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Horizontal Advection Diffusion in HYCOM
HYCOM uses the same fundamental algorithms for horizontal advection and diffusion that were used by MICOM. These algorithms are described in MICOM documentation, and also in the review paper by Bleck (1998). This note describes simple modifications of these algorithms for implementation in HYCOM.
When HYCOM is run with isopycnic vertical coordinates (MICOM mode), horizontal advection/diffusion is performed in the same manner as in MICOM. Temperature and salinity are advected and diffused in layer 1. Only salinity is advected and diffused in deeper layers, with temperature diagnosed from the equation of state to maintain constant density in these layers. When HYCOM is run with hybrid vertical coordinates, the user selects whether temperature and salinity, or just salinity, are advected and diffused within the upper nhyb layers that the user declares to be hybrid layers. This option was included because the effects of cabbeling when both temperature and salinity are advected and diffused can lead to problems with the adjustment of vertical coordinates by the hybrid coordinate algorithm, particularly if the user selects to flux both temperature and salinity across the moving vertical coordinates. (See the separate documentation of the hybrid coordinate algorithm.) When salinity only is advected/diffused, these problems do not appear, but the tradeoff is that temperature is no longer conserved. In low-resolution simulations of Atlantic Ocean climate, the non-conservation of temperature did not have a large influence on simulated fields.
Documentation by George Halliwell
- HYCOM Overview
- Horizontal Advection Diffusion in HYCOM
- Boundary conditions in HYCOM
- Diapycnal Mixing Algorithms
- Synthetic Floats, Drifters, and Moorings in HYCOM
- The NASA Goddard Institute for Space Studies Level 2 Turbulence Closure
- Hybrid Coordinate Adjustment Algorithm
- Energy Loan Sea Ice Model
- KPP Vertical Mixing
- The Full Kraus Turner Mixed Layer Model for Hybrid Coordinates (KTA)
- The Simplified Kraus Turner Mixed Layer Model for Hybrid Coordinates (KTB)
- The Kraus-Turner Mixed Layer Model for Isopycnic Coordinates (KTC)
- HYCOM Mesh
- Momentum Equation and Pressure Gradient Force
- The Mellor-Yamada Level 2.5 Turbulence Closure Model
- The Price-Weller-Pinkel Dynamical Instability Vertical Mixing Algorithm
- Equation of State, Cabbeling, Thermobaricity
- Surface Fluxes in HYCOM
- Solution of the Vertical Diffusion Equation
- Diagnosis of Kinematic Vertical Velocity in HYCOM
Documentation by Alan Wallcraft
- HYCOM and Navy ESPC Future High Performance Computing Needs
- New Features of HYCOM 2015
- New Features of HYCOM 2013
- New Features of HYCOM 2011
- New Features of HYCOM 2009
- New Features of HYCOM (HYCOM 2.2)
- HYCOM Code Development (HYCOM 2.2) '05
- HYCOM Code Development (HYCOM 2.2) '04
- HYCOM Model Development (HYCOM 2.1.03)
- HYCOM Code Development (HYCOM 2.1.03)
- HYCOM Model 2.1 (HYCOM 2.1.03)
- HYCOM Model 2.0.01 (HYCOM 2.0.01)
- HYCOM Model Development (HYCOM 1.08)
Documentation by Users