AND Gate Simulator
Output is HIGH (1) if and only if all input signals are HIGH. Explore two-input and multi-input configurations.
Y = A · BExplore interactive truth tables, boolean algebra, and digital signal flow for AND, OR, NOT, NAND, NOR, XOR, and XNOR gates.
Output is HIGH (1) if and only if all input signals are HIGH. Explore two-input and multi-input configurations.
Y = A · BOutput is HIGH (1) if at least one input signal is HIGH. Test inclusive OR logic against live truth tables.
Y = A + BInverts input logic level: turns HIGH into LOW (0) and LOW into HIGH (1). Fundamental digital signal negation.
Y = A'Universal logic gate capable of constructing any boolean function. Output is LOW only when all inputs are HIGH.
Y = (A · B)'Universal logic gate that outputs HIGH only when all inputs are LOW. Explore De Morgan's dual construction.
Y = (A + B)'Outputs HIGH if an odd number of inputs are HIGH (inequality detector). Essential for binary adders and parity.
Y = A ⊕ B = A'B + AB'Outputs HIGH when both inputs are identical (equality comparator). Fundamental for binary equality checks.
Y = (A ⊕ B)' = AB + A'B'Toggle binary inputs with instant output rendering and signal flow animations.
Watch active input states highlight in real time across the full truth table matrix.
Structured alongside CBSE CS Class 11 Boolean Logic and AP Computer Science Principles.
Follow this standardized experimental methodology to configure parameters, simulate processes, and record scientific telemetry.
Choose between basic gates (AND, OR, NOT), universal gates (NAND, NOR), or arithmetic gates (XOR, XNOR).
Click interactive input switches to change binary voltage levels and observe immediate digital output state updates.
Watch the active truth table row highlight dynamically matching your real-time switch configuration.
Validate De Morgan's laws, Karnaugh map minimizations, and export circuit logic state diagrams.
Exact truth table evaluations and topological netlist propagation models executed in real time.
Our interactive logic gate simulators follow CBSE Computer Science Class 11 (Boolean Logic & Circuits), AP Computer Science Principles (Binary & Logic), and undergraduate Digital Circuit Design (ECE/CS).
Students build solid foundations in binary boolean operations, canonical sum-of-products (SOP), and universal gate construction before moving on to full CPU architectures.
Inspect binary voltage states, propagation delays, and gate fan-out in real time.
Technical and curriculum details about logic gates & digital circuits.
NAND and NOR gates are functionally complete, meaning any boolean logic function or digital circuit (AND, OR, NOT, XOR, adders, latches) can be constructed solely using interconnected NAND or NOR gates.
The XOR (Exclusive OR) gate acts as a binary 1-bit adder: it produces a Sum of 1 when either input is 1, and 0 when both inputs are 0 or 1. Coupled with an AND gate (for the Carry bit), it forms a fundamental Half Adder.
Yes. OpenLabs provides combinational circuit modules where you can wire gates together to create half adders, full adders, multiplexers, and SR latches.
Yes. All logic gate modules, truth tables, and circuit simulators are 100% free with no account requirements.