ABSTRACT This talk presents a high-fidelity numerical framework developed by the CFSMgroup at the University of Calgary for simulating marine renewable energy systems. Built on the variational multiscale (VMS) formulation and finite element discretization, the framework models multiphase turbulent ...

📆 Wednesday, May 21, 2025🕐 12:00 noon CET📍 Conference Room C2-212, C2 Campus Nord, Barcelona ABSTRACT The multifractal theory of turbulence provides a powerful framework that connects the scaling and geometrical properties of coarse grained fields in the limit of small scales with ...

ABSTRACT This seminar presents the concept of digital twin of a complex engineering product and demonstrates the application of advanced computational engineering techniques and Artificial Intelligence methods to system-level design of complex products, addressing the 'runtime versus accuracy&#...

ABSTRACT One possible realization for the new computing paradigm called Data-Driven Computational Mechanics (DDCM) relies on the formulation of a topological optimization problem that seeks to optimally assign experimental constitutive data to subdomains of the physical body under consideration, al...

ABSTRACT Hilbert space sequences capture the relations between different fields in a partial differential equation compactly. In fact, as suggested in [1] it is advantageous to study a partial differential equation as framed in a corresponding Hilbert space sequence. The existence of a sequence is ...

ABSTRACT Numerical methods for the simulation of transient systems with structure-preserving properties are known to exhibit greater accuracy and physical reliability, in particular over long durations. These schemes are often built on powerful geometric ideas for broad classes of problems, such as...