@@ -48,73 +48,79 @@ module m_sym_ene_flux_labels
4848! > Field label of work of inertia
4949! ! @f$ u_{i} (\tilde{u}_{j} \partial_{j} \tilde{u}_{i}) @f$,
5050! ! @f$ u_{i} (e_{ijk} \tilde{\omega}_{j} \tilde{u}_{k}) @f$
51- type (field_def), parameter :: mns_us_d_ws_x_ua &
52- & = field_def(n_comp = n_scalar, &
53- & name = ' -us_d_ws_x_ua' , &
54- & math = ' $ u_{i} (e_{ijk}' &
55- & // ' \tilde{\omega}_{j} \tilde{u}_{k})$' )
51+ type (field_def), parameter :: mns_us_d_ws_x_ua &
52+ & = field_def(n_comp = n_scalar, &
53+ & name = ' -us_d_ws_x_ua' , &
54+ & math = ' $ u_{i} (e_{ijk}' &
55+ & // ' \tilde{\omega}_{j} \tilde{u}_{k})$' )
5656! > Field label of work of inertia
5757! ! @f$ u_{i} (\tilde{u}_{j} \partial_{j} \tilde{u}_{i}) @f$,
5858! ! @f$ u_{i} (e_{ijk} \tilde{\omega}_{j} \tilde{u}_{k}) @f$
59- type (field_def), parameter :: mns_us_d_wa_x_us &
60- & = field_def(n_comp = n_scalar, &
61- & name = ' -us_d_wa_x_us' , &
62- & math = ' $ u_{i} (e_{ijk}' &
63- & // ' \tilde{\omega}_{j} \tilde{u}_{k})$' )
59+ type (field_def), parameter :: mns_us_d_wa_x_us &
60+ & = field_def(n_comp = n_scalar, &
61+ & name = ' -us_d_wa_x_us' , &
62+ & math = ' $ u_{i} (e_{ijk}' &
63+ & // ' \tilde{\omega}_{j} \tilde{u}_{k})$' )
6464! > Field label of work of inertia
6565! ! @f$ u_{i} (\tilde{u}_{j} \partial_{j} \tilde{u}_{i}) @f$,
6666! ! @f$ u_{i} (e_{ijk} \tilde{\omega}_{j} \tilde{u}_{k}) @f$
67- type (field_def), parameter :: mns_ua_d_ws_x_us &
68- & = field_def(n_comp = n_scalar, &
69- & name = ' -ua_d_ws_x_us' , &
70- & math = ' $ u_{i} (e_{ijk}' &
71- & // ' \tilde{\omega}_{j} \tilde{u}_{k})$' )
67+ type (field_def), parameter :: mns_ua_d_ws_x_us &
68+ & = field_def(n_comp = n_scalar, &
69+ & name = ' -ua_d_ws_x_us' , &
70+ & math = ' $ u_{i} (e_{ijk}' &
71+ & // ' \tilde{\omega}_{j} \tilde{u}_{k})$' )
7272! > Field label of work of inertia
7373! ! @f$ u_{i} (\tilde{u}_{j} \partial_{j} \tilde{u}_{i}) @f$,
7474! ! @f$ u_{i} (e_{ijk} \tilde{\omega}_{j} \tilde{u}_{k}) @f$
75- type (field_def), parameter :: mns_ua_d_wa_x_ua &
76- & = field_def(n_comp = n_scalar, &
77- & name = ' -ua_d_wa_x_ua' , &
78- & math = ' $ u_{i} (e_{ijk}' &
79- & // ' \tilde{\omega}_{j} \tilde{u}_{k})$' )
75+ type (field_def), parameter :: mns_ua_d_wa_x_ua &
76+ & = field_def(n_comp = n_scalar, &
77+ & name = ' -ua_d_wa_x_ua' , &
78+ & math = ' $ u_{i} (e_{ijk}' &
79+ & // ' \tilde{\omega}_{j} \tilde{u}_{k})$' )
8080!
