converter represents the analog input as a digital word.
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The step size of the converter defines the converter’s resolution. This voltage range is divided into 256 values, or steps. Our example 8-bit ADC can convert values from 0V to the reference voltage. The reference voltage is the maximum value that the ADC can convert. It has one output, an 8-bit digital word that represents the input value. This hypothetical part has two inputs: a reference and the signal to be measured. F igure 1 shows a simple voltage-input ADC.