Smooth pathways

Grace in every phase

Proven power in every case

At SoftPath, we develop cutting-edge software to revolutionize fluid dynamics simulations by reducing computational time and enhancing accuracy. Through innovative CFD technology developed in partnership with CEMEF, Mines Paris, we aim to cut computation time and power up to 100x. Our solutions push the boundaries of engineering, providing advanced tools that inspire technical excellence.
Our project introduces several groundbreaking innovations:
The SoftPath team's innovative solutions redefine fluid dynamics simulations, significantly reducing computational time and power consumption while maintaining high accuracy.
The High-Performance Computing and Fluid Mechanics (CFL) research group at CEMEF, Mines Paris, is dedicated to developing innovative methods and techniques to tackle a variety of engineering, physics, and life sciences challenges. Their work focuses on massively parallel numerical methods to effectively model physical processes and phenomena at different industrial scales. The team also employs experimental techniques to complement and validate their models.
Key research areas include computational mathematics and mechanics, mesh adaptation with error estimators, high-performance computing, and both experimental and computational fluid dynamics (CFD) using stabilized FEM and multi-scale variational methods. Their expertise spans:
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The CFL team's extensive research and innovative approaches make them a leading force in the field of fluid mechanics and computational engineering.
Anisotropic Mesh Elements are stretched along specific directions to better align with fields of interest, such as fluid flow, object surfaces, and temperature distributions.
Adaptive Mesh The mesh continuously adapts to evolving fields of interest throughout the simulation, ensuring optimal resolution where it is needed most.
Iterative Procedure This iterative approach ensures the mesh is fine-tuned to capture the smallest and most critical details of the objects being simulated.
Reduced Element Count By utilizing fewer mesh elements, we achieve the same level of detail and accuracy, enhancing efficiency.
Multi-Scale Approach This method allows for detailed modeling at multiple scales, ensuring accurate representation of complex phenomena.
Enhanced Accuracy Despite the reduced element count, our method ensures that all critical features and interactions are accurately captured.
Parallel Processing By leveraging multiple processors simultaneously, our solvers perform calculations more quickly than traditional methods.
Optimized Algorithms Our algorithms are specifically designed to maximize the efficiency of parallel processing, reducing overall computation time.
Scalability This approach is scalable, allowing it to handle large and complex simulations with ease, providing timely and accurate results.