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Dr. Jonathan Gustafsson

Location

Center for Decision, Risk, Controls & SigInt (DRCSI)

Hermann Hall West, Room 413W

Naval Postgraduate School

Ph: +1 831-656-1082

Email: cjgustaf@nps.edu

 

Research Interests

  • Spectral Methods for Unbounded domains
  • Steady solutions to Navier-Stokes Equations
  • Turbulence Theory

Articles

  • Energy spectra at low wavenumbers in homogeneous incompressible turbulence. Jonathan Gustafsson, McMaster University, William K. George, Imperial College, Physics Letters A 375 (2011), pp. 2850-2853, bibtex.
  • Regularization of the backward-in-time Kuramoto-Sivashinsky Equation. Jonathan Gustafsson, Bartosz Protas, McMaster University, Journal of Computational and Applied Mathematics 234 (2010), pp. 398-496, bibtex.
  • On Oseen Flows for Large Reynolds Numbers. Jonathan Gustafsson, Bartosz Protas, McMaster University, Theoretical and Computational Fluid Dynamics 27 5 (2013), pp. 665-680, bibtex.

Invited Talks

Integral invariants in homogeneous, isotropic, incompressible turbulence, Jonathan Gustafsson, McMaster University at Connections Between Regularized and Large-Eddy Simulation Methods for Turbulence at Banff International Research Station 2012

Conference Talks

  • Investigation of Steady NS Flows past a Cylinder using a Spectral Method, which basis spans the Infinite Domain, Jonathan Gustafsson, NPS, Bartosz Protas, McMaster Univeristy, San Diego at SIAM Annual Meeting 2013
  • Computation of Steady Incompressible Flows in Unbounded Domain, Jonathan Gustafsson, Bartosz Protas, McMaster University at SONAD 2010
  • On Solutions of Oseen's equation Using High-Precision Arithmetics, Jonathan Gustafsson, Bartosz Protas, McMaster University at SHARCNET Research Day 2010
  • Solving Steady-State Oseen as an Optimization Problem, Jonathan Gustafsson, Bartosz Protas, McMaster University at SONAD 2009
  • Minimizing the Drag-coefficient for the Steady State Oseen Problem, Jonathan Gustafsson, Bartosz Protas, McMaster University at SHARCNET Research Day 2009
  • On the Oseen flows in 2D. Jonathan Gustafsson, Bartosz Protas, McMaster University at DFD08 Meeting of The American Physical Society
  • Regularization techniques for backward-in-time evolutionary PDE problems. Jonathan Gustafsson, Bartosz Protas, McMaster University at DFD07 Meeting of The American Physical Society
  • Loitsiansky was correct in the infinite domain. Jonathan Gustafsson, McMaster University, William K. George, Chalmers University of Tech. at DFD06 Meeting of The American Physical Society

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