Timothy Williams

Job Position: 
Researcher
Research Group: 
E-mail: 
Phone: 
+47 465 48 931
Timothy Williams Staff Picture

Research interests

My main expertise is in applied mathematics, modelling water wave propagation in the presence of floating bodies (like ice sheets, for example). I have other interests in elasticity, wave propagation in random media, and mathematical techniques such as the Wiener-Hopf and residue calculus techniques. I am currently working on including the interactions between waves and sea ice in the new sea ice model neXtSIM that is being developed at NERSC.

Project deputy leader of the following projects

  1. neXtWIM: Waves in a next-generation sea ice model
  2. SWARP: Ships and Waves Reaching Polar Regions
  3. WIFAR: Waves-in-Ice Forecasting for Arctic Operators

Peer Review Publications and Books

30 total publications.

2022

  1. Aksenov Y, Rynders S, Feltham DL, Hosekova L, Marsh RJ, Skliris N, et al. Safer Operations in Changing Ice-Covered Seas: Approaches and Perspectives. In: IUTAM Symposium on Physics and Mechanics on Sea Ice. 2022.
  2. Bilge TA, Fournier N, Mignac D, Hume-Wright L, Bertino L, Williams T, et al. An evaluation of the performance of sea ice thickness forecasts to support arctic marine transport. Journal of Marine Science and Engineering. 2022;10(2).
  3. Davy R, Olason E, Rampal P, Spensberger C, Williams T, Korosov A, et al. Driving Mechanisms of an Extreme Winter Sea Ice Breakup Event in the Beaufort Sea. Geophysical Research Letters. 2022;49(12).

2021

  1. Boutin G, Williams T, Rampal P, Olason E, Lique C. Wave–sea-ice interactions in a brittle rheological framework. The Cryosphere. 2021;15(1).
  2. Williams T, Korosov A, Rampal P, Olason E. Presentation and evaluation of the Arctic sea ice forecasting system neXtSIM-F. The Cryosphere. 2021;15(7).

2019

  1. Rampal P, Danserau V, Olason E, Bouillon S, Williams T, Korosov A, et al. On the multi-fractal scaling properties of sea ice deformation. The Cryosphere. 2019;13(9).

2017

  1. Aksenov Y, Popova EE, Yool A, Nurser GAJ, Williams T, Bertino L, et al. On the future navigability of Arctic sea routes: High-resolution projections of the Arctic Ocean and sea ice. Marine Policy. 2017;75.
  2. Williams T, Rampal P, Bouillon S. Wave-ice interactions in the neXtSIM sea-ice model. The Cryosphere. 2017;11(5).
  3. Lemieux J-F, Bouillon S, Dupont F, Flato G, Losch M, Rampal P, et al. Sea Ice Physics and Modelling. In: Sea Ice Analysis and Forecasting - Towards an Increased Reliance on Automated Prediction Systems. 2017.

2015

  1. Bennetts LG, Williams T. Water wave transmission by an array of floating disks. Proceedings of the Royal Society. Mathematical, Physical and Engineering Sciences. 2015;471(2173).

2014

  1. Williams T, Parnell WJ. Effective antiplane elastic properties of an orthotropic solid weakened by a periodic distribution of cracks. Quarterly Journal of Mechanics and Applied Mathematics. 2014;67(2).

2013

  1. Williams T, Bennetts L, Squire V, Dumont D, Bertino L. Wave–ice interactions in the marginal ice zone. Part 2: Numerical implementation and sensitivity studies along 1D transects of the ocean surface. Ocean Modelling. 2013;71.
  2. Squire V, Williams T, Bennetts LG. Better Operational Forecasting for Contemporary Arctic via Ocean Wave Integration. International Journal of Offshore and Polar Engineering. 2013;23(2).
  3. Williams T, Bennetts LG, Squire VA, Dumont D, Bertino L. Wave–ice interactions in the marginal ice zone. Part 1: Theoretical foundations. Ocean Modelling. 2013;71:81 - 91.
  4. Williams T, Bennetts L, Squire V, Dumont D, Bertino L. Wave-ice interactions in the marginal ice zone. Part 1: Theoretical foundations. Ocean Modelling. 2013;71.

2012

  1. Williams T, Meylan MH. The Wiener-Hopf and residue calculus solutions for a submerged semi-infinite elastic plate. J. Eng. Maths. [Internet]. 2012;75:81-106. Available from: http://www.springerlink.com/content/w06017420l6p3l6l/
  2. Smith MJA, Porter R, Williams T. The effect on bending waves by defects in pinned elastic plates. J. Sound Vib. 2012;331:20.
  3. Williams T, Meylan MH. The Wiener-Hopf and residue calculus solutions for a submerged semi-infinite elastic plate. Journal of Engineering Mathematics. 2012;75(1).
  4. Smith MJA, Porter R, Williams T. The effect on bending waves by defects in pinned elastic plates. Journal of Sound and Vibration. 2012;331(23).

2010

  1. Bennetts LG, Williams T. Wave scattering by ice floes and polynyas of arbitrary shape. J. Fluid Mech. 2010;662:5-35.

Other Publications

2004

  1. Williams T. Scattering of oblique ice-coupled waves by a pressure ridge. IAHR Symposium on Ice. 2004;1:227–234.
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