QAtlas curated demonstration
H → CNOT entanglement build
A Hadamard on q[0] followed by CNOT produces Bell Φ+ from |00⟩.
What this demonstration shows
This comparison follows a familiar two-gate construction: a Hadamard prepares a superposition and CNOT correlates the two qubits, producing Bell Φ+ from |00⟩ in the documented convention.
How to inspect it
Read it as a state-transition example. Circuit X-Ray can inspect how that same circuit maps to a constrained topology.
One excitation is shared across three qubits. Branch size shows probability; the phase marks and ribbons make the representation’s relationships inspectable.
Read the visual language- Purity
- 1.000
- Mixedness
- 0.000
- Entropy q₀|rest
- 0.000 bits
- Ribbons
- 1
Representation limitation. This sculpture is a deterministic explanatory encoding, not literal physical space. It is computational-basis dependent; visual similarity cannot establish state equivalence, entanglement, or operational fidelity.
OpenQASM 2.0 subset
Accepts qreg/creg, X/Y/Z/H/S/T/RX/RY/RZ/CNOT/CZ/SWAP, barriers, and terminal measurements only.
Timeline & measurement
Every gate produces an exact stored state. Discrete gates use a labelled visual transition; rotations can be interpreted as intermediate unitaries.
Export & share
Exports are generated from this same deterministic geometry. GLB contains representation metadata and is not a 3D-print claim.