%% $Id$
%% This file was automatically generated by Pencil::DocExtractor,
%% so think twice before you modify it.
%%
%% Source files:
%%   hydro.f90
%%   density.f90
%%   entropy.f90
%%   magnetic.f90
%%   bfield.f90
%%   density_stratified.f90
%%   gravity_simple.f90
%%   magnetic_shearboxJ.f90
%%   meanfield.f90
%%   shock_highorder.f90
%%   temperature_idealgas.f90
%%   temperature_ionization.f90
%%   thermal_energy.f90
%%   viscosity.f90

% ---------------------------------------------------------------- %
\begin{longtable}{lp{0.7\textwidth}}
\toprule
  \multicolumn{1}{c}{\emph{Variable}} & {\emph{Meaning}} \\
\midrule
  \multicolumn{2}{c}{Module \file{hydro.f90}} \\
\midrule
  \var{u2mz}      & $\left< \uv^2 \right>_{xy}$ \\
  \var{o2mz}      & $\left< \Wv^2 \right>_{xy}$ \\
  \var{divu2mz}   & $\left<(\nabla\cdot\uv)^2\right>_{xy}$ \\
  \var{curlru2mz} & $\left<(\nabla\times\varrho\Uv)^2 \right>_{xy}$ \\
  \var{divru2mz}  & $\left<(\nabla\cdot\varrho\uv)^2\right>_{xy}$ \\
  \var{fmasszmz}  & $\left< \varrho u_z \right>_{xy}$ \\
  \var{fkinzmz}   & $\left<{1\over2}\varrho\uv^2 u_z\right>_{xy}$ \\
  \var{uxmz}      & $\left< u_x \right>_{xy}$
                    \quad(horiz. averaged $x$
                    velocity) \\
  \var{uymz}      & $\left< u_y \right>_{xy}$ \\
  \var{uzmz}      & $\left< u_z \right>_{xy}$ \\
  \var{uzupmz}    & $\left< u_{z\uparrow} \right>_{xy}$ \\
  \var{uzdownmz}  & $\left< u_{z\downarrow} \right>_{xy}$ \\
  \var{ruzupmz}   & $\left< \varrho u_{z\uparrow} \right>_{xy}$ \\
  \var{ruzdownmz} & $\left< \varrho u_{z\downarrow} \right>_{xy}$ \\
  \var{divumz}    & $\left< {\rm div}\uv \right>_{xy}$ \\
  \var{uzdivumz}  & $\left< u_z{\rm div}\uv \right>_{xy}$ \\
  \var{oxmz}      & $\left< \omega_x \right>_{xy}$ \\
  \var{oymz}      & $\left< \omega_y \right>_{xy}$ \\
  \var{ozmz}      & $\left< \omega_z \right>_{xy}$ \\
  \var{ux2mz}     & $\left<u_x^2\right>_{xy}$ \\
  \var{uy2mz}     & $\left<u_y^2\right>_{xy}$ \\
  \var{uz2mz}     & $\left<u_z^2\right>_{xy}$ \\
  \var{ox2mz}     & $\left< \omega_x^2 \right>_{xy}$ \\
  \var{oy2mz}     & $\left< \omega_y^2 \right>_{xy}$ \\
  \var{oz2mz}     & $\left< \omega_z^2 \right>_{xy}$ \\
  \var{ruxmz}     & $\left<\varrho u_x \right>_{xy}$ \\
  \var{ruymz}     & $\left<\varrho u_y \right>_{xy}$ \\
  \var{ruzmz}     & $\left<\varrho u_z \right>_{xy}$ \\
  \var{rux2mz}    & $\left<\varrho u_x^2\right>_{xy}$ \\
  \var{ruy2mz}    & $\left<\varrho u_y^2\right>_{xy}$ \\
  \var{ruz2mz}    & $\left<\varrho u_z^2\right>_{xy}$ \\
  \var{uxuymz}    & $\left<u_x u_y\right>_{xy}$ \\
