PhD Candidate in Order-from-Disorder in Frustrated Quantum Magnets / PhD Candidate in Order-from-Disorder in Frustrated Quantum Magnets

ETH Zurich - April 27, 2026

PhD Position: Order-from-Disorder in Frustrated Quantum Magnets

100%, Zurich, fixed-term

The Neutron Scattering and Magnetism Group at the Physics Department of ETH Zurich is seeking to fill a PhD position focused on experimental studies of frustrated quantum magnets using neutron scattering and other advanced techniques.

Geometric frustration in quantum systems leads to intense competition between new collective spin states, such as topological structures, quantum spin liquids, multipolar ordered phases, and spin-supersolids. Each state is characterized by unique elementary excitations, many of which have no counterparts in semi-classical physics.

The outcome of this competition is often defined by mechanisms known as thermal and quantum order-from-disorder. Mastering these mechanisms provides new opportunities to manipulate and investigate these exotic systems. The prospective candidate will experimentally implement this control in carefully selected prototypical magnetic materials.

Job Description

  • The work will involve the synthesis and growth of single crystal samples, alongside their characterization through X-ray diffraction.
  • Samples will be further characterized using optical spectroscopy experiments, magnetothermodynamic, magnetomechanical, and magnetoacoustic measurements at mK temperatures and high magnetic fields, utilizing equipment available in our laboratory.
  • The research will culminate in neutron scattering, ultra-high-field, and muon spin rotation studies at state-of-the-art large-scale user facilities located in Switzerland, France, Germany, the UK, Japan, and the USA.
  • Data analysis and modeling will be collaboratively conducted with research groups specializing in theoretical and numerical calculations.

Profile

  • The successful candidate is expected to be actively involved in every phase of the project and to take the lead whenever possible.
  • No prior experience in neutron scattering is required, but a solid background in laboratory work and analysis of experimental data is essential.
  • Given the project's foundation in complex concepts of modern physics, a strong theoretical background in quantum mechanics, statistical physics, and quantum solid-state physics is crucial.
  • Proficiency in computer skills is a bonus.

Workplace

Join a dynamic and collaborative working environment at ETH Zurich, where you will be at the forefront of innovative research.

We Offer

  • Your job will have a significant impact: Become part of ETH Zurich, which supports your professional development and contributes positively to society.
  • Expect numerous benefits, including public transport season tickets, car sharing, a wide range of sports offered by the ASVZ, childcare, and attractive pension benefits.

We Value Diversity and Sustainability

ETH Zurich is committed to fostering an inclusive culture. We promote equality of opportunity, value diversity, and nurture a work and learning environment where the rights and dignity of all staff and students are respected. Visit our Equal Opportunities and Diversity website to learn how we ensure a fair and open environment that allows everyone to grow and flourish. Sustainability is a core value; we are consistently working towards a climate-neutral future.

Curious? So Are We.

Apply online using the form below. Only applications matching the job profile will be considered.

About ETH Zurich

ETH Zurich is one of the world’s leading universities specializing in science and technology. Renowned for excellent education, cutting-edge research, and the effective transfer of new knowledge into society, over 30,000 individuals from more than 120 countries find our university to foster independent thinking and inspire excellence. Situated in the heart of Europe, we forge global connections to develop solutions for today’s and tomorrow’s challenges.

Location : Zürich
Country : Switzerland

Application Form

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