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Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE) PDF Download

Q1: An 8-bit ADC converts analog voltage in the range of 0 to +5 V to the corresponding digital code as per the conversion characteristics shown in figure. For Vin = 1,9922 V, which of the following digital output, given in hex is true? (2023)
Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)(a) 64 H
(b) 65 H
(c) 66 H
(d) 67 H
Ans: 
(c)
Sol: Resolution = Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)
Now, No. of step Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)
For (101)10 the analog input is less than 1.9922 V.
So, here we take (102)10.
∴(102)10 = 66H

Q2: A 2-bit flash Analog to Digital Converter (ADC) is given below. The input is 0 ≤ VIN ≤ 3 Volts. The expression for the LSB of the output  B0 as a Boolean function of X2, X1 and X0 is  (SET-1(2016))
Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)(a) Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)

(b) Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)
(c) Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)
(d) Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)
Ans: (a)
Sol: The input to digital circuuit is X2, X1, X0 and output is B1, B0
Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)
Q3: A temperature in the range of -40°C to 55°C is to be measured with a resolution of 0.1°C. The minimum number of ADC bits required to get a matching dynamic range of the temperature sensor is (SET-1(2016))
(a) 8
(b) 10
(c) 12
(d) 14
Ans:
(b)
Sol: Temperature range of −40°C to 55°C
So. Total range in 95°C
Since, resolution is 0.1°C
So, number of steps will be 950
To have 950 steps, we need at least 10 bits.

Q4: An 8-bit, unipolar Successive Approximation Register type ADC is used to convert 3.5 V to digital equivalent output. The reference voltage is +5 V. The output of the ADC, at the end of 3rd clock pulse after the start of conversion, is (SET-1(2015))
(a) 1010 0000
(b) 1000 0000
(c) 0000 0001
(d) 1000 0000
Ans: 
(a)
Sol: The reference voltage is 5 V.
The number of bits in ADC are 8.
So, the resolution will be = 5/(28−1) = 5/255
The applied input is 3.5 V.
The succesive approximation ADC start working from the MSB so,
After one clock:
SAR will toggle it's MSB from 0 → 1. So, output of SAR will be 1000 0000.
After second clock:
SAR will toggle its 7th bit from  0 → 1 but 1100 0000 will result in value greater than 3.5. So, output of SAR after 2nd clock will be 1000 0000.
After third clock:
SAR will toggle it's 6th bit from 0 → 1 and output will be 1010 0000.

Q5: The Octal equivalent of HEX and number AB.CD is (2007)
(a) 253.314
(b) 253.632
(c) 526.314
(d) 526.632
Ans:
(b)
Sol: Hex Number (AB.CD)
1010 1011 . 1100 1101
For finding its octal number, we can add one zero in both extreme and grouping.
010 101 011 . 110 011 010
Its equavalent octal number is (253.632)8

Q6: It is required to design an anti-aliasing filter for an, 8 bit ADC. The filter is a first order RC filter with R = 1Ω and C = 1F. The ADC is designed to span a sinusoidal signal with peak to peak amplitude equal to the full scale range of the ADC.
Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)What is the SNR (in dB) of the ADC ? Also find the frequency (in decades) at the filter output at which the filter attenuation just exceeds the SNR of the ADC. (2006)
(a) 50 dB, 2 decade
(b) 50 dB, 2.5 decade
(c) 60 dB, 2 decade
(d) 60 dB, 2.5 decade
Ans:
(b)

Q7: A student has made a 3-bit binary down counter and connected to the R-2R ladder type DAC [Gain = (-1KΩ/2R)] as shown in figure to generate a staircase waveform. The output achieved is different as shown in figure. What could be the possible cause of this error ?  (2006)
Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)(a) The resistance values are incorrect option.
(b) The counter is not working properly
(c) The connection from the counter of DAC is not proper
(d) The R and 2R resistance are interchanged
Ans:
(c)
Sol: Initial stage of the counter =(111)2 = (7)10
So output will be equal to 7 V.
Next state of counter =(110)2 = (6)10
So output should be = 6 V
But output is 3 V that meansLSB of counter is connected to MSB of DAC and MSB of counter is connected to LSB of DAC.
Similarly next state oc counter = (101)2 = (5)10
Input to DAC = (101)2 = (5)10
So, output = 5V
When counter goes to (100)2 then input to DAC = (001)2 = (1)10
So output = 1 V
So connections are not proper.

Q8: The voltage comparator shown in figure can be used in the analog-to-digital conversion as (2004)
Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE)(a) a 1-bit quantizer
(b) a 2-bit quantizer
(c) a 4-bit quantizer
(d) a 8-bit quantizer
Ans:
(a)
Sol: Even when V> V2, the (o/p) 'V0V0' is high and for the next case (V< V2) (o/p) is low.It is 1 bit quantizer. Since, it has two states which can be represented by 1 bit.

Q9: A sample-and-hold (S/H) circuit, having a holding capacitor of 0.1 nF, is used at the input of an ADC (analog-to-digital converter). The conversion time of the ADC is 1 μsec, and during this time, the capacitor should not lose more than 0.5% of the charge put across it during the sampling time. The maximum value of the input signal to the S/H circuit is 5V. The leakage current of the S/H circuit should be less than (2001)
(a) 2.5 mA
(b) 0.25 mA
(c) 25 mA
(d) 2.5 mA
Ans: 
(d)

Q10: Among the following four, the slowest ADC (analog-to-digital converter) is (2001)
(a) parallel comparator (i.e., flash) type
(b) successive approximation type
(c) integrating type
(d) counting type
Ans:
(c)

The document Previous Year Questions- A-D and D-A Converters | Analog and Digital Electronics - Electrical Engineering (EE) is a part of the Electrical Engineering (EE) Course Analog and Digital Electronics.
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FAQs on Previous Year Questions- A-D and D-A Converters - Analog and Digital Electronics - Electrical Engineering (EE)

1. What is the main function of an A-D converter in electrical engineering?
Ans. An A-D converter, or Analog-to-Digital converter, is used to convert continuous analog signals into discrete digital numbers. This conversion is essential for enabling digital systems, such as microcontrollers and computers, to process real-world signals like temperature, sound, or light.
2. What are the different types of D-A converters and how do they work?
Ans. The main types of D-A converters include Resistor Ladder (R-2R) DACs, Pulse Width Modulation (PWM) DACs, and Delta-Sigma DACs. R-2R DACs use a network of resistors to create different voltage levels, PWM DACs generate varying pulse widths to approximate an analog signal, and Delta-Sigma DACs use oversampling and noise shaping to achieve high precision in the conversion.
3. What are the key differences between A-D and D-A converters?
Ans. The key differences between A-D and D-A converters lie in their functions and processes. A-D converters transform analog signals into digital data, while D-A converters convert digital data back into analog signals. Additionally, A-D converters typically involve quantization errors, whereas D-A converters may experience issues like quantization noise or distortion.
4. How does resolution affect the performance of A-D and D-A converters?
Ans. The resolution of A-D and D-A converters refers to the smallest change in output that can be represented. Higher resolution means that the converter can represent smaller changes in input signals, leading to more accurate and precise outputs. For A-D converters, higher resolution results in finer quantization levels, while for D-A converters, it allows for smoother output waveforms.
5. What are common applications of A-D and D-A converters in electrical engineering?
Ans. A-D and D-A converters are widely used in various applications, including audio processing, telecommunications, instrumentation, and control systems. They play a crucial role in devices such as digital oscilloscopes, audio interfaces, and sensor systems, where accurate signal conversion is essential for performance and functionality.
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