Coventry University
2 weeks ago
Non-equilibrium Behaviour in Interacting Quantum Matter Coventry University in United Kingdom
Degree Level
PhD
Field of study
Mathematics
Funding
Funded PhD Project (Students Worldwide)
Deadline
Mar 29, 2026
Country
United Kingdom
University
Coventry University

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Where to contact
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About this position
This PhD project at Coventry University explores the fascinating realm of non-equilibrium behaviour in interacting quantum matter, a central theme in modern physics. The research focuses on collective dynamics in many-body quantum systems, drawing conceptual links to classical phenomena such as flocking, swarming, and phase separation, but extending these ideas into the quantum domain where emergent properties are intrinsically non-classical.
Recent advances in controlling open quantum systems—through engineered dissipation, periodic driving, and measurement-based feedback—enable manipulation of energy at the level of individual quantum degrees of freedom. This project leverages these developments to investigate whether concepts from classical active and driven matter can be meaningfully applied to quantum systems. Building on proof-of-principle work by the Principal Investigator, the student will conduct theoretical and computational research on quantum systems driven far from equilibrium.
Research directions include modelling driven and dissipative quantum dynamics using master equations and discrete-time evolution, exploring collective transport and pattern formation, analysing nonequilibrium steady states, correlations, and fluctuations, and identifying the roles of coherence, dissipation, and measurement in emergent collective behaviour. The project is primarily theoretical, but maintains close connections to experimentally relevant platforms such as cold atoms, photonic systems, and superconducting quantum devices.
The student will join the Centre for Fluid and Complex Systems and the Statistical Physics Group, benefiting from comprehensive research training and career development support through the Doctoral and Researcher College. Funding includes tuition fees and a bursary (stipend), ensuring financial support throughout the PhD.
Applicants should have a strong academic background in physics, applied mathematics, or a related discipline, with relevant experience in quantum mechanics, quantum many-body physics, statistical or nonequilibrium physics, analytical and numerical modelling, and programming (Python, Julia, MATLAB, C++). English language proficiency (IELTS 6.5 overall, minimum 6.0 in each component) is required. The ideal candidate is motivated, mathematically inclined, and eager to tackle fundamental questions at the interface of nonequilibrium and quantum physics.
To apply, prospective candidates should first contact Dr Sascha Wald at [email protected], providing a full CV and transcript of grades before completing the formal application process. The application deadline is March 29, 2026.
Funding details
Funded PhD Project (Students Worldwide)
What's required
Applicants must have a minimum of a 2:1 first degree in a relevant discipline or subject area, with at least 60% in the project element or equivalent and a minimum 60% overall module average. English language proficiency is required, with an IELTS academic overall minimum score of 6.5 and at least 6.0 in each component. Candidates should hold a good undergraduate or master’s degree in physics, applied mathematics, or a related discipline. Relevant background includes quantum mechanics, quantum many-body physics, statistical or nonequilibrium physics, analytical and/or numerical modelling skills, and programming experience (e.g., Python, Julia, MATLAB, C++). Familiarity with concepts from classical active or driven systems is desirable but not required. The ideal candidate will be motivated, mathematically inclined, and interested in fundamental questions at the interface of nonequilibrium and quantum physics.
How to apply
Contact Dr Sascha Wald at [email protected] before submitting a formal application. Provide a full CV and transcript of grades. Follow instructions for the formal application process after initial contact.
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