Update 3.2 User interfaces authored by Udo Ziegler's avatar Udo Ziegler
...@@ -657,7 +657,7 @@ for the type of coordinate system. ...@@ -657,7 +657,7 @@ for the type of coordinate system.
isotropic conduction). isotropic conduction).
- `_C.conduction_coeff_sat` (typical value: 0.3): parameter *Ψ* in - `_C.conduction_coeff_sat` (typical value: 0.3): parameter *Ψ* in
the saturation heat flux model of (cf. physics guide the saturation heat flux model of \[CM77\] (cf. physics guide
[Wiki](https://gitlab.aip.de/ziegler/NIRVANA/-/wikis/C-NumericsGuide), [Wiki](https://gitlab.aip.de/ziegler/NIRVANA/-/wikis/C-NumericsGuide),
[PDF](https://gitlab.aip.de/ziegler/NIRVANA/doc/pdf/NumericsGuide.pdf)). [PDF](https://gitlab.aip.de/ziegler/NIRVANA/doc/pdf/NumericsGuide.pdf)).
...@@ -1004,7 +1004,7 @@ Here, the IC for the Orszag-Tang problem (example 1) and a shock-cloud ...@@ -1004,7 +1004,7 @@ Here, the IC for the Orszag-Tang problem (example 1) and a shock-cloud
interaction problem (example 2) are presented as examples. Both are MHD interaction problem (example 2) are presented as examples. Both are MHD
problems. problems.
**Example 1** (taken from `/nirvana/testproblems/MHD/problem2`; cf. ) **Example 1** (taken from `/nirvana/testproblems/MHD/problem2`; cf. \[Zie04\])
IC for the Orszag-Tang problem simulated in a doubly-periodic square IC for the Orszag-Tang problem simulated in a doubly-periodic square
domain of length *L* (given by `_C.up[0]-_C.lo[0]`): domain of length *L* (given by `_C.up[0]-_C.lo[0]`):
...@@ -1085,7 +1085,7 @@ permeability *μ*=1. ...@@ -1085,7 +1085,7 @@ permeability *μ*=1.
Example 1 uses the macro `SPQR(a,b,c)` which shortcuts the algebraic Example 1 uses the macro `SPQR(a,b,c)` which shortcuts the algebraic
expression *a*<sup>2</sup> + *b*<sup>2</sup> + *c*<sup>2</sup>. expression *a*<sup>2</sup> + *b*<sup>2</sup> + *c*<sup>2</sup>.
**Example 2** (taken from `/nirvana/testproblems/MHD/problem17`; cf. ) **Example 2** (taken from `/nirvana/testproblems/MHD/problem17`; cf. \[Zie05\])
IC for the shock-cloud interaction problem simulated in a Cartesian box IC for the shock-cloud interaction problem simulated in a Cartesian box
given by (*x*, *y*, *z*) ∈ \[ − 1/2, 1/2\]<sup>3</sup>: given by (*x*, *y*, *z*) ∈ \[ − 1/2, 1/2\]<sup>3</sup>:
...@@ -2090,6 +2090,12 @@ values (given in brackets). ...@@ -2090,6 +2090,12 @@ values (given in brackets).
*ε*(𝜚) as a function of 𝜚 in cases without energy equation. *ε*(𝜚) as a function of 𝜚 in cases without energy equation.
Otherwise identity. Otherwise identity.
**References**
[CM77] L.L. Cowie and C.F. McKee. In: ApJ 211 (1977), p. 135.
[Zie04] U. Ziegler. In: JCoPh 196 (2004), p. 393. doi: 10.1016/j.jcp.2003.11.003.
[Zie05] U. Ziegler. In: CoPhC 170 (2005), p. 153. doi: 10.1016/j.cpc.2005.04.002.
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