Boussinesq (Bouss-2D)

BOUSS-2D is a comprehensive numerical model for simulating the propagation and transformation of waves in coastal regions and harbors based on a time-domain solution of Boussinesq-type equations. The governing equations are uniformly valid from deep to shallow water and can simulate most of the phenomena of interest in the nearshore zone and harbor basins including shoaling/refraction over variable topography, reflection/diffraction near structures, energy dissipation due to wave breaking and bottom friction, cross-spectral energy transfer due to nonlinear wave-wave interactions, breaking-induced longshore and rip currents, wave-current interaction and wave interaction with porous structures. Many processes at inlets and harbors can be studied using BOUSS-2D.

Benefits: BOUSS-2D can be applied to a wide variety of coastal and ocean engineering problems, including complex wave transformation over small coastal regions (1-5 km), wave agitation and harbor resonance studies, wave breaking over submerged obstacles, breaking- induced nearshore circulation patterns, wave-current interaction near tidal inlets, infra-gravity wave generation by groups of short waves, and wave transformation around artificial islands.

Documentation and Support: BOUSS-2D: A Boussinesq Wave Model for Coastal Regions and Harbors, ERDC/CHL TR-01-25.

Application: Recent applications of the model include nearshore wave climate studies Ponce De Leon Inlet, Florida, wave agitation studies for Barbers Point Harbor, Kahului Harbor, and Kawaihae Harbor in Hawaii, wave effects in Brookings Harbor, Oregon, and wave-induced circulation and shoreline erosion studies at the Saco Bay, Maine.

Principal Point of Contact

Zeki Demirbilek

Engineer Research and Development Center
3909 Halls Ferry Road
Vicksburg, MS 39180