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3. The Wind-Driven Cross-Shelf Circulation

The wind-driven circulation over continental shelves has been an area of intensive research over the last three decades. This research has provided us with a much clearer understanding of the dynamics of the alongshelf component of the flow and particularly the role of coastal-trapped waves [e.g., Brink, 1991; Huyer, 1990]. However, the wind-driven cross-shelf circulation remains poorly understood. The cross-shelf flow is usually weaker than the alongshelf flow, however, it can be important in redistributing water properties, nutrients, sediments, pollutants and other constituents because cross-shelf variations in these tracers tend to be larger than alongshelf variations.

The classical conceptual picture of the wind-driven cross-shelf circulation during coastal upwelling is shown in Figure 3. There is a transport to the right (in the northern hemisphere) of the alongshelf wind stress in the surface boundary layer due to the Coriolis acceleration associated with the earth's rotation [ Ekman, 1905]. In this simple two-dimensional schematic there is a corresponding onshore transport in the interior and bottom boundary layers. This cross-shelf circulation closes over the inner shelf region where the surface and bottom boundary layers merge [e.g., Allen et al., 1995]. This is the circulation pattern typically associated with coastal upwelling which brings nutrients from the deeper water to the surface where they can be utilized by phytoplankton. Studies of the volume heat budget in several coastal regions are consistent with this simple conceptual picture [e.g., Dever and Lentz, 1994] in the sense that a wind-driven offshore (onshore) flux of heat leads to a decrease (increase) in the spatially-averaged temperature over the shelf.

Numerical modeling studies have shown that with stratification, more realistic topography, and complex mixing the simple conceptual picture in Figure 3 is still relevant, though the details of the flow are more complicated [e.g. Allen et al., 1995; Keen and Glenn, 1994; Zamudio and Lopez, 1994]. Recent efforts to simulate observed circulations using two-dimensional numerical models have had mixed success. Zamudio and Lopez [1994] included a time-variable alongshelf pressure gradient derived from coastal-trapped wave theory in the two-dimensional shelf circulation model of Chen and Wang [1990] to simulate observations taken over the northern California shelf. Federiuk and Allen [1995] used a two-dimensional numerical model to simulate the observed circulation over the Oregon shelf. In both studies, the model results reproduced the observed alongshelf velocity and its vertical structure, but were less successful at simulating the cross-shelf circulation, particularly below the surface boundary layer. Federiuk and Allen [1995] pointed out that the imperfect agreement between model results and observations may be due to the three-dimensionality of the flow field. Another factor which may contribute to the lack of agreement is the sensitivity of the cross-shelf circulation to the form of the mixing parameterization [ Allen et al., 1995; Lentz, 1995].

Besides simulating observations, numerical model
studies are providing insight into how the cross-shelf circulation and the shelf dynamics may depend on factors such as stratification and topography. In a study of coastal upwelling using a two-dimensional numerical model, Allen et al. [1995] found, for example, that more of the onshore return flow was concentrated in the bottom boundary layer on a wide shelf than on a steep, narrow shelf. Numerical modeling studies also can identify and clarify important processes that may be poorly resolved by observations. For example, Allen et al. [1995] found that a region of strong cross-shelf gradients in velocity and density, i.e. a front, forms in model simulations of coastal upwelling and that the dynamics of the frontal region are complex. Their model results suggest the frontal region is unstable and hence may be an important region of mixing. In another example, Federiuk and Allen [1995] found that near-inertial motions have a complex structure in simulations of upwelling over the Oregon shelf with realistic bottom bathymetry and stratification. These types of results may provide an important basis for interpreting previous and future observations.

The remainder of this section briefly highlights some of the recent progress in understanding each of the four regions in the cross-shelf circulation shown in Figure 3: the surface boundary layer; the interior; the bottom boundary layer; and the inner shelf. Though the discussion focuses on each region in isolation, it should be kept in mind that they are in fact tightly coupled.





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Next: 3.1 Surface Boundary Up: U.S. contributions to the Previous: 2.2 East Coast



U.S. National Report to IUGG, 1991-1994
Rev. Geophys. Vol. 33 Suppl., © 1995 American Geophysical Union