Struphy equilibrium

HomogenSlabITG

Homogenous slab equilibrium with temperature gradient in x, B-field in z.

Governing formula

\mathbf B &= B_{0z}\,\mathbf e_z = const.\,, \qquad n &= n_0 = const. p &= p_0*(1 - \frac{x}{L_x} ) + p_\textrm{min}\,, \mathbf u &= - \epsilon \frac{p_0}{L_x} \mathbf e_y\,.

Units are those defned in the parameter file (through `struphy.io.options.BaseUnits`).

Pressure and density sampled from the generated equilibrium data. Heatmaps use the perceptually uniform Viridis palette.

Pressurex–y · 9.33e-1 to 1.27e+0

Densityx–y · 1.00e+0 to 1.00e+0

Pressurex–z · 9.33e-1 to 1.27e+0

Densityx–z · 1.00e+0 to 1.00e+0

Pressurey–z · 1.10e+0 to 1.10e+0

Densityy–z · 1.00e+0 to 1.00e+0

X-line · pressure / density

Y-line · pressure / density

Z-line · pressure / density

Parameter	Value	Description
`B0z`	`1`	z-component of magnetic field (default: 1.).
`Lx`	`6`	Domain length in x; 1/Lx is the temperature scale length.
`p0`	`1`	Constant pressure coefficient (default: 1.).
`pmin`	`0.1`	Minimum pressure at x = Lx.
`n0`	`1`	Ion number density (default: 1.).
`eps`	`0.1`	The unit factor :math:`1/(\hat\Omega_i \hat t)`.