Difficulty: Easy
Correct Answer: high-frequency applications are limited because of internal propagation delays
Explanation:
Introduction:Ripple counters are simple and hardware-efficient, but their stage-to-stage triggering creates timing skew. Recognizing this limitation helps you decide when to choose synchronous counters instead.
Given Data / Assumptions:
Concept / Approach:
Because each stage toggles after the previous one, total response time accumulates roughly as the sum of propagation delays through multiple stages. At high input clock rates, the outputs may not settle before the next clock edge, causing miscounts or decoding errors.
Step-by-Step Solution:
Let t_pd be propagation delay per flip-flop.Worst-case count ripple traverses N stages → cumulative delay ≈ N * t_pd.Maximum usable clock frequency f_max is limited so that the next clock arrives after outputs have settled: f_max < 1 / (N * t_pd).Thus, higher frequencies are limited by propagation delays.Verification / Alternative check:
Timing diagrams show glitch windows during ripple transitions. Synchronous designs eliminate these by clocking all stages together, supporting much higher f_max.
Why Other Options Are Wrong:
Common Pitfalls:
Final Answer:
high-frequency applications are limited because of internal propagation delays
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