ADCIRC is a system of computer programs for solving time dependent, free surface circulation and transport problems in two and three dimensions. These programs utilize the finite element method in space allowing the use of highly flexible, unstructured grids. Typical ADCIRC applications have included: (i) modeling tides and wind driven circulation, (ii) analysis of hurricane storm surge and flooding, (iii) dredging feasibility and material disposal studies, (iv) larval transport studies, (v) near shore marine operations.

References in zbMATH (referenced in 25 articles )

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  1. Conroy, Colton J.; Kubatko, Ethan J.: $hp$ discontinuous Galerkin methods for the vertical extent of the water column in coastal settings part I: barotropic forcing (2016)
  2. Wirasaet, D.; Brus, S.R.; Michoski, C.E.; Kubatko, E.J.; Westerink, J.J.; Dawson, C.: Artificial boundary layers in discontinuous Galerkin solutions to shallow water equations in channels (2015)
  3. Meixner, Jessica; Dietrich, J.Casey; Dawson, Clint; Zijlema, Marcel; Holthuijsen, Leo H.: A discontinuous Galerkin coupled wave propagation/circulation model (2014)
  4. Dietrich, J.C.; Tanaka, S.; Westerink, J.J.; Dawson, C.N.; Luettich, R.A. jun.; Zijlema, M.; Holthuijsen, L.H.; Smith, J.M.; Westerink, L.G.; Westerink, H.J.: Performance of the unstructured-mesh, SWAN+ADCIRC model in computing hurricane waves and surge (2012)
  5. Le Roux, Daniel Y.: Spurious inertial oscillations in shallow-water models (2012)
  6. Aliabadi, Shahrouz; Akbar, Muhammad; Patel, Reena: Hybrid finite element/volume method for shallow water equations (2010)
  7. Kubatko, Ethan J.; Bunya, Shintaro; Dawson, Clint; Westerink, Joannes J.: Dynamic $p$-adaptive Runge-Kutta discontinuous Galerkin methods for the shallow water equations (2009)
  8. Kubatko, Ethan J.; Bunya, Shintaro; Dawson, Clint; Westerink, Joannes J.; Mirabito, Chris: A performance comparison of continuous and discontinuous finite element shallow water models (2009)
  9. Parrish, D.Michael; Hagen, Scott C.: Incorporating spatially variable bottom stress and Coriolis force into 2D, a posteriori, unstructured mesh generation for shallow water models (2009)
  10. Aizinger, Vadym; Dawson, Clint: The local discontinuous Galerkin method for three-dimensional shallow water flow (2007)
  11. Der Merwe, Rudolph Van; Leen, Todd K.; Lu, Zhengdong; Frolov, Sergey; Baptista, Antonio M.: Fast neural network surrogates for very high dimensional physics-based models in computational oceanography (2007)
  12. Parrish, D.M.; Hagen, S.C.: 2D unstructured mesh generation for oceanic and coastal tidal models from a localized truncation error analysis with complex derivatives (2007)
  13. Dawson, Clint; Westerink, Joannes J; Feyen, Jesse C; Pothina, Dharhas: Continuous, discontinuous and coupled discontinuous-continuous Galerkin finite element methods for the shallow water equations (2006)
  14. Hagen, S.C.; Zundel, A.K.; Kojima, S.: Automatic, unstructured mesh generation for tidal calculations in a large domain (2006)
  15. Massey, T.C.; Blain, C.A.: In search of a consistent and conservative mass flux for the GWCE (2006)
  16. Dawson, Clint; Proft, Jennifer: Discontinuous/continuous Galerkin methods for coupling the primitive and wave continuity equations of shallow water. (2003)
  17. Dawson, Clint; Proft, Jennifer: Discontinuous and coupled continuous/discontinuous Galerkin methods for the shallow water equations (2002)
  18. Hagen, Scott C.; Horstmann, Olaf; Bennett, Robert J.: An unstructured mesh generation algorithm for shallow water modeling. (2002)
  19. Oliveira, Anabela; Fortunato, André B.: Toward an oscillation-free, mass conservative, Eulerian-Lagrangian transport model. (2002)
  20. Dresback, Kendra M.; Kolar, Randall L.: An implicit time-marching algorithm for shallow water models based on the generalized wave continuity equation (2001)

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