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A digital-to-analog converter is a device that converts a discrete signal in the form of a binary digital quantity into an analog quantity based on a standard quantity (or reference quantity), referred to as a DAC or D/A converter.
The digital-to-analog converter is composed of a digital register, an analog electronic switch, a decoding network, a summing operational amplifier, and a reference voltage source (or constant current source). The current value is then summed by an operational amplifier and converted to a voltage value.
TI digital-to-analog converter DAC8760
Depending on the bit weighted network, different types of DACs can be formed, such as weighted resistor network DAC, R-2R inverted T-resistor network DAC, and single-value current network DAC.
The conversion accuracy of the weighted resistor network DAC depends on the reference voltage VREF, and the accuracy of the analog electronic switch, the operational amplifier, and the value of each weighted resistor. Its disadvantage is that the resistance value of each weighted resistor is different. When the number of bits is large, the resistance value is very different, which makes it very difficult to ensure the accuracy, especially for the production of integrated circuits is very unfavorable, so the circuit is rarely used separately in integrated DACs.
The R-2R inverted T-shaped resistor network DAC consists of several identical R and 2R network sections. Each section corresponds to one input bit. The R-2R inverted T-shaped resistor network DAC is one of the faster working and more used ones. Compared with the weighted resistor network, it has only two resistance values, R and 2R, thus overcoming the disadvantage of having many weighted resistor resistance values and large differences in resistance values.
The current type DAC, on the other hand, switches a constant current source into a resistor network. The constant current source has a great internal resistance, which is equivalent to an open circuit, so together with the electronic switch, it has a relatively small impact on its conversion accuracy. Since most of the electronic switches are non-saturated ECL switching circuits, this DAC can realize high-speed conversion with high conversion accuracy.
Digital quantities are represented by codes combined by digits. For the entitled code, each code has a certain bit of weight. In order to convert the digital quantity into analog quantity, each 1-bit code must be converted into the corresponding analog quantity according to the size of its bit weight, and then these analog quantities are added together to obtain the total analog quantity proportional to the digital quantity, thus realizing the digital-to-analog conversion. This is the basic principle of forming a digital-to-analog converter.
The figure below represents the correspondence between the 4-bit binary digital quantity and the analog quantity of voltage output after D/A conversion. The figure also shows that the voltage values converted from two adjacent digits are discontinuous, and the voltage difference between the two is determined by the value of the bit weight represented by the lowest code bit. It is the smallest amount of information that can be distinguished, which is what we call expressed by 1 LSB (Least Significant Bit). The maximum voltage output value (absolute value) corresponding to the maximum input digital quantity is expressed by FSR (Full Scale Range).
Figure 1 Correspondence between da converter input digital quantity and output voltage
The D/A converter consists of a digital register, an analog electronic switching circuit, a decoding network, a summation circuit, and a reference voltage. The digital quantity is input and stored in the digital register in serial or parallel mode, and the digital register outputs each digit to control the analog electronic switch of the corresponding bit so that the digit 1 bit generates a current value proportional to its weighted value on the bit weighted network, and then the summation circuit adds up the various weighted values to obtain the analog quantity corresponding to the digital quantity.
The main characteristics of digital-to-analog converters include the following.
The ratio of the minimum output voltage (only the lowest valid bit of the corresponding input digital quantity is "1") to the maximum output voltage (all valid bits of the corresponding input digital quantity are "1"). For example, the N-bit D/A converter has a resolution of 1/(2^N-1). In practice, the resolution size is also expressed in terms of the number of bits of the input digital quantity.
The linearity of digital-to-analog conversion is expressed in terms of the magnitude of the nonlinear error. And the percentage of deviation from the ideal input-output characteristic to the ratio of full-scale output is defined as the nonlinear error.
