Combinational vs Sequential Logic: Differences Explained
In combinational logic the output depends only on the present inputs, so the same inputs always give the same output. In sequential logic the output also depends on stored state, which means on the history of past inputs. Sequential circuits add memory elements such as flip-flops, and are usually controlled by a clock. Real digital systems alternate the two: combinational logic computes between registers that hold the state.
| Aspect | Combinational logic | Sequential logic |
|---|---|---|
| Output depends on | Present inputs only | Present inputs and the stored state (history) |
| Memory elements | None | Flip-flops or latches |
| Clock | Not needed | Usually clocked (synchronous design) |
| Feedback | None: a feedback loop would be a design error | Feedback through the state elements |
| Examples | Adders, multiplexers, decoders, encoders, comparators | Registers, counters, shift registers, state machines |
| Timing concerns | Propagation delay, and glitches (hazards) while inputs change | Setup and hold times, clock period and clock skew |
| Design tools | Truth tables, Boolean algebra, Karnaugh maps | State tables and state diagrams |
| In Verilog | Continuous assignments or always blocks that set every output in every branch | Clocked always blocks (on the clock edge) |
Figures are typical orders of magnitude and vary by process generation and product.