Mathematical modelling of sea ice
Sea ice covers about 10 per cent of the ocean’s surface area and modulates ocean albedo, air-sea heat flux and ocean currents, which makes it a crucial part of our climate system.
Strong background in applied mathematics, physics, or engineering required. Experience with differential equations, asymptotic analysis, or numerical methods desirable. Open to domestic and international students meeting PhD requirements.
Key details
- 20224964
- MRes Year 2 + PhD, PhD
- Applications close 31 October 2025
- Domestic, International
- Science
- $39,700 p.a.
About the scholarship
Within the School of Mathematical and Physical Sciences at Macquarie University, under the supervision of Dr Noa Kraitzman, the project investigates sea ice as a complex multicomponent system comprising solid ice, brine inclusions, and air bubbles.
The research programme focuses on developing rigorous mathematical frameworks for phase transition phenomena in polar sea ice. Utilising nonlinear partial differential equations, asymptotic analysis, and homogenisation theory, the candidate will construct models describing dynamical processes in sea ice.
The successful candidate will engage with an internationally recognised research community, collaborating with specialists in applied mathematics, glaciology, and climate science. This scholarship provides exceptional opportunity to advance fundamental mathematical understanding of cryospheric processes whilst contributing to predictive models essential for climate system analysis.
Availability
The scholarship is available to candidates eligible to undertake:
- a direct entry three-year PhD program
- a four-year MRes Year 2 + PhD program.
Components
The scholarship comprises:
- a tuition fee offset
- a living allowance stipend.
The value of the stipend scholarship is $39,700 per annum (full-time, indexed) for up to four years.