Search Results - "Moore, Matthew N. J"

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  1. 1

    Sculpting of an erodible body by flowing water by Ristroph, Leif, Moore, Matthew N. J, Childress, Stephen, Shelley, Michael J, Zhang, Jun

    “…Erosion by flowing fluids carves striking landforms on Earth and also provides important clues to the past and present environments of other worlds. In these…”
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    Journal Article
  2. 2

    A Biomechanical Model of Tumor-Induced Intracranial Pressure and Edema in Brain Tissue by Sorribes, Inmaculada C., Moore, Matthew N.J., Byrne, Helen M., Jain, Harsh V.

    Published in Biophysical journal (23-04-2019)
    “…Brain tumor growth and tumor-induced edema result in increased intracranial pressure (ICP), which, in turn, is responsible for conditions as benign as…”
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    Journal Article
  3. 3

    A weak-coupling expansion for viscoelastic fluids applied to dynamic settling of a body by Moore, Matthew N.J., Shelley, Michael J.

    Published in Journal of non-Newtonian fluid mechanics (01-09-2012)
    “…► We develop a semi-analytical technique for the computation of viscoelastic fluid flows. ► The method is applied to a benchmark problem and recovers previous…”
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    Journal Article
  4. 4

    Brachistochrones in potential flow and the connection to Darwin's theorem by Camassa, Roberto, McLaughlin, Richard M., Moore, Matthew N.J., Vaidya, Ashwin

    Published in Physics letters. A (10-11-2008)
    “…We establish the existence and the asymptotic properties of a path of minimum travel time for a line of particles starting upstream of a sphere or cylinder in…”
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    Journal Article
  5. 5

    Stratified flows with vertical layering of density: Theoretical and experimental study of the time evolution of flow configurations and their stability by Moore, Matthew N. J

    Published 01-01-2010
    “…A vertically moving boundary in a stratified fluid can create and maintain a horizontal density gradient, or vertical layering of density. We study an…”
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    Dissertation
  6. 6

    Stratified flows with vertical layering of density: Theoretical and experimental study of the time evolution of flow configurations and their stability by Moore, Matthew N. J

    “…A vertically moving boundary in a stratified fluid can create and maintain a horizontal density gradient, or vertical layering of density. We study an…”
    Get full text
    Dissertation