
Utilize HQNN for binary classification in predictive maintenance, processing sensor data through classical preprocessing and embedding via angle encoding into a variational quantum circuit. Features control rotations (R_x, R_y, R_z), creating a data-dependent unitary U_\phi(x) mapping to |\psi(x)\rangle. Variational layers with rotations and entangling gates (\mathrm{CNOT}/\mathrm{CZ}) enhance correlations. Measurements yield expectations fed to a classical neural network, trained end-to-end with gradient methods.
HQNN integrates a parameterize quantum circuit into a classical pipeline. After preprocessing and classical feature extraction, the quantum layer provides an additional representation via angle encoding and variational layers, with measurements passed to a classical head for binary classification of machine failures.
Task: Binary classification of machine failure with 10,000 samples, 5 features such as air temperature, process temperature, rotational speed, torque, tool wear
Qubits
8
Circuit depth
2
Number of layers
2
95%
Accuracy
On held‑out test set
0.9856
ROC-AUC
Area under ROC curve
0.95
Precision
Positive predictive value
Operational Impact
Minimizing false negatives in failure detection
Boosts asset availability and OEE; frees crews for planned work.
Significant cost savings per unit enhance operational efficiency and strategic planning.
Rapid payback enables low-risk pilot-to-production scaling.
Simple and transparent: from your brief to quantum results, code, and a paper
Map your problem to the right quantum use case
Confirm the quantum-classical hybrid approach and key assumptions
Download ready-to-run code; execute on simulator
Review reproducible results — iterate as needed
Compare against classical baseline; prepare for quantum hardware
Run your first HQNN predictive maintenance task and get transparent results within a clear report.
Try Your First Use Case for Free