  \var{uxuzmz}    & $\left<u_x u_z\right>_{xy}$ \\
  \var{uyuzmz}    & $\left<u_y u_z\right>_{xy}$ \\
  \var{ruxuymz}   & $\langle\rho u_x u_y\rangle_{xy}$ \\
  \var{ruxuzmz}   & $\langle\rho u_x u_z\rangle_{xy}$ \\
  \var{ruyuzmz}   & $\langle\rho u_y u_z\rangle_{xy}$ \\
  \var{ruxuy2mz}  & $\langle\rho u_x u_y\rangle_{xy}$ \\
  \var{ruxuz2mz}  & $\langle\rho u_x u_z\rangle_{xy}$ \\
  \var{ruyuz2mz}  & $\langle\rho u_y u_z\rangle_{xy}$ \\
  \var{oxuxxmz}   & $\left<\omega_x u_{x,x}\right>_{xy}$ \\
  \var{oyuxymz}   & $\left<\omega_y u_{x,y}\right>_{xy}$ \\
  \var{oxuyxmz}   & $\left<\omega_x u_{y,x}\right>_{xy}$ \\
  \var{oyuyymz}   & $\left<\omega_y u_{y,y}\right>_{xy}$ \\
  \var{oxuzxmz}   & $\left<\omega_x u_{z,x}\right>_{xy}$ \\
  \var{oyuzymz}   & $\left<\omega_y u_{z,y}\right>_{xy}$ \\
  \var{uyxuzxmz}  & $\left<u_{y,x} u_{z,x}\right>_{xy}$ \\
  \var{uyyuzymz}  & $\left<u_{y,y} u_{z,y}\right>_{xy}$ \\
  \var{uyzuzzmz}  & $\left<u_{y,z} u_{z,z}\right>_{xy}$ \\
  \var{ekinmz}    & $\left<{1\over2}\varrho\uv^2\right>_{xy}$ \\
  \var{oumz}      & $\left<\boldsymbol{\omega}
                    \cdot\uv\right>_{xy}$ \\
  \var{Remz}      & $\langle\frac{|\uv\cdot\uv|}{\left|
                    \frac{\partial}{\partial x_j}
                    (\nu{\sf S}_{ij})\right|}\rangle_{xy}$ \\
  \var{oguxmz}    & $\left<(\boldsymbol{\omega}
                    \cdot\nabla \uv)_x\right>_{xy}$ \\
  \var{oguymz}    & $\left<(\boldsymbol{\omega}
                    \cdot\nabla \uv)_y\right>_{xy}$ \\
  \var{oguzmz}    & $\left<(\boldsymbol{\omega}
                    \cdot\nabla \uv)_z\right>_{xy}$ \\
  \var{ogux2mz}   & $\left<(\boldsymbol{\omega}
                    \cdot\nabla \uv)_x^2\right>_{xy}$ \\
  \var{oguy2mz}   & $\left<(\boldsymbol{\omega}
                    \cdot\nabla \uv)_y^2\right>_{xy}$ \\
  \var{oguz2mz}   & $\left<(\boldsymbol{\omega}
                    \cdot\nabla \uv)_z^2\right>_{xy}$ \\
  \var{oxdivumz}  & $\left<\omega_x\nabla\cdot\uv\right>_{xy}$ \\
  \var{oydivumz}  & $\left<\omega_y\nabla\cdot\uv\right>_{xy}$ \\
  \var{ozdivumz}  & $\left<\omega_z\nabla\cdot\uv\right>_{xy}$ \\
  \var{oxdivu2mz} & $\left<(\omega_x nabla\cdot\uv)^2\right>_{xy}$ \\
  \var{oydivu2mz} & $\left<(\omega_y\nabla\cdot\uv)^2\right>_{xy}$ \\
  \var{ozdivu2mz} & $\left<(\omega_z\nabla\cdot\uv)^2\right>_{xy}$ \\
  \var{accpowzmz} & $\left<(u_z Du_z/Dt)^2\right>_{xy}$ \\
  \var{accpowzupmz} & $\left<(u_z Du_z/Dt)^2\right>_{xy+}$ \\
  \var{accpowzdownmz} & $\left<(u_z Du_z/Dt)^2\right>_{xy-}$ \\
  \var{fkinxmx}   & $\left<{1\over2}\varrho\uv^2 u_x\right>_{yz}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{density.f90}} \\
