Simultaneous (flash) A/D converters — identify the main drawback In a simultaneous, or flash, analog-to-digital converter, what is the primary disadvantage when targeting reasonable resolutions?
-
Athat it requires the input voltage to be applied to the inputs simultaneously
-
Bthe long conversion time required
-
Cthe large number of output lines required to simultaneously decode the input voltage
-
Dthe large number of comparators required to represent a reasonable sized binary number
Answer
Correct Answer: the large number of comparators required to represent a reasonable sized binary number
Explanation
Introduction / Context:Flash ADCs achieve extreme speed by comparing the input against many reference thresholds in parallel. While this gives near-instant conversions, it incurs a steep hardware cost that grows exponentially with resolution.
Given Data / Assumptions:
- N-bit flash ADC uses 2^N − 1 comparators and a thermometer-to-binary encoder.
- Each additional bit doubles the number of comparators.
Concept / Approach:The key drawback is scaling: for N = 8 bits, 255 comparators are required; for 10 bits, 1023 comparators. This increases die area, power, input capacitance, and matching challenges, making higher resolutions impractical without time-interleaving or alternative architectures.
Step-by-Step Solution:Identify flash architecture's advantage: conversion speed.Identify the cost: comparator count = 2^N − 1.Associate impacts: power, heat, area, and calibration complexity.Hence, the main disadvantage is the large number of comparators required.
Verification / Alternative check:Industry practice uses flash for low resolution at very high speed or employs pipeline/SAR/sigma-delta for higher resolutions, precisely to avoid comparator explosion.
Why Other Options Are Wrong:
- Requiring the input voltage simultaneously: The input is common; this is not a drawback.
- Long conversion time: Flash is the fastest ADC type.
- Large number of output lines: Thermometer encoding is handled internally; external binary outputs scale reasonably.
Common Pitfalls:
- Assuming comparator count is linear with resolution—it's exponential.
Final Answer:the large number of comparators required to represent a reasonable sized binary number