Jordan Pitt

Jordan Pitt

School of Mathematical Sciences

Faculty of Engineering, Computer and Mathematical Sciences

Eligible to supervise Masters and PhD (as Co-Supervisor) - email supervisor to discuss availability.


My PhD at the Australian National university under Stephen Roberts and Christopher Zoppou was on developing robust, efficient and well validated numerical methods to model dispersive wave equations. In particular hybrid Finite Element Methods and Finite Volume Methods to solve the Serre equations. My current Post-Doc research under Luke Bennets at the University of Adelaide is on understanding the interaction between ocean waves and sea ice.

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  • Journals

    Year Citation
    2021 Pitt, J. P. A., Zoppou, C., & Roberts, S. G. (2021). Solving the fully nonlinear weakly dispersive Serre equations for flows over dry beds. International Journal for Numerical Methods in Fluids, 93(1), 24-43.
    DOI
    2018 Pitt, J. P. A., Zoppou, C., & Roberts, S. G. (2018). Behaviour of the Serre equations in the presence of steep gradients revisited. Wave Motion, 76, 61-77.
    DOI Scopus4
    2017 Zoppou, C., Pitt, J., & Roberts, S. G. (2017). Numerical solution of the fully non-linear weakly dispersive serre equations for steep gradient flows. Applied Mathematical Modelling, 48, 70-95.
    DOI Scopus4
    2016 Zoppou, C., Roberts, S. G., & Pitt, J. (2016). A solution of the conservation law form of the serre equations. ANZIAM Journal, 57(4), 385-394.
    DOI Scopus3
    Zoppou, C., Pitt, J., & Roberts, S. G. (n.d.). Third-order Finite Volume/Finite Element Solution of the Fully Nonlinear
    Weakly Dispersive Serre Equations.
  • Conference Papers

    Year Citation
    2017 Pitt, J., Zoppou, C., & Roberts, S. G. (2017). Importance of dispersion for shoaling waves. In Proceedings - 22nd International Congress on Modelling and Simulation, MODSIM 2017 (pp. 1725-1730). online: MSSANZ.

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