If we agree to treat your problem, you will get an assured reliable result. There is no room for a second guessing.
The TchebyFlow method based on an intelligent use of the theory of approximation and it is taking full advantage of the computation power of the 21th century and beyond.
TchebyFlow develops mathematical models and scientific computing tools for industrial and academic applications.
Our development and expertise focuses on transport phenomena (Fluid flow, heat and mass transfer) and chemical reactions and more generally any application or problem that can be modeled by integro-differential equations.
We offer predefined packages/solvers as well as custom «on-demand» services/solvers for your specific needs. Tchebyflow also offer validation and consultation services for your current codes and models.
The results that you will obtain from your TchebyFlow solver will match your experimental observations or your process as long as the initial conditions and the boundary conditions are provided precisely to the solver.
This one-to-one match will help you decrease the number of experiments or replace them and reduce your development and optimization cost.
The results that you will obtain from your Tchebyflow solver are definite and their accuracy are controlled and guaranteed.
The TchebyFlow method has a rigorous mathematical basis
The modeling approach of TchebyFlow guarantees the physical reliability of the results
The global nature of transport phenomena is fully respected by the TchebyFlow method
You can define the precision of a TchebyFlow solver to suit your needs
High performance, accuracy, and ease of use are the main qualities of all TchebyFlow solvers
Our team will work closely with you to model your process (if needed) and develop the tools that will help you to understand and control your process at many different levels, provide fine results so you can optimize your process for the best performance possible. We also offer validation of your in-house codes and models as well as consultation.
Public & Private Laboratories
The TchebyFlow team has an excellent understanding of needs of research and importance of accurate and reliable tools to obtain the best results possible. With TchebyFlow’s package or custom solvers it is easy to validate experimental results and design experimental set-ups based on the solutions of our solvers. For special offers to research laboratories please contact us.
we provide demonstration codes for Mathematic, Transport Phonemana, Physics, etc courses and classes. These codes are designed to show the precise behavior of an experiment without any need of an experimental setup. Students can do their own” experiment” safely and as many times as needed. Also, these tools can be used to observe a specific behavior, measurement, and verification of laws.
mathematical tools for classes, mobile apps, and tools to help to understand transport phenomena.
TchebyFlow offers consulting on scientific computing, transport phenomena, hydrodynamic, Computational Fluid Dynamics.
TchebyFlow offer validation codes to your in-house developed solvers. It can be a part of your solver or the whole system.
Solvers of generic mathematical models.
A library of mathematical tools, going from basic operations (integration, derivation, ODE/PDE) till solvers of complex systems (such as Navier-Stokes, Schrödinger, etc.)
Basic | Pro | Expert
2D or 3D thermo-solutal-convective flow with desired conditions
1D/2D/3D thermal/species steady/unsteady diffusion in single or stacked layers
2D or 3D chemical-etching flows in cavities of arbitrary shapes
The TchebyFlow team will work closely with you to provide solutions to your specific problems. This is an interactive and 100% confidential process. You can get the code and run it on your machine as many times as you want. Alternatively, TchebyFlow will provide the solutions/runs that you are interested in.
Three main stages of on-demand service:
1. If required, we develop the mathematical model that represents your process.
Develop the mathematical model that will be used in the software development stage.
This will be an interactive step where the TchebyFlow team develops stages of models (depending of complexity of your process).
The model and the parameters that defines the field of analysis.
2. We develop the software based on the mathematical model provided or developed with Tchebyflow. This software will be tailored with desired flexibility within the mathematical model.
A full functioning code (several codes depending on your process).
3. Last stage: We will provide the runs and analyze the results if it is requested by you.
Tchebyflow also develops mobile applications for iOS and Android devices. You can find them in Google Play Store and Apple App Store. Please search for TchebyFlow in both stores to download free apps.
An International team of researchers and academics having a large experience in industry, in industrial and academic research, Fluid Dynamics, Transport Phenomena, Physics and Numerical Methods.
Formerly Professor of University
Currently a permanently invited Professor, LAMPS (UPVD)
Chief Technical Officier
PhD University of Florida (USA)
University Paris XI
Delegate Director for Innovation & Business Development
PhD University of Montpellier
Professor, University of Florida (USA)
TchebyFlow c/o Cap Omega, CS 39521, Rond-point Benjamin Franklin, 34960 Montpellier Cedex 2 - France
+33 (0)4 67 13 00 00 | email@example.com