Richard Styles PhD Thesis - May, 1998
A Continental Shelf Bottom Boundary Layer Model: Development, Calibration and
Applications to Sediment Transport in the Middle Atlantic Bight
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Abstract
A continental shelf bottom boundary layer model is presented for use over a
noncohesive movable sediment bed. Model features include a continuous eddy
viscosity, a correction for suspended sediment-induced stratification and improved
bottom roughness and referece concentration models. Predicted concentration and
current profiles are sensitive to changes in selected internal model parameters
and grain size.
High-resolution current and concentration profile data collected simultaneously
over a 6-week summer deployment in 1995 off the southern coast of New Jersey are
used to calibrated sensitive model coefficients and to determine the accuracy of
the model at predicting the shear velocity and hydrodynamic roughness. Calibration
of the internal parameters a, which regulates the cutoff point of the eddy
viscosity near the bed, and y, which regulates the vertical decay of the suspended
sediment concentration, are shown to be consistent with past estimates obtained
in the field. Estimates of ripple height, n, and ripple length, h, are also shown
to give good agreement with available field data. Bottom roughness is shown to be
a function of not only ripple height, but also of the angle between the wave and
combined wave and current shear stress components.
Nearly two-years of current and wave data collected on the inner shelf offshore
of New Jersey are used to run the model to investigate long-term sediment transport.
Model results indicate that all transport events are related to waves and that the
seasonal distribution includes a number of summer storms that are comparable in
sediment transport potential to other systems in the spring and fall. Modes of
longshore transport follow established patterns for a wide, gently sloping
continental shelf with the transport directed primarily alongshore. Cross-shore
patterns exhibit an onshore bias which may be caused by multi-scale topographic
features that may introduce 3-dimensional flow effects.