\midrule
  \var{rhomz}     & $\left<\varrho\right>_{xy}$ \\
  \var{rho2mz}    & $\left<\varrho^2\right>_{xy}$ \\
  \var{gzlnrhomz} & $\left<\nabla_z\ln\varrho\right>_{xy}$ \\
  \var{uglnrhomz} & $\left<\uv\cdot\nabla\ln\varrho\right>_{xy}$ \\
  \var{ugrhomz}   & $\left<\uv\cdot\nabla\varrho\right>_{xy}$ \\
  \var{uygzlnrhomz} & $\left<u_y\nabla_z\ln\varrho\right>_{xy}$ \\
  \var{uzgylnrhomz} & $\left<u_z\nabla_y\ln\varrho\right>_{xy}$ \\
  \var{rho2mx}    & $\left<\varrho^2\right>_{yz}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{entropy.f90}} \\
\midrule
  \var{fradz}     & $\left<F_{\rm rad}\right>_{xy}$ \\
  \var{fconvz}    & $\left<c_p \varrho u_z T \right>_{xy}$ \\
  \var{ssmz}      & $\left< s \right>_{xy}$ \\
  \var{ss2mz}     & $\left< s^2 \right>_{xy}$ \\
  \var{ppmz}      & $\left< p \right>_{xy}$ \\
  \var{TTmz}      & $\left< T \right>_{xy}$ \\
  \var{TT2mz}     & $\left< T^2 \right>_{xy}$ \\
  \var{uxTTmz}    & $\left< u_x T \right>_{xy}$ \\
  \var{uyTTmz}    & $\left< u_y T \right>_{xy}$ \\
  \var{uzTTmz}    & $\left< u_z T \right>_{xy}$ \\
  \var{gTxgsxmz}  & $\left<(\nabla T\times\nabla s)_x\right>_{xy}$ \\
  \var{gTxgsymz}  & $\left<(\nabla T\times\nabla s)_y\right>_{xy}$ \\
  \var{gTxgszmz}  & $\left<(\nabla T\times\nabla s)_z\right>_{xy}$ \\
  \var{gTxgsx2mz} & $\left<(\nabla T\times\nabla s)^2_x\right>_{xy}$ \\
  \var{gTxgsy2mz} & $\left<(\nabla T\times\nabla s)^2_y\right>_{xy}$ \\
  \var{gTxgsz2mz} & $\left<(\nabla T\times\nabla s)^2_z\right>_{xy}$ \\
  \var{fradz_kramers} & $F_{\rm rad}$ (from Kramers'
                    opacity) \\
  \var{fradz_Kprof} & $F_{\rm rad}$ (from Kprof) \\
  \var{fradz_constchi} & $F_{\rm rad}$ (from chi_const) \\
  \var{fturbz}    & $\left<\varrho T \chi_t \nabla_z
                    s\right>_{xy}$ \quad(turbulent
                    heat flux) \\
  \var{fturbtz}   & $\left<\varrho T \chi_t0 \nabla_z
                    s\right>_{xy}$ \quad(turbulent
                    heat flux) \\
  \var{fturbmz}   & $\left<\varrho T \chi_t0 \nabla_z
                    \overline{s}\right>_{xy}$
                    \quad(turbulent heat flux) \\
  \var{fturbfz}   & $\left<\varrho T \chi_t0 \nabla_z
                    s'\right>_{xy}$ \quad(turbulent
                    heat flux) \\
  \var{dcoolz}    & surface cooling flux \\
  \var{heatmz}    & heating \\
  \var{Kkramersmz} & $\left< K_0 T^(3-b)/rho^(a+1) \right>_{xy}$ \\
  \var{ethmz}     & $\left<\varrho e\right>_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{magnetic.f90}} \\
\midrule
  \var{axmz}      & $\left<{\cal A}_x\right>_{xy}$ \\
