Projects
Colloidal quantum rods: anisotropic nano-devices 1D to 2D and 3D anisotropic nanostructures for optical applications. Ghent University
Development of a 3D printed anthropomorphic dynamic phantom for 3D and 4D radiotherapy. Hasselt University
2D and 3D high-spatial and high-temporal resolution ultrasound imaging for characterization of tendon mechanics. KU Leuven
Achilles tendinopathy affects competitive and recreational athletes as well as inactive people. The incidence of this pathology in the general population is 1.8%and over 80% of tendon ruptures occur during recreational sports. The etiology of tendinopathies is multifactorial, but tendon overuse is assumed to be one of the main pathological stimuli.
Recently published studies have demonstrated the need for a better characterization of ...
Understanding liquid metal deposition for the production of stretchable electronics from 2D manufacturing, over 3D to continuous processing Hasselt University
3D strain fields for functional 4D material design: A unifying computational protocol to tune the phase stability of strain-engineered nanostructured materials Ghent University
Tuneable nanostructured materials such as metal-organic frameworks (MOFs) and metal halide perovskites (MHPs) are highly promising contenders for various pressing technological challenges, from efficient photovoltaic devices to high-performant shock absorbers. Their highly modifiable atomic structure and polymorphism, which can lead to large-amplitude phase transitions in response to small changes in structural composition or external ...
The use of 2D and 3D imaging modalities and its influence on diagnosis and treatment planning in orthodontics KU Leuven
Screening platform for therapies for peripheral neuropathies (SCREEN4PN) in induced pluripotent stem cell derived 2D and 3D models (development phase 2). University of Antwerp
Advancing 4D STEM for atomic scale structure property correlation in 2D materials. University of Antwerp
Algorithms to solve 2D and 3D Irregular Cutting and Packing Problems using a Semi-discrete Representation KU Leuven
Cutting and packing problems, whether in 2D or 3D, involve positioning a set of pieces without overlap within one or more containers. These problems occur in a wide range of industrial applications such as sheet metal and textile cutting, logistics, and additive manufacturing. This thesis provides efficient optimization methods for both 2D and 3D irregular cutting and packing problems using a semi-discrete representation of both the pieces ...