Sequential circuit design objective When you deliberately design the next-state logic so that the machine follows a non-natural order of states (e.g., 0 → 5 → 2 → 7 …), the sequential circuit design is used to ________.

Difficulty: Easy

Correct Answer: count in a random order

Explanation:

Introduction / Context: Finite-state machines and counters can be engineered to step through states in virtually any desired sequence. Beyond simple up/down patterns, designers often implement custom (pseudo-random or application-specific) sequences to meet timing or control requirements.

Given Data / Assumptions:

  • “Random order” here means an arbitrary, pre-defined sequence, not truly random noise.
  • Next-state logic can be derived to realize any permutation over the valid state set, with unused states redirected safely.
  • Clocking is synchronous; transitions are governed by combinational logic feeding the state register.

Concept / Approach: The question asks for the broad purpose of sequential design: shaping the next-state map to traverse a chosen sequence. Classical examples include Johnson counters, Gray counters, or application-specific “random-looking” sequences used in scanners, LED chasers, or test pattern generators.

Step-by-Step Solution:

Define the set of desired states.Specify the transition relation (who follows whom).Synthesize next-state equations using Karnaugh maps or HDL.Verify that the circuit visits states in the intended non-natural order.

Verification / Alternative check: Simulate the state machine for several cycles; confirm it follows the custom sequence and handles illegal states with resets or self-correction.

Why Other Options Are Wrong: “count up” and “count down” are special cases of sequential design but not the general aim stated. “decode an end count” is a separate task performed by decoders or comparators.

Common Pitfalls: Neglecting unused states can cause lock-up. Always define recovery for illegal states and ensure synchronous reset behavior.

Final Answer: count in a random order

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