Industrial Optimization
Industrial Optimization at a Scientific Level
Advanced Mathematical Methods
Complex industrial challenges require advanced mathematical methods.
Our focus is on the development and application of state-of-the-art optimization methods for highly complex problems, including nonlinear optimization problems.
Industrial Optimization with Math.Tec
A particular focus is on shape and design optimization based on nonlinear systems of differential equations. Such models are used in areas including fluid mechanics, structural mechanics and multiphysics applications. By combining numerical simulation with mathematical optimization methods, we develop solutions that sustainably improve products and processes in terms of efficiency, performance and resource utilization.
Your Benefits
Product Performance
Improved product performance through optimized geometries and designs
Cost Reduction
Reduced material, energy and development costs
Time Savings
Shorter development and innovation cycles
Simulation
More accurate simulation of complex physical processes
Customization
Tailored optimization solutions for specific industrial requirements
Scientific Expertise
Access to state-of-the-art scientific methods and research
Scientific Partners
Close collaboration with experienced scientific partners
A particular focus is on shape and design optimization based on nonlinear systems of differential equations. Such models are used in fluid mechanics, structural mechanics and multiphysics applications. Using numerical simulations and mathematical optimization methods, we develop solutions that sustainably improve products and processes in terms of efficiency, performance and resource utilization.
Together with our scientific partners, we address customized optimization problems across a wide range of industrial sectors. We combine cutting-edge research with practical applications, developing mathematical models and algorithms tailored precisely to the specific requirements of each project.
From mathematical modeling and the development of specialized optimization algorithms to successful implementation, we support our clients throughout demanding research and development projects. Our goal is to transform scientific excellence into measurable industrial value.
Why Use Mathematical Optimization in Industry?
Many technical systems cannot be adequately represented using conventional optimization approaches. Advanced mathematical methods, however, make it possible to realistically model complex physical interactions and identify optimal solutions at an early stage of the development process.
This can reduce the need for costly physical prototypes, shorten development cycles and enable well-founded decisions based on reliable numerical simulations.
Typical Applications
Our mathematical optimization methods are applied in areas including:
Computational Fluid Dynamics (CFD)
Aerodynamics and Hydrodynamics
Mechanical and Plant Engineering
Automotive Industry
Aerospace
Energy Engineering
Process Engineering
Materials and Structural Engineering
Multiphysics Simulations
Research and Development Projects
Your Path to Industrial Optimization
Start your optimization project with our experts today.