Interactive Quantum Computing Simulator

MASTER THE QUANTUM REALM

Build quantum circuits, apply real gates, and watch superposition, phase and entanglement in a statevector simulation that runs in your browser.

quantum-arcade // MISSION CONTROL
SIMULATOR ACTIVE
Level 02 // The Uncertainty1 Qubit

Create Quantum Superposition

The H-Gate (Hadamard) transforms the basis state |0⟩ into an equal probability split between 0 and 1.

Target Probability:50% |0⟩ / 50% |1⟩
Zero setup required — jump in and play
CIRCUIT BOARD2 Gates Placed
q0 |0⟩
H
X
q1 |0⟩
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Real Circuit Simulation

Place single and multi-qubit quantum gates with real-time state vector evaluation and probabilistic math.

Mission-Based Learning

Tackle structured challenges from basic Pauli-X flips and Hadamard superpositions to phase gates and multi-qubit entanglement.

Diagnostic Tutor & Docs

A rule-based diagnostic reads your circuit and current state and tells you what's wrong, backed by curated quantum computing references — no network call, no waiting.

Educational Knowledge Base

Understanding Quantum Computing & Logic Gates

Quantum computers harness the principles of quantum mechanics—superposition, entanglement, and interference—to perform calculations exponentially faster than classical computers for specific problem classes.

Hadamard Gate (H)

The Hadamard gate is a fundamental single-qubit rotation that maps ground state |0⟩ to superposition (|0⟩ + |1⟩)/√2. In Quantum Arcade, it produces an equal 50% probability measurement distribution.

Pauli-X Gate (NOT Gate)

The Pauli-X gate performs a π radian rotation around the X-axis of the Bloch sphere, flipping state |0⟩ into |1⟩ and vice versa. It represents the quantum equivalent of the classical NOT gate.

Controlled-NOT Gate (CNOT)

A 2-qubit entangling gate that inverts the target qubit state if and only if the control qubit is in state |1⟩. CNOT gates are essential for creating Bell states and multi-qubit entanglement.

Quantum Reversibility

Because quantum logic gates are represented by unitary matrices (U†U = I), every operation is completely reversible without loss of quantum information. Applying H twice returns the qubit to ground state (H · H = I).

Frequently Asked Questions

What is Quantum Arcade?

Quantum Arcade is a free, web-based quantum computing simulator. You build and run real circuits and learn quantum mechanics — superposition, phase, entanglement — by watching what your circuits do, not by reciting definitions.

Do I need prior quantum physics knowledge?

No. Quantum Arcade starts from ground-zero fundamentals (Level 1: The Awakening) and guides you step-by-step through quantum gate operations and state probabilities.

How does the Quantum Circuit simulator work?

You place quantum logic gates (such as Hadamard and Pauli-X) onto qubit wires and run simulations to observe superposition, probability splits, and state changes, calculated in real time by a hand-written statevector engine running entirely in your browser.

Is Quantum Arcade free?

Yes. Quantum Arcade is completely free to play and explore in your browser, with zero setup required.

Can AI models and developers access Quantum Arcade data?

Yes, Quantum Arcade provides a standard /llms.txt file and structured JSON-LD schemas so AI assistants, agents, and researchers can parse and index simulator documentation.