Quantum Computing Linear Algebra Solver
Quantum Computing Linear Algebra Solver
A quantum-powered acceleration engine for linear algebra solutions, Scientific computing and large-scale system optimization
Introduction
OriginQ Yi is a high-efficiency linear algebra library leveraging quantum computing's parallel processing capabilities to accelerate large-scale linear system solving, combining flexible application with broad applicability.
Usage：
Tutorials
Features
Rich Algorithm Library
Supports mainstream quantum linear algorithms
End-to-end quantum state tomography
Real Quantum Computation
Securely submit tasks via Origin Quantum Cloud API
Preprocessing & GPU Acceleration
GPU-Accelerated Solving
Integrated advanced preprocessing for enhanced efficiency and stability
Flexible Configuration
Adjustable precision parameters
Checkpoint restart to avoid resource waste
Case Study
Case Name： 2D Acoustic Wave Propagation
The world's largest quantum computational fluid dynamics (QCFD) simulation to date, validating Origin Yi's practical value.
Results Interpretation：
Utilized the Quantum Linear Algebra Solver on Origin's 72-qubit superconducting quantum computer for iterative acoustic wave propagation modeling.
Fig. (a)/(b): Pressure fluctuation contours from quantum/classical simulations show qualitative consistency.
Fig. (c): Cross-sectional results at Y=0 demonstrate quantum-classical alignment in phase and amplitude during short-term wave propagation.
Fig. (c): Cross-sectional results at Y=0 demonstrate quantum-classical alignment in phase and amplitude during short-term wave propagation.
2D Acoustic Wave Propagation Simulation Results
Application Scenarios
- Fluid Simulation & Aircraft Design
- Climate Modeling & Environmental Prediction
- Power Systems & Load Flow Analysis
- Structural Optimization & Engineering Design
- Seismic Wave Propagation & Disaster Simulation
- Energy/Transportation Network Optimization
