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Dam-break flows as agents of sediment transport

  • Author / Creator
    Emmett, Matthew
  • When a semi-infinite body of homogeneous fluid initially at rest
    behind a vertical retaining wall is suddenly released by the removal
    of the barrier the resulting flow over a horizontal or sloping bed
    is referred to as a dam-break flow. When resistance to the flow is
    neglected the exact solution, in the case of a stable horizontal bed
    with or without `tail water', may be obtained on the basis of
    shallow-water theory via the method of characteristics and the
    results are well known. Discrepancies between these shallow-water
    based solutions and experiments have been partially accounted for by
    the introduction of flow resistance in the form of basal friction.
    This added friction significantly modifies the wave speed and flow
    profile near the head of the wave so that the simple exact solutions
    no longer apply and various asymptotic or numerical approaches must
    be implemented to solve these frictionally modified depth-averaged
    shallow-water equations. When the bed is no longer stable so that
    solid particles may be exchanged between the bed and the water
    column the dynamics of the flow becomes highly complex as the
    buoyancy forces vary in space and time according to the competing
    rates of erosion and deposition. Furthermore, when the Froude
    number of the flow is close to unity perturbations in the height and
    velocity profiles grow into N-waves and the bed below develops
    ripples which act to sustain the N-waves in the fluid above. It is
    our intention here to study dam-break flows over erodible sloping
    beds as agents of sediment transport taking into account basal
    friction as well as the effects of particle concentrations on flow
    dynamics including both erosion and deposition. We shall consider
    shallow flows over initially dry beds and investigate the effects of
    changes in the depositional and erosional models employed as well as
    in the nature of the drag acting on the flow and the slope of the
    bed. These models include effects hitherto neglected in such
    studies and offer insights into the transport of sediment in the
    worst case scenario of the complete and instantaneous collapse of a
    dam.

  • Subjects / Keywords
  • Graduation date
    Fall 2010
  • Type of Item
    Thesis
  • Degree
    Doctor of Philosophy
  • DOI
    https://doi.org/10.7939/R3D63S
  • License
    This thesis is made available by the University of Alberta Libraries with permission of the copyright owner solely for non-commercial purposes. This thesis, or any portion thereof, may not otherwise be copied or reproduced without the written consent of the copyright owner, except to the extent permitted by Canadian copyright law.