Horizontal Closures
BaroclinicAdjustment.Parameterizations.BiharmonicLeith
— Typestruct BiharmonicLeith{FT} <: AbstractScalarBiharmonicDiffusivity{HorizontalFormulation, 3}
The BiharmonicLeith
struct represents a biharmonic Leith viscosity parameterization.
Fields
C::FT
: The coefficient of the biharmonic Leith viscosity.
Reference
Fox-Kemper, B., & Menemenlis, D. (2004). Can large eddy simulation techniques improve mesoscale rich ocean models? In M. Hecht & H. Hasumi (Eds.), Ocean modeling in an eddying regime (pp. 319 - 337). doi: 10.1029/177GM19
BaroclinicAdjustment.Parameterizations.EnergyBackScatter
— Typestruct EnergyBackScatter{FT} <: AbstractScalarDiffusivity{ExplicitTimeDiscretization, HorizontalFormulation, 2}
The EnergyBackScatter
struct represents a parameterization for energy backscatter in a baroclinic adjustment model.
Fields
C₄
: Coefficient C₄ for the biharmonic smagorinky dissipationC₂
: Coefficient C₂ for the backscattering antiviscosityCᴰ
: Coefficient Cᴰ for the bottom drag dissipationUᵇ
: Background velocity Uᵇτ
: dissipation timescale τ
Reference
Jansen, M., Adcroft, A., Khani, S., & Kong, H. (2019). Toward an energetically consistent, resolution aware parameterization of ocean mesoscale eddies. Journal of Advances in Modeling Earth Systems, 11 (8), 2844-2860. doi: https://doi.org/10.1029/2019MS001750
BaroclinicAdjustment.Parameterizations.OMp25Closure
— Typestruct OMp25Closure{FT} <: AbstractScalarDiffusivity{ExplicitTimeDiscretization, HorizontalFormulation, 2}
The OMp25Closure
struct represents the lateral friction parameterization of the OMp25 GFDL ocean model.
Fields
C₄::FT
: Coefficient C₄ for the bilaplacia Smagorinky viscosityu₄::FT
: Velocity scale u₄ for the static bilaplacian viscosityC₂::FT
: Coefficient C₂ for the laplacian Smagorinky viscosityu₂::FT
: Velocity scale u₂ for the static laplacian viscosity
Reference
Adcroft, A., Anderson, W., Balaji, V., Blanton, C., Bushuk, M., Dufour, C., . . . Zhang, R. (2019). The gfdl global ocean and sea ice model om4.0: Model description and simulation features. Journal of Advances in Modeling Earth Systems, 11 (10), 3167-3211. doi: https://doi.org/10.1029/2019MS001726633
BaroclinicAdjustment.Parameterizations.QGLeith
— Typestruct QGLeith{FT, M, S} <: AbstractScalarDiffusivity{ExplicitTimeDiscretization, HorizontalFormulation, 2}
The QGLeith
struct represents a parameterization for the Leith scalar diffusivity in a quasi-geostrophic model.
Fields
C
: The coefficient of the Leith scalar diffusivity.min_N²
: The minimum value of the buoyancy frequency squared.isopycnal_tensor
: The isopycnal tensor used in the parameterization.slope_limiter
: The slope limiter used in the parameterization.
Reference
Bachman, S., Fox-Kemper, B., & Pearson, B. (2017). A scale-aware subgrid model for quasi-geostrophic turbulence. Journal of Geophysical Research: Oceans. doi: 10.1002/2016JC012265
BaroclinicAdjustment.Parameterizations.Δ²ᶜᶜᶜ
— MethodReturn the filter width for a Leith Diffusivity on a general grid.
BaroclinicAdjustment.Parameterizations.Δ̃ᶜᶜᶜ
— MethodThe averaged filter width