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LAROMANCE3TileTest.C
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1//* This file is part of the MOOSE framework
2//* https://mooseframework.inl.gov
3//*
4//* All rights reserved, see COPYRIGHT for full restrictions
5//* https://github.com/idaholab/moose/blob/master/COPYRIGHT
6//*
7//* Licensed under LGPL 2.1, please see LICENSE for details
8//* https://www.gnu.org/licenses/lgpl-2.1.html
9
10#include "LAROMANCE3TileTest.h"
11
12registerMooseObject("SolidMechanicsTestApp", LAROMANCE3TileTest);
14
15template <bool is_ad>
18{
20 params.addClassDescription("LAROMANCE partitioned creep update model for 316H");
21
22 // Override defaults for material specific parameters below
23 params.addRangeCheckedParam<Real>("initial_cell_dislocation_density",
24 4.0e12,
25 "initial_cell_dislocation_density >=3.000000e+12 & "
26 "initial_cell_dislocation_density <= 6.000000e+12",
27 "Initial density of mobile (glissile) dislocations (1/m^2)");
28 params.addRangeCheckedParam<Real>(
29 "max_relative_cell_dislocation_increment",
30 0.5,
31 "max_relative_cell_dislocation_increment > 0.0",
32 "Maximum increment of density of mobile (glissile) dislocations.");
33 params.addRangeCheckedParam<Real>("initial_wall_dislocation_density",
34 5.0e12,
35 "initial_wall_dislocation_density >= 4.000000e+11 & "
36 "initial_wall_dislocation_density <= 6.000000e+12",
37 "Immobile (locked) dislocation density initial value (1/m^2).");
38 params.addRangeCheckedParam<Real>(
39 "max_relative_wall_dislocation_increment",
40 0.5,
41 "max_relative_wall_dislocation_increment > 0.0",
42 "Maximum increment of immobile (locked) dislocation density initial value (1/m^2).");
43 return params;
44}
45
46template <bool is_ad>
51
52template <bool is_ad>
53std::vector<std::vector<unsigned int>>
55{
56 return {{1, 1, 2, 1, 2}, {1, 1, 2, 1, 2}};
57}
58
59template <bool is_ad>
60std::vector<std::vector<std::vector<
61 std::vector<typename LAROMANCEPartitionStressUpdateBaseTempl<is_ad>::ROMInputTransform>>>>
63{
64 const std::vector<typename LAROMANCEPartitionStressUpdateBaseTempl<is_ad>::ROMInputTransform>
70
71 return {{{transforms, transforms, transforms},
72 {transforms, transforms, transforms},
73 {transforms, transforms, transforms},
74 {transforms, transforms, transforms}},
75 {{transforms, transforms, transforms},
76 {transforms, transforms, transforms},
77 {transforms, transforms, transforms}}};
78}
79
80template <bool is_ad>
81std::vector<std::vector<std::vector<std::vector<Real>>>>
83{
84 const std::vector<Real> zeros = {0., 0., 0., 0., 0.};
85 return {
86 {{zeros, zeros, zeros}, {zeros, zeros, zeros}, {zeros, zeros, zeros}, {zeros, zeros, zeros}},
87 {{zeros, zeros, zeros}, {zeros, zeros, zeros}, {zeros, zeros, zeros}}};
88}
89
90template <bool is_ad>
91std::vector<std::vector<std::vector<std::vector<Real>>>>
93{
94 return getInputLimits();
95}
96
97template <bool is_ad>
98std::vector<std::vector<std::vector<std::vector<Real>>>>
100{
101 return {{{{2968622347857.638, 6.e12}, {4.e10, 6.e11}, {25.68, 67.12}, {0., 0.2}, {821.0, 905.0}},
102 {{2610896470851.053, 6.e12}, {4.e10, 6.e11}, {25.68, 67.12}, {0., 0.2}, {881.0, 965.0}},
103 {{2956225926813.723, 6.e12}, {4.e10, 6.e11}, {55.28, 96.72}, {0., 0.2}, {821.0, 905.0}},
104 {{2610896470851.053, 6.e12}, {4.e10, 6.e11}, {55.28, 96.72}, {0., 0.2}, {881.0, 965.0}}},