CORDIS Project
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This project focuses on developing advanced numerical methods to solve complex physical problems modeled by non-linear equations. The goal is to create high-order schemes that can efficiently simulate phenomena like shock waves in various engineering applications, leveraging modern computational power.
Many interesting systems in physics and engineering are mathematically modeled by first-order non-linear hyperbolic partial differential equations termed as systems of conservation laws.
Examples include the Euler equations of aerodynamics, the shallow water equations of oceanography, multi-phase flows in a porous medium (used in the oil industry), equations of non-linear elasticity and the MHD equations of plasma physics.
Numerical methods are the key tools to study these equations and to simul…
EIDGENOESSISCHE TECHNISCHE HOCHSCHULE ZUERICH
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