  \var{aymz}      & $\left<{\cal A}_y\right>_{xy}$ \\
  \var{azmz}      & $\left<{\cal A}_z\right>_{xy}$ \\
  \var{abuxmz}    & $\left<(\Av \cdot \Bv) u_x \right>_{xy}$ \\
  \var{abuymz}    & $\left<(\Av \cdot \Bv) u_y \right>_{xy}$ \\
  \var{abuzmz}    & $\left<(\Av \cdot \Bv) u_z \right>_{xy}$ \\
  \var{uabxmz}    & $\left<(\uv \cdot \Av) B_x \right>_{xy}$ \\
  \var{uabymz}    & $\left<(\uv \cdot \Av) B_y \right>_{xy}$ \\
  \var{uabzmz}    & $\left<(\uv \cdot \Av) B_z \right>_{xy}$ \\
  \var{bbxmz}     & $\left<{\cal B}'_x\right>_{xy}$ \\
  \var{bbymz}     & $\left<{\cal B}'_y\right>_{xy}$ \\
  \var{bbzmz}     & $\left<{\cal B}'_z\right>_{xy}$ \\
  \var{bxmz}      & $\left<{\cal B}_x\right>_{xy}$ \\
  \var{bymz}      & $\left<{\cal B}_y\right>_{xy}$ \\
  \var{bzmz}      & $\left<{\cal B}_z\right>_{xy}$ \\
  \var{jxmz}      & $\left<{\cal J}_x\right>_{xy}$ \\
  \var{jymz}      & $\left<{\cal J}_y\right>_{xy}$ \\
  \var{jzmz}      & $\left<{\cal J}_z\right>_{xy}$ \\
  \var{Exmz}      & $\left<{\cal E}_x\right>_{xy}$ \\
  \var{Eymz}      & $\left<{\cal E}_y\right>_{xy}$ \\
  \var{Ezmz}      & $\left<{\cal E}_z\right>_{xy}$ \\
  \var{bx2mz}     & $\left< B_x^2 \right>_{xy}$ \\
  \var{by2mz}     & $\left< B_y^2 \right>_{xy}$ \\
  \var{bz2mz}     & $\left< B_z^2 \right>_{xy}$ \\
  \var{bx2rmz}    & $\left< B_x^2/\varrho \right>_{xy}$ \\
  \var{by2rmz}    & $\left< B_y^2/\varrho \right>_{xy}$ \\
  \var{bz2rmz}    & $\left< B_z^2/\varrho \right>_{xy}$ \\
  \var{beta1mz}   & $\left< (B^2 / 2\mu_0) / p \right>_{xy}$ \\
  \var{betamz}    & $\langle\beta\rangle_{xy}$ \\
  \var{beta2mz}   & $\langle\beta^2\rangle_{xy}$ \\
  \var{jbmz}      & $\left<\Jv\cdot\Bv\right>|_{xy}$ \\
  \var{d6abmz}    & $\left<\nabla^6 \Av\cdot\Bv\right>|_{xy}$ \\
  \var{d6amz1}    & $\left<\nabla^6 \Av \right>_{xy}|_x$ \\
  \var{d6amz2}    & $\left<\nabla^6 \Av \right>_{xy}|_y$ \\
  \var{d6amz3}    & $\left<\nabla^6 \Av \right>_{xy}|_z$ \\
  \var{abmz}      & $\left<\Av\cdot\Bv\right>|_{xy}$ \\
  \var{ubmz}      & $\left<\uv\cdot\Bv\right>|_{xy}$ \\
  \var{uamz}      & $\left<\uv\cdot\Av\right>|_{xy}$ \\
  \var{uxbxmz}    & $\left<u_x b_x\right>|_{xy}$ \\
  \var{uybxmz}    & $\left<u_y b_x\right>|_{xy}$ \\
  \var{uzbxmz}    & $\left<u_z b_x\right>|_{xy}$ \\
  \var{uxbymz}    & $\left<u_x b_y\right>|_{xy}$ \\
  \var{uybymz}    & $\left<u_y b_y\right>|_{xy}$ \\
  \var{uzbymz}    & $\left<u_z b_y\right>|_{xy}$ \\
  \var{uxbzmz}    & $\left<u_x b_z\right>|_{xy}$ \\
  \var{uybzmz}    & $\left<u_y b_z\right>|_{xy}$ \\
  \var{uzbzmz}    & $\left<u_z b_z\right>|_{xy}$ \\
