The number of comparisons carried out in a 4-bit flash type A/D converter is
15
A flash Analog-to-Digital Converter (ADC), also known as a parallel ADC, is a type of ADC that uses a large number of comparators operating in parallel to determine the digital output. It's known for its high speed.
In a flash ADC, the analog input signal is fed simultaneously to multiple comparator circuits. Each comparator is biased to a specific reference voltage level. The reference voltages are typically evenly spaced across the full input range.
For an N-bit flash ADC, the goal is to divide the input voltage range into $2^N$ discrete levels. To achieve this, $2^N - 1$ comparators are required. Each comparator checks if the input analog voltage is above or below a specific reference voltage.
In this specific question, we are dealing with a 4-bit flash ADC. Therefore, the number of bits, denoted by $N$, is 4.
Using the formula for the number of comparisons (which equals the number of comparators) in a flash ADC:
Number of Comparisons = $2^N - 1$
Substituting $N = 4$ into the formula:
Number of Comparisons = $2^4 - 1$
Number of Comparisons = $16 - 1$
Number of Comparisons = 15
Therefore, a 4-bit flash type A/D converter carries out 15 comparisons.
Using a 10‐bit conversion, the dynamic range available from an input signal sampled for 4 seconds at a sampling rate of 20 kHz is:
Arrange the following components of dual‐slot integrating A/D converter in order of their appearance while moving from input to output stage.
A. Comparator
B. Control
C. Integrator
D. Counter
Choose the correct answer from the options given below
The number of comparators in a parallel conversion type 8-bit A to D converter is
Resolution of Analog to Digital Converter ranging from -5V to +5V with 8 Bits coding is
Which one of the following is an element which samples the continuous signal into sequence pulses appearing at regular interval of time?