*SPH_DOMAIN
$x_0$, $y_0$, $z_0$, $x_1$, $y_1$, $z_1$
bc${}_{x0}$, bc${}_{y0}$, bc${}_{z0}$, bc${}_{x1}$, bc${}_{y1}$, bc${}_{z1}$
$x_0$, $y_0$, $z_0$, $x_1$, $y_1$, $z_1$
bc${}_{x0}$, bc${}_{y0}$, bc${}_{z0}$, bc${}_{x1}$, bc${}_{y1}$, bc${}_{z1}$
Parameter definition
Variable | Description |
---|---|
$x_0$ | SPH domain minimum x-coordinate |
$y_0$ | SPH domain minimum y-coordinate |
$z_0$ | SPH domain minimum z-coordinate |
$x_1$ | SPH domain maximum x-coordinate |
$y_1$ | SPH domain maximum y-coordinate |
$z_1$ | SPH domain maximum z-coordinate |
bc${}_{x0}$ | Boundary condition at $x=x_0$ |
bc${}_{y0}$ | Boundary condition at $y=y_0$ |
bc${}_{z0}$ | Boundary condition at $z=z_0$ |
bc${}_{x1}$ | Boundary condition at $x=x_0$ |
bc${}_{y1}$ | Boundary condition at $y=y_0$ |
bc${}_{z1}$ | Boundary condition at $z=z_0$ |
Description
Only supported by $\gamma SPH$.