  \var{examz1}    & $\left<\Ev\times\Av\right>_{xy}|_x$ \\
  \var{examz2}    & $\left<\Ev\times\Av\right>_{xy}|_y$ \\
  \var{examz3}    & $\left<\Ev\times\Av\right>_{xy}|_z$ \\
  \var{e3xamz1}   & $\left<\Ev_{hyper3}\times\Av\right>_{xy}|_x$ \\
  \var{e3xamz2}   & $\left<\Ev_{hyper3}\times\Av\right>_{xy}|_y$ \\
  \var{e3xamz3}   & $\left<\Ev_{hyper3}\times\Av\right>_{xy}|_z$ \\
  \var{etatotalmz} & $\left<\eta\right>_{xy}$ \\
  \var{bxbymz}    & $\left< B_x B_y \right>_{xy}$ \\
  \var{bxbzmz}    & $\left< B_x B_z \right>_{xy}$ \\
  \var{bybzmz}    & $\left< B_y B_z \right>_{xy}$ \\
  \var{b2mz}      & $\left<\Bv^2\right>_{xy}$ \\
  \var{bf2mz}     & $\left<\Bv'^2\right>_{xy}$ \\
  \var{j2mz}      & $\left<\jv^2\right>_{xy}$ \\
  \var{poynzmz}   & Averaged poynting flux in z direction \\
  \var{epsMmz}    & $\left<\eta\mu_0\jv^2\right>_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{bfield.f90}} \\
\midrule
  \var{bmz}       & $\langle B\rangle_{xy}$ \\
  \var{b2mz}      & $\langle B^2\rangle_{xy}$ \\
  \var{bxmz}      & $\langle B_x\rangle_{xy}$ \\
  \var{bymz}      & $\langle B_y\rangle_{xy}$ \\
  \var{bzmz}      & $\langle B_z\rangle_{xy}$ \\
  \var{bx2mz}     & $\langle B_x^2\rangle_{xy}$ \\
  \var{by2mz}     & $\langle B_y^2\rangle_{xy}$ \\
  \var{bz2mz}     & $\langle B_z^2\rangle_{xy}$ \\
  \var{bxbymz}    & $\langle B_x B_y\rangle_{xy}$ \\
  \var{bxbzmz}    & $\langle B_x B_z\rangle_{xy}$ \\
  \var{bybzmz}    & $\langle B_y B_z\rangle_{xy}$ \\
  \var{betamz}    & $\langle\beta\rangle_{xy}$ \\
  \var{beta2mz}   & $\langle\beta^2\rangle_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{density_stratified.f90}} \\
\midrule
  \var{drhomz}    & $\langle\Delta\rho/\rho_0\rangle_{xy}$ \\
  \var{drho2mz}   & $\langle\left(\Delta\rho/\rho_0\right)^2\rangle_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{gravity_simple.f90}} \\
\midrule
  \var{epotmz}    & $\left<\varrho \Phi_{\rm grav}
                    \right>_{xy}$ \\
  \var{epotuzmz}  & $\left<\varrho \Phi_{\rm grav}
                    u_z \right>_{xy}$
                    \quad(potential energy flux) \\
\midrule
  \multicolumn{2}{c}{Module \file{magnetic_shearboxJ.f90}} \\
\midrule
  \var{axmz}      & $\left<{\cal A}_x\right>_{xy}$ \\
  \var{aymz}      & $\left<{\cal A}_y\right>_{xy}$ \\
  \var{azmz}      & $\left<{\cal A}_z\right>_{xy}$ \\
  \var{abuxmz}    & $\left<(\Av \cdot \Bv) u_x \right>_{xy}$ \\
  \var{abuymz}    & $\left<(\Av \cdot \Bv) u_y \right>_{xy}$ \\
  \var{abuzmz}    & $\left<(\Av \cdot \Bv) u_z \right>_{xy}$ \\
  \var{uabxmz}    & $\left<(\uv \cdot \Av) B_x \right>_{xy}$ \\