8181! > Field label of work of Lorentz force
8282! ! @f$ u_{symi} (e_{ijk} \tilde{J}_{symj} \tilde{B}_{asymk}) @f$
83- type (field_def), parameter :: us_d_js_x_ba &
84- & = field_def(n_comp = n_scalar, &
85- & name = ' us_d_js_x_ba' , &
86- & math = ' $ u_{symi} (e_{ijk} \tilde{J}_{symj} \tilde{B}_{asymk})$' )
83+ type (field_def), parameter :: us_d_js_x_ba &
84+ & = field_def(n_comp = n_scalar, &
85+ & name = ' us_d_js_x_ba' , &
86+ & math = ' $ u_{symi} (e_{ijk}' &
87+ & // ' \tilde{J}_{symj} \tilde{B}_{asymk})$' )
8788! > Field label of work of Lorentz force
8889! ! @f$ u_{symi} (e_{ijk} \tilde{J}_{asymj} \tilde{B}_{symk}) @f$
89- type (field_def), parameter :: us_d_ja_x_bs &
90- & = field_def(n_comp = n_scalar, &
91- & name = ' us_d_ja_x_bs' , &
92- & math = ' $ u_{symi} (e_{ijk} \tilde{J}_{asymj} \tilde{B}_{symk})$' )
90+ type (field_def), parameter :: us_d_ja_x_bs &
91+ & = field_def(n_comp = n_scalar, &
92+ & name = ' us_d_ja_x_bs' , &
93+ & math = ' $ u_{symi} (e_{ijk}' &
94+ & // ' \tilde{J}_{asymj} \tilde{B}_{symk})$' )
9395! > Field label of work of Lorentz force
9496! ! @f$ u_{asymi} (e_{ijk} \tilde{J}_{symj} \tilde{B}_{symk}) @f$
95- type (field_def), parameter :: ua_d_js_x_bs &
96- & = field_def(n_comp = n_scalar, &
97- & name = ' ua_d_js_x_bs' , &
98- & math = ' $ u_{asymi} (e_{ijk} \tilde{J}_{symj} \tilde{B}_{symk})$' )
97+ type (field_def), parameter :: ua_d_js_x_bs &
98+ & = field_def(n_comp = n_scalar, &
99+ & name = ' ua_d_js_x_bs' , &
100+ & math = ' $ u_{asymi} (e_{ijk}' &
101+ & // ' \tilde{J}_{symj} \tilde{B}_{symk})$' )
99102! > Field label of work of Lorentz force
100103! ! @f$ u_{asymi} (e_{ijk} \tilde{J}_{asymj} \tilde{B}_{asymk}) @f$
101- type (field_def), parameter :: ua_d_ja_x_ba &
102- & = field_def(n_comp = n_scalar, &
103- & name = ' ua_d_ja_x_ba' , &
104- & math = ' $ u_{asymi} (e_{ijk} \tilde{J}_{asymj} \tilde{B}_{asymk})$' )
105- !
104+ type (field_def), parameter :: ua_d_ja_x_ba &
105+ & = field_def(n_comp = n_scalar, &
106+ & name = ' ua_d_ja_x_ba' , &
107+ & math = ' $ u_{asymi} (e_{ijk}' &
108+ & // ' \tilde{J}_{asymj} \tilde{B}_{asymk})$' )
109+ !
106110! > Field label for sym buoyancy flux
107111! ! @f$ -u_{symi} \alpha_{T} g_{i} \tilde{T}_{sym} @f$
108- type (field_def), parameter :: sym_buoyancy_flux &
109- & = field_def(n_comp = n_scalar, &
110- & name = ' sym_buoyancy_flux' , &
111- & math = ' $ u_{asymi} (e_{ijk} \tilde{J}_{asymj} \tilde{B}_{symk})$' )
112+ type (field_def), parameter :: sym_buoyancy_flux &
113+ & = field_def(n_comp = n_scalar, &
114+ & name = ' sym_buoyancy_flux' , &
115+ & math = ' $ u_{asymi} (e_{ijk}' &
116+ & // ' \tilde{J}_{asymj} \tilde{B}_{symk})$' )
112117! > Field label for asym buoyancy flux
113118! ! @f$ -u_{asymi} \alpha_{T} g_{i} \tilde{T}_{asym} @f$
114- type (field_def), parameter :: asym_buoyancy_flux &
115- & = field_def(n_comp = n_scalar, &
116- & name = ' asym_buoyancy_flux' , &
117- & math = ' $ -u_{asymi} \alpha_{T} g_{i} \tilde{T}_{asym} $' )
119+ type (field_def), parameter :: asym_buoyancy_flux &
120+ & = field_def(n_comp = n_scalar, &
121+ & name = ' asym_buoyancy_flux' , &
122+ & math = ' $ -u_{asymi} \alpha_{T}' &
123+ & // ' g_{i} \tilde{T}_{asym} $' )
118124!
119125! ----------------------------------------------------------------------
120126!
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