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Philipp Verpoort

 Philipp Verpoort

Philipp Verpoort

Member of Trinity Hall
PhD student in Dr Conduit's group

Office: 511 Mott Bld
Phone: +44(0)1223 3 37261
Email: pcv22 @

TCM Group, Cavendish Laboratory
19 JJ Thomson Avenue,
Cambridge, CB3 0HE UK.

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I am a PhD student at TCM since January 2017. I am a student in Dr G Conduit's group, and will be graduating from my degree by end of 2019 / early 2020. I am working in the fields of quantum physics, statistical mechanics, non-equilibrium physics, collective phenomena, and materials design.

My current main interest lies in the study of long-lived chirality states in low-temperature strongly-coupled Rashba systems (see figure). Based on some exciting experimental results by Dr V Narayan and J Dann, I have been trying to understand the nature of these states and model the resulting magnetoresistance behaviour for comparison with experimental data. This work has been going on since Feburary 2017.

Since October 2016, I have been involved in work with Dr G Conduit's in applying machine-learning techniques to large materials databases, and use these to make predictions for new materials. This has been highly successful in industrial applications of drug discovery and materials design, and has also resulted in a publication in Comp. Mat. Sci. (see below).

In a collaboration with Dr L Schonenberg and Dr G Conduit, I worked on the theory of the BEC-BCS cross-over in two-dimensional strongly-interacting Fermions, which is investigated with great interest in the cold-atom physics community, where the interactions can be tuned using the Feshbach resonance. In our work, we use Quantum Monte-Carlo simulations to compute a number of properties of the ground-state wave-function for varying effective range, which is a parameter for the interaction potential. An article was published in Phys. Rev. A (see below)

During my Masters studies, I worked with Dr C Castelnovo on a project studying the three-colouring model with colour-dependent interactions. We map out the central charge of the conformal field theory describing the long-wavelength limit of the system for the whole phase diagram from finite-size scaling of the free energy, which can be computed using the transfer-matrix method. The three-colouring model can be used to describe the frustrated ground-states of a 3-state anti-ferromagnetic Potts-model, as well as arrays of Josephson junctions, and networks of superconducting wires on a kagomé lattice. A manuscript has been published on the arXiv and submitted to a peer-review journal (see below).

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In Plain English

Over the course of the last century, scientists have been highly successful in establishing the knowledge and understanding of the fundamental principles governing the behaviour of the world surrounding us in our everyday life -- most prominently electro-magnetism and quantum mechanics. While these frameworks are fairly well understood at the microscopic level, drawing conclusions from these basic theories for more complex systems such as solid-state objects turns out to be anything but simple.

In my PhD, I work on understanding phenomena in the field of solid-state physics and related topics using a broad variety of methods. All the work that I do is either based on pen-and-paper derivations, or requires the excessive use of numerical simulations on high-performance computer clusters. My current main research topic deals with systems of broken inversion symmetry and a novel species of long-lived electronic states in those systems. Previously I have worked on materials modelling, which resulted in publication in the journal of Computational Material Science (see below) and has been successful in the design of materials and drugs. This work is based on techniques using artificial intelligence (i.e. neural networks) to capture correlations between materials properties of known data, and to make predictions for unseen data. In another former project, I contributed to theoretical work in cold-atom physics, where atoms are trapped using laser beams, and are studied as a toy-model to make predictions for real solids. This work was published in an article in the Physical Review journal (see below).