Creating time delay lines with shift registers: Assess the statement: “An effective time delay device can be constructed using the clocked propagation behavior of parallel shift registers to delay data by an exact number of clock cycles.”

Difficulty: Easy

Correct Answer: Correct

Explanation:


Introduction / Context:
Digital designers often need deterministic delays measured in clock cycles. While analog delays use components or specialized devices, digital systems commonly realize precise delays with shift registers that pass data along one stage per clock. The question asks whether shift registers can serve as effective time-delay elements.



Given Data / Assumptions:

  • A parallel shift register captures a multi-bit word simultaneously and shifts it one stage per clock.
  • Clock period Tclk defines the discrete delay unit.
  • N cascaded stages provide an overall delay of N * Tclk (ignoring minor t_pd effects).


Concept / Approach:
Using shift registers as digital delay lines is standard practice in serializers, de-serializers, video pipelines, and digital filters. Because each clock advances data by exactly one stage, the total delay is quantized and repeatable, making it highly effective for synchronization and alignment.



Step-by-Step Solution:

Choose the required delay D = N * Tclk.Instantiate N stages of flip-flops (or an N-stage shift register).Feed input at stage 0; tap output at stage N.The word emerges exactly N cycles later, achieving the desired delay.


Verification / Alternative check:
Simulation or timing diagrams easily show data propagating one stage per clock; hardware devices like 74HC595 chains serve as practical examples of controlled multi-cycle delays.



Why Other Options Are Wrong:

Incorrect: Overlooks widespread use of digital delay lines.True only with analog BBD devices / Valid only if no clock is used: These contradict the digital, clocked nature of shift-register delays.


Common Pitfalls:
Confusing asynchronous propagation delay with intentional clocked delay; neglecting that total delay is quantized in cycles, not continuous time.


Final Answer:
Correct

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