Explore interactive Moore machine visualization with state diagrams and transition analysis
A Moore machine is a finite-state machine whose output values are determined only by its current state. It is defined by a 6-tuple (Q, Σ, Δ, δ, λ, q₀) where:
In a Moore machine, the output is determined solely by the current state, making it particularly useful in digital circuit design where outputs need to be synchronized with clock signals.
Visualize and simulate Moore machines with custom configurations.
| State | Input: 0 | Input: 1 | Output |
|---|---|---|---|
| q₀ | q₁ | q₂ | 0 |
| q₁ | q₀ | q₂ | 1 |
| q₂ | q₁ | q₀ | 0 |
A Moore machine that detects the sequence "101" in a binary input stream. The output is 1 when the sequence is detected, 0 otherwise.
A Moore machine that counts occurrences of a specific pattern in the input sequence. The output represents the count modulo some value.
Moore machines are commonly used to model communication protocols where the output (e.g., ready, busy, error signals) depends only on the current protocol state.
Moore machines are fundamental in designing digital circuits where outputs must be synchronized with clock signals to avoid glitches and ensure stable operation.