The conversion accuracy of a D/A converter is related to the structure of the integrated chip of the D/A converter and the configuration of the interface circuit. If other D/A conversion errors are not considered, the conversion accuracy of D/A is the size of the resolution. Therefore, to obtain high accuracy D/A conversion results, it is necessary to ensure that a D/A converter with sufficient resolution is selected first. Also, D/A conversion accuracy is related to the configuration of the external circuit. When the external circuit device or power supply error is large, it will cause a large D/A conversion error, and when these errors exceed a certain level, the D/A conversion produces an error.
In the D/A conversion process, the main factors that affect the conversion accuracy are out-of-tune error, gain error, nonlinear error, and differential nonlinear error.
The conversion speed is generally determined by the build-up time. From the time the input changes abruptly from full 0 to full 1, until the output voltage stabilizes in the FSR±½LSB range (or the range specified by FSR±x%FSR). This is called the setup time, which is the maximum response time of the DAC, so it is used to measure the speed of conversion.
Figure 2 Structure of a typical parallel digital to analog converter
There are two conversion methods for digital-to-analog conversion: parallel digital-to-analog conversion and serial digital-to-analog conversion. Figure 2 shows the structure of a typical parallel digital-to-analog converter. The digitally operated switches and resistor network in the dashed box are the basic components. The device in the figure generates a weighted current or weight voltage with a fractional value based on the reference quantity through an analog reference voltage and a resistive trapezoidal network. A set of switches controlled by the digital input quantity determines which currents or voltages are summed to form the output quantity. The "weight" is the value represented by each bit of the binary number. For example, for a three-digit binary number "111", the "weight" of the first digit on the right is 20/23=1/8; the second digit is 21/23=1/4; the third digit is 22/23=1/2, and so on for more digits.
Figure 3 The basic circuit of a three-bit digital-to-analog converter
Figure 3 shows the basic circuit of this three-digit digital-to-analog converter. The reference voltage VREF generates a binary weight current in R1, R2, and R3, and the current passes through the switch. When the value of the bit is "0", it is connected to the ground; when the value of the bit is "1", it is connected to the output summation bus. The sum of several currents is passed through the feedback resistor Rf to produce the output voltage. The voltage polarity is opposite to the reference quantity. Each change of 1 in the input digital quantity causes only 1/23=1/8 change in the output relative quantity, which is called the resolution of the digital-to-analog converter. The higher the number of bits, the higher the resolution and the higher the accuracy of the conversion. Most of the digital-to-analog converters used in industrial automatic control systems are 10-bit, 12-bit, with a conversion accuracy of 0.5 to 0.1%.
Serial digital-to-analog conversion is to convert the digital quantity into the number of pulse sequences, one pulse is equivalent to one unit of digital quantity, then each pulse is changed into unit analog quantity. All the unit analog quantities are added together to get the analog output proportional to the digital quantity, so as to realize the conversion of digital quantity and analog quantity.
With the rapid development and popularity of digital technology, to improve the performance index of the system, digital computer technology is widely used for the processing of signals. As the actual objects of the system are often some analog quantities (such as temperature, pressure, displacement, image, etc.), to make the computer or digital instrument can recognize and process these signals, these analog signals must first be converted into digital signals. And the digital quantity outputted by the computer after analysis and processing often needs to be converted to the corresponding analog signal in order to be accepted by the actuator. This requires a circuit that acts as a bridge between analog and digital signals - an analog-to-digital and digital-to-analog converter.
The circuit that converts an analog signal into a digital signal is called an analog-to-digital converter (referred to as an A/D converter or ADC). A/D converters and D/A converters have become indispensable interface circuits in computer systems.
To ensure the accuracy of system processing results, A/D converters and D/A converters must have sufficient conversion accuracy; to achieve real-time control and detection of rapidly changing signals, A/D and D/A converters also require a high conversion speed. Conversion accuracy and conversion speed are the important technical indicators of A/D and D/A converters. With the development of integration technology, many monolithic and hybrid integrated A/D and D/A converters have been developed and produced, which have more and more advanced technical specifications.
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