pg_utils.pg_model.forcing

Forcings in Plesio-Geostrophy Model

This module defines the available forces, which can be substituted into the placeholder variables of forces in the vorticity equation

Jingtao Min @ ETH-EPM, 09.2023

Module Attributes

Ls_sym	Placeholder: symmetric integral of the radial Lorentz force
Lp_sym	Placeholder: symmetric integral of the azimuthal Lorentz force
Lz_asym	Placeholder: antisymmetric integral of the axial Lorentz force
Le_p	Placeholder: the azimuthal Lorentz force in the equatorial plane
Ls_sym_expr	Expression: symmetric integral of the radial Lorentz force
Lp_sym_expr	Expression: symmetric integral of the azimuthal Lorentz force
Lz_asym_expr	Expression: antisymmetric integral of the axial Lorentz force
Le_p_expr	Expression: the azimuthal Lorentz force in the equatorial plane
Ls_sym_cg	Expression: symmetric integral of the radial Lorentz force in conjugate vars
Lp_sym_cg	Expression: symmetric integral of the azimuthal Lorentz force in conjugate vars
Lz_asym_cg	Expression: antisymmetric integral of the axial Lorentz force in conjugate vars
Le_p_cg	Expression: the azimuthal Lorentz force in the equatorial plane in conjugate vars
force_explicit	Mapping: placeholder symbols -> explicit exprs for PG vars
force_explicit_cg	Mapping: placeholder symbols -> explicit exprs for conjugate vars
Le_p_lin	Linearized form of azimuthal Lorentz force in the equatorial plane
Ls_sym_lin	Linearized form of \(\overline{L_s}\)
Lp_sym_lin	Linearized form of \(\overline{L_{\phi}}\)
Lz_asym_lin	Linearized form of \(\widetilde{L_z}\)
Ls_sym_lin_cg	Linearized form of \(\overline{L_s}\) in conjugate vars
Lp_sym_lin_cg	Linearized form of \(\overline{L_{\phi}}\) in conjugate vars
Lz_asym_lin_cg	Linearized form of \(\widetilde{L_z}\) in conjugate vars
Le_p_lin_cg	Linearized form of \(L_{\phi}^e\) in conjugate vars
force_explicit_lin	Mapping: placeholder symbols -> linearized explicit exprs for PG vars
force_explicit_lin_cg	Mapping: placeholder symbols -> linearized explicit exprs for conjugate vars