Gets limited slopes for the primitive variables in the 1-D direction.
265 mooseAssert(x_neighbor.size() == W_neighbor.size(),
266 "Neighbor positions size must equal neighbor solutions size.");
269 const unsigned int n_slopes = W_elem.size();
272 std::vector<std::vector<GenericReal<is_ad>>> slopes_one_sided;
273 for (
unsigned int i = 0; i < W_neighbor.size(); i++)
275 const Real dx = (x_elem - x_neighbor[i]) * dir;
277 std::vector<GenericReal<is_ad>> slopes(n_slopes, 0.0);
278 for (
unsigned int m = 0; m < n_slopes; m++)
279 slopes[m] = (W_elem[m] - W_neighbor[i][m]) / dx;
281 slopes_one_sided.push_back(slopes);
285 std::vector<GenericReal<is_ad>> slopes_central(n_slopes, 0.0);
286 if (W_neighbor.size() == 2)
288 const Real dx = (x_neighbor[0] - x_neighbor[1]) * dir;
289 for (
unsigned int m = 0; m < n_slopes; m++)
290 slopes_central[m] = (W_neighbor[0][m] - W_neighbor[1][m]) / dx;
292 else if (W_neighbor.size() == 1)
294 slopes_one_sided.push_back(slopes_one_sided[0]);
295 slopes_central = slopes_one_sided[0];
299 slopes_one_sided.push_back(slopes_central);
300 slopes_one_sided.push_back(slopes_central);
304 std::vector<GenericReal<is_ad>> slopes_limited(n_slopes, 0.0);
316 slopes_limited = slopes_central;
322 for (
unsigned int m = 0; m < n_slopes; m++)
324 if ((slopes_one_sided[0][m] * slopes_one_sided[1][m]) > 0.0)
326 if (std::abs(slopes_one_sided[0][m]) < std::abs(slopes_one_sided[1][m]))
327 slopes_limited[m] = slopes_one_sided[0][m];
329 slopes_limited[m] = slopes_one_sided[1][m];
337 for (
unsigned int m = 0; m < n_slopes; m++)
339 if (slopes_central[m] > 0.0 && slopes_one_sided[0][m] > 0.0 && slopes_one_sided[1][m] > 0.0)
340 slopes_limited[m] = std::min(
341 slopes_central[m], 2.0 * std::min(slopes_one_sided[0][m], slopes_one_sided[1][m]));
342 else if (slopes_central[m] < 0.0 && slopes_one_sided[0][m] < 0.0 &&
343 slopes_one_sided[1][m] < 0.0)
344 slopes_limited[m] = std::max(
345 slopes_central[m], 2.0 * std::max(slopes_one_sided[0][m], slopes_one_sided[1][m]));
352 for (
unsigned int m = 0; m < n_slopes; m++)
358 if (slopes_one_sided[1][m] > 0.0 && slopes_one_sided[0][m] > 0.0)
359 slope1 = std::min(slopes_one_sided[1][m], 2.0 * slopes_one_sided[0][m]);
360 else if (slopes_one_sided[1][m] < 0.0 && slopes_one_sided[0][m] < 0.0)
361 slope1 = std::max(slopes_one_sided[1][m], 2.0 * slopes_one_sided[0][m]);
364 if (slopes_one_sided[1][m] > 0.0 && slopes_one_sided[0][m] > 0.0)
365 slope2 = std::min(2.0 * slopes_one_sided[1][m], slopes_one_sided[0][m]);
366 else if (slopes_one_sided[1][m] < 0.0 && slopes_one_sided[0][m] < 0.0)
367 slope2 = std::max(2.0 * slopes_one_sided[1][m], slopes_one_sided[0][m]);
370 if (slope1 > 0.0 && slope2 > 0.0)
371 slopes_limited[m] = std::max(slope1, slope2);
372 else if (slope1 < 0.0 && slope2 < 0.0)
373 slopes_limited[m] = std::min(slope1, slope2);
378 mooseError(
"Unknown slope reconstruction scheme");
381 return slopes_limited;
Moose::GenericType< Real, is_ad > GenericReal
Monotonized Central-Difference slope limiter.
void mooseError(Args &&... args)
Full reconstruction; no limitation.
const ESlopeReconstructionType _scheme
Slope reconstruction scheme.
No reconstruction; Godunov scheme.
DIE A HORRIBLE DEATH HERE typedef LIBMESH_DEFAULT_SCALAR_TYPE Real