Can i convert analog to digital




















The SAR converter works like a balance scale that compares an unknown weight against a series of known weights. In lieu of weights, the SAR converter compares the analog input voltage against a series of successively smaller voltages representing each of the bits in the digital output code.

The first comparison is made between the analog input voltage and a voltage representing the most significant bit MSB. The second comparison is made between the analog input voltage and a voltage representing the sum of the MSB and the next most significant bit. The value of the second most significant bit is then set accordingly. The third comparison is made between the analog input voltage and the voltage representing the sum of the three most significant bits.

At this point, the value of the third most significant bit is set. The process repeats until the value of the LSB is established. The basic elements of this architecture are an integrator, a comparator, and a one-bit DAC, which together form a sigma-delta modulator. The modulator subtracts the DAC from the analog input signal and then feeds the signal to the integrator.

The output of the integrator then goes to a comparator, which converts the signal to a one-bit digital output. The resulting bit is fed to the DAC, which produces an analog signal to be subtracted from the input signal.

By digitally filtering and decimating this stream of one and zeroes, a binary output representing the value of the analog input is obtained. Return to Previous Chapter.

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This version 20 Jan was approved by Doug Mercer. The Previously approved version 05 Sep is available. Figure Specification and terms, units of measure Meaning Significance DC specifications Resolution or bits Number of bits representing an analog signal, generally ranging from 6 to Determines how small an input can be resolved. LSB size is a function of converter resolution. Not a specification, but a common term. In an ideal converter, every code is exactly the same size and DNL is zero.

DNL, INL, offset error, and gain error specify how accurately the data represents the signal across the entire internal and external range. Offset, expressed in terms of LSB The difference between the ideal and actual output when the converter input is zero.

INL describes the absolute accuracy of a converter. There are many methods to convert analog signals to digital signals. These converters find more applications as an intermediate device to convert the signals from analog to digital form, display output on LCD through a microcontroller. Now we are going to see an ADC of It is an 8-bit converter with a 5V power supply. It can take only one analog signal as input. The digital output varies from ADC needs a clock to operate.

The time taken to convert the analog to digital value depends on the clock source. Pin2 is the input pin — High to low pulse brings the data from the internal register to the output pins after conversion.

Pin3 is a Write — Low to high pulse is given to the external clock. Analog to Digital Converter samples the analog signal on each falling or rising edge of the sample clock. In each cycle, the ADC gets the analog signal, measures it, and converts it into a digital value.

The ADC converts the output data into a series of digital values by approximates the signal with fixed precision. In ADCs, two factors determine the accuracy of the digital value that captures the original analog signal. These are quantization level or bit rate and sampling rate. The below figure depicts how analog to digital conversion takes place.

Bit rate decides the resolution of digitized output and you can observe in the below figure where 3-bit ADC is used for converting the analog signal. Assume that one-volt signal has to be converted from digital by using 3-bit ADC as shown below.

If we increase the bit rates like 6, 8, 12, 14, 16, etc. Thus, bit rate or quantization gives the smallest output change in the analog signal value that results from a change in the digital representation. And for 3V it is as shown below. There is an absolute chance of misrepresenting the input signal on the output side if it is sampled at a different frequency than the desired one. Therefore, another important consideration of the ADC is the sampling rate.

The Nyquist theorem states that the acquired signal reconstruction introduces distortion unless it is sampled at minimum twice the rate of the largest frequency content of the signal as you can observe in the diagram.

But this rate is times the maximum frequency of the signal in practice. The ADC performance can be evaluated through its performance based on different factors. From that, the following two main factors are explained below. The bandwidth of an ADC can be determined by estimating the sampling rate. The analog source can be sampled per second to produce discrete values. ADC is available in different types and some of the types of analog to digital converters include:.

In this type of ADC converter, comparison voltage is generated by using an integrator circuit which is formed by a resistor, capacitor, and operational amplifier combination. By the set value of Vref, this integrator generates a sawtooth waveform on its output from zero to the value Vref. When the input voltage Vin equal to the voltage of the waveform, then the control circuit captures the counter value which is the digital value of the corresponding analog input value.

This Dual slope ADC is a relatively medium cost and slow speed device. This flash analog to digital converter circuit consists of a series of comparators where each one compares the input signal with a unique reference voltage. At each comparator, the output will be a high state when the analog input voltage exceeds the reference voltage. The result is a sequence of samples that retain the shape of the analog signal. In this sampling technique, the top of the samples remains constant by using a circuit.

This is the most common sampling method used. Skip to content. Change Language. Related Articles. Computer Network Fundamentals.

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