  \var{uabymz}    & $\left<(\uv \cdot \Av) B_y \right>_{xy}$ \\
  \var{uabzmz}    & $\left<(\uv \cdot \Av) B_z \right>_{xy}$ \\
  \var{bbxmz}     & $\left<{\cal B}'_x\right>_{xy}$ \\
  \var{bbymz}     & $\left<{\cal B}'_y\right>_{xy}$ \\
  \var{bbzmz}     & $\left<{\cal B}'_z\right>_{xy}$ \\
  \var{bxmz}      & $\left<{\cal B}_x\right>_{xy}$ \\
  \var{bymz}      & $\left<{\cal B}_y\right>_{xy}$ \\
  \var{bzmz}      & $\left<{\cal B}_z\right>_{xy}$ \\
  \var{jxmz}      & $\left<{\cal J}_x\right>_{xy}$ \\
  \var{jymz}      & $\left<{\cal J}_y\right>_{xy}$ \\
  \var{jzmz}      & $\left<{\cal J}_z\right>_{xy}$ \\
  \var{Exmz}      & $\left<{\cal E}_x\right>_{xy}$ \\
  \var{Eymz}      & $\left<{\cal E}_y\right>_{xy}$ \\
  \var{Ezmz}      & $\left<{\cal E}_z\right>_{xy}$ \\
  \var{bx2mz}     & $\left< B_x^2 \right>_{xy}$ \\
  \var{by2mz}     & $\left< B_y^2 \right>_{xy}$ \\
  \var{bz2mz}     & $\left< B_z^2 \right>_{xy}$ \\
  \var{bx2rmz}    & $\left< B_x^2/\varrho \right>_{xy}$ \\
  \var{by2rmz}    & $\left< B_y^2/\varrho \right>_{xy}$ \\
  \var{bz2rmz}    & $\left< B_z^2/\varrho \right>_{xy}$ \\
  \var{beta1mz}   & $\left< (B^2 / 2\mu_0) / p \right>_{xy}$ \\
  \var{betamz}    & $\langle\beta\rangle_{xy}$ \\
  \var{beta2mz}   & $\langle\beta^2\rangle_{xy}$ \\
  \var{jbmz}      & $\left<\Jv\cdot\Bv\right>|_{xy}$ \\
  \var{d6abmz}    & $\left<\nabla^6 \Av\cdot\Bv\right>|_{xy}$ \\
  \var{d6amz1}    & $\left<\nabla^6 \Av \right>_{xy}|_x$ \\
  \var{d6amz2}    & $\left<\nabla^6 \Av \right>_{xy}|_y$ \\
  \var{d6amz3}    & $\left<\nabla^6 \Av \right>_{xy}|_z$ \\
  \var{abmz}      & $\left<\Av\cdot\Bv\right>|_{xy}$ \\
  \var{ubmz}      & $\left<\uv\cdot\Bv\right>|_{xy}$ \\
  \var{uamz}      & $\left<\uv\cdot\Av\right>|_{xy}$ \\
  \var{uxbxmz}    & $\left<u_x b_x\right>|_{xy}$ \\
  \var{uybxmz}    & $\left<u_y b_x\right>|_{xy}$ \\
  \var{uzbxmz}    & $\left<u_z b_x\right>|_{xy}$ \\
  \var{uxbymz}    & $\left<u_x b_y\right>|_{xy}$ \\
  \var{uybymz}    & $\left<u_y b_y\right>|_{xy}$ \\
  \var{uzbymz}    & $\left<u_z b_y\right>|_{xy}$ \\
  \var{uxbzmz}    & $\left<u_x b_z\right>|_{xy}$ \\
  \var{uybzmz}    & $\left<u_y b_z\right>|_{xy}$ \\
  \var{uzbzmz}    & $\left<u_z b_z\right>|_{xy}$ \\
  \var{examz1}    & $\left<\Ev\times\Av\right>_{xy}|_x$ \\
  \var{examz2}    & $\left<\Ev\times\Av\right>_{xy}|_y$ \\
  \var{examz3}    & $\left<\Ev\times\Av\right>_{xy}|_z$ \\
  \var{e3xamz1}   & $\left<\Ev_{hyper3}\times\Av\right>_{xy}|_x$ \\
  \var{e3xamz2}   & $\left<\Ev_{hyper3}\times\Av\right>_{xy}|_y$ \\
  \var{e3xamz3}   & $\left<\Ev_{hyper3}\times\Av\right>_{xy}|_z$ \\
