Artificial Spin Ice - OASIS 2024
Online Artificial Spin Ice Sessions (OASIS) is a platform to stimulate discussions within the field of artificial spin systems regarding the latest developments. Two invited talks are held once a month with 15 minutes of presentation and an equal amount of time for discussions.
Upcoming Events:
The next session of OASIS will be held on Thursday, 28th June at 16:00 CET.
Speakers will be announced using the artificial spin ice mailing list.
Please inform if you want to be included.
Best wishes,
Luca Berchialla, Gavin Macauley & Laura Heyderman
Past talks:
OASIS November, 25th, 2024 – Clodoaldo Irineu Levartoski de Araujo: Macroscopic magnetic monopoles in a 3D-printed mechano-magnet
OASIS November, 25th, 2024 – Julius de Rojas: Tuning magnon spectra via interlayer coupling in pseudo-3D nanostructured artificial spin ice arrays
OASIS October, 28th, 2024 – Troy Dion: Microstate control and ultra-strong coupling in multi-layered artificial spin ice
OASIS October, 28th, 2024 – Jun-Yi Ge: Growing Crystalline Artificial Macromagnet Ice in a Kagome Lattice
OASIS June 28th, 2024 – Yong-Lei Wang: Direct-Kagome Artificial Spin Ice: Unlocking Toroidic Phase Transitions
OASIS June 28th, 2024 – Anders Strømberg: Lessons from the antiferromagnetic-ferromagnetic transition in pinwheel artificial spin ice
OASIS June 6th, 2024 – Nicolas Rougemaille: The Arctic Square Ice
OASIS April 22nd, 2024 – Robert L. Stamps: Variational Bayes in an Artificial Spin Ice Geometry
OASIS April 22nd, 2024 – Pietro Tierno: Topological charge transfer in Shakti-Cairo artificial colloidal ice
OASIS March 25th, 2024 – Jean Barbier: Information-theoretic and algorithmic phase transitions in high-dimensional inference
OASIS March 25th, 2024 – Samuel D. Slöetjes: Transitions and collective magnon modes due non-collinear magnetization in the building blocks of ASI
OASIS February 13th, 2024 – Dong Shi: Competing interaction induced phase diagram and phase transition in artificial triangular Ice
OASIS February 13th, 2024 – Cody D. Schimming: Order and frustration in active nematic vortex lattices