Module inprod
Inner products between the truncated set of basis functions for the ocean and atmosphere streamfunction fields.
Tables
ocean | Inner products in the equations for the ocean |
atmos | Inner products in the equations for the atmosphere |
Fields
ocean.C | C{i,j,k} = (\phii, J(\phij,\nabla^2 \phik))_o . |
ocean.K | K{i,j} = (\phii, \nabla^2 Fj)o . |
ocean.M | M{i,j} = (phii, \nabla^2 \phij)o . |
ocean.N | N{i,j} = (phii, \partialx \phij)_o . |
atmos.a | a{i,j} = (Fi, \nabla^2 Fj)a . |
atmos.b | b{i,j} = (Fi, J(Fj, \nabla^2 Fk))_a . |
atmos.c | c{i,j} = (Fi, \partialx Fj)_a . |
atmos.g | g{i,j,k} = (Fi, J(Fj, Fk))_a . |
atmos.d | d{i,j} = (Fi, \nabla^2 \phij)a . |
Tables
- ocean
- Inner products in the equations for the ocean
- atmos
- Inner products in the equations for the atmosphere
Fields
- ocean.C
-
C{i,j,k} = (\phii, J(\phij,\nabla^2 \phik))_o
. - ocean.K
-
K{i,j} = (\phii, \nabla^2 Fj)o
. Forcing of the atmosphere on the ocean. - ocean.M
-
M{i,j} = (phii, \nabla^2 \phij)o
. Forcing of the ocean fields on the ocean. - ocean.N
-
N{i,j} = (phii, \partialx \phij)_o
. Beta term - atmos.a
-
a{i,j} = (Fi, \nabla^2 Fj)a
. - atmos.b
-
b{i,j} = (Fi, J(Fj, \nabla^2 Fk))_a
. - atmos.c
-
c{i,j} = (Fi, \partialx Fj)_a
. - atmos.g
-
g{i,j,k} = (Fi, J(Fj, Fk))_a
. - atmos.d
-
d{i,j} = (Fi, \nabla^2 \phij)a
. Forcing of the ocean on the atmosphere.