  \var{etatotalmz} & $\left<\eta\right>_{xy}$ \\
  \var{bxbymz}    & $\left< B_x B_y \right>_{xy}$ \\
  \var{bxbzmz}    & $\left< B_x B_z \right>_{xy}$ \\
  \var{bybzmz}    & $\left< B_y B_z \right>_{xy}$ \\
  \var{b2mz}      & $\left<\Bv^2\right>_{xy}$ \\
  \var{bf2mz}     & $\left<\Bv'^2\right>_{xy}$ \\
  \var{j2mz}      & $\left<\jv^2\right>_{xy}$ \\
  \var{poynzmz}   & Averaged poynting flux in z direction \\
  \var{epsMmz}    & $\left<\eta\mu_0\jv^2\right>_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{meanfield.f90}} \\
\midrule
  \var{qpmz}      & $\left<q_p\right>_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{shock_highorder.f90}} \\
\midrule
\midrule
  \multicolumn{2}{c}{Module \file{temperature_idealgas.f90}} \\
\midrule
  \var{ppmz}      & $\left<p\right>_{xy}$ \\
  \var{TTmz}      & $\left<T\right>_{xy}$ \\
  \var{ethmz}     & $\left< e_{\text{th}}
                    \right>_{xy}$ \\
  \var{fpresxmz}  & $\left<(\nabla p)_x\right>_{xy}$ \\
  \var{fpresymz}  & $\left<(\nabla p)_y\right>_{xy}$ \\
  \var{fpreszmz}  & $\left<(\nabla p)_z\right>_{xy}$ \\
  \var{TT2mz}     & $\left<T^2\right>_{xy}$ \\
  \var{uxTmz}     & $\left<u_x T\right>_{xy}$ \\
  \var{uyTmz}     & $\left<u_y T\right>_{xy}$ \\
  \var{uzTmz}     & $\left<u_z T\right>_{xy}$ \\
  \var{fradmz}    & $\left<F_{\rm rad}\right>_{xy}$ \\
  \var{fconvmz}   & $\left<c_p \varrho u_z T \right>_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{temperature_ionization.f90}} \\
\midrule
  \var{puzmz}     & $\left<p u_z \right>_{xy}$ \\
  \var{pr1mz}     & $\left<p/\varrho \right>_{xy}$ \\
  \var{eruzmz}    & $\left<e \varrho u_z \right>_{xy}$ \\
  \var{ffakez}    & $\left<\varrho u_z c_p T \right>_{xy}$ \\
  \var{mumz}      & $\left<\mu\right>_{xy}$ \\
  \var{TTmz}      & $\left< T \right>_{xy}$ \\
  \var{ssmz}      & $\left< s \right>_{xy}$ \\
  \var{eemz}      & $\left< e \right>_{xy}$ \\
  \var{ppmz}      & $\left< p \right>_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{thermal_energy.f90}} \\
\midrule
  \var{ppmz}      & $\left<p\right>_{xy}$ \\
  \var{TTmz}      & $\left<T\right>_{xy}$ \\
\midrule
  \multicolumn{2}{c}{Module \file{viscosity.f90}} \\
\midrule
  \var{fviscmz}   & $\left<2\nu\varrho u_i
                    \mathcal{S}_{iz} \right>_{xy}$
                    ($z$-component of viscous flux) \\
  \var{fviscsmmz} & $\left<2\nu_{\rm Smag}\varrho u_i
                    \mathcal{S}_{iz} \right>_{xy}$
                    ($z$-component of viscous flux) \\
  \var{epsKmz}    & $\left<2\nu\varrho\Strain^2
                    \right>_{xy}$ \\
%
\bottomrule
\end{longtable}

