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Climate, Ice, Oceans

Broadly speaking, we are interested in general questions of climate dynamics, with a specific focus on polar climates.

We have, for example, worked on questions of instability in the Arctic climate - in particular why some studies find that we may abruptly lose all Arctic sea ice, and other studies suggest we won't.  

A study to address this question, bridging the gap between idealized models and GCMs, called "The influence of spatial and seasonal variations on the stability of the sea ice cover" can be found here

Other ongoing projects in this area are concerned with increased poleward ocean heat flux under global warming and the dynamic response of sea ice to changing atmospheric forcing (NSF grant).

A68.gif

A further, related, interest of ours concerns the predictability of abrupt climate transitions. Can we identify early warning signals that would indicate climate "tipping points", and potentially even allow us to avoid such tipping points? A study on this topic, entitled "False alarms: How early warning signals falsely predict abrupt sea ice loss"  can be found here.

Recently, we have become interested in questions regarding the stability of the Atlantic Meridional Overturning Circulation (AMOC), work that is supported by NSF and resulted in this article led by graduate student Clark Zimmerman on the limitations of the application of "Critical Slowing Down".  

The last dance of A68

(TERRA/MODIS data from EOSDIS Worldview)

Land Ice & Icebergs

Over the last few years, we've been trying to understand better how glaciers, ice shelves, and icebergs decay. Our interest here is mostly focused on how the ice interacts with the ocean, and how such interactions can speed up or slow down the melt and break up of glaciers or icebergs. 

 

We have worked on this topic using theory, numerical models, field observations, satellite data, and small-scale lab experiments. Our interest in these questions was partially sparked during field work in Baffin Bay in 2012, which led us to study the decay mechanisms of large tabular icebergs. Since then we've published a series of papers on the drift and breakup of icebergs, and we have continued this work with the support from a series of NSF grants, that helped us investigate the breakup of large icebergs, the wave erosion of ice cliffs, and most recently the size distribution of icebergs from Antarctica and Greenland (through an NSF CAREER award).

 

One highlight of this work was the realization that differential melt at the front of glaciers and at iceberg edges can trigger large-scale calving processes. We've described this process as the "footloose mechanism", and studied its importance for ice shelves, glaciers, and icebergs.

Sea Ice-Ecosystem Interactions

When I joined UNC Wilmington in 2018, my group started collaborating with biological oceanographers Alyson Fleming and Mattias Cape and marine biologists Heather Koopman and Hillary Glandon, to study the impact of sea ice melt on the Arctic ecosystem.

In May 2019 we led an interdisciplinary oceanographic research cruise to Fram Strait to investigate the conditions that lead to recently observed springtime phytoplankton super blooms in the area. The field work was covered by several mainstream media outlets, including CNN and The Guardian

Our investigations point to a crucial role of sea ice melt water in driving the observed enhanced blooming, which we have documented in a series of student-led articles by MS student Andrew Castagno (Global Change Biology, 2023) and Conner Lester (Geophysical Research Letters, 2020; Limnology and Oceanography Letters, 2024).


 

Solid Mechanics

 

From 2009 - 2013 I completed my Ph.D., looking at how thin sheets bend and stick. This is the opening paragraph of my thesis, entitled "Elastocapillarity - Adhesion & Large Deformations of Thin Sheets":

 

This thesis is concerned with the deformation and adhesion of thin elastic sheets that come into contact with an underlying substrate. The focus of this work is on the interplay between material and geometric properties of a system and how this interplay determines the equilibrium states of sheet and substrate, particularly in the regime of geometrically nonlinear deformations.

 

The earliest four papers listed on the Publications page contain the central results of the thesis. The full version is accessible here.

 

The research described in my Ph.D. thesis was performed under the fantastic supervision of Dominic Vella, who is based at the Mathematical Institute at the University of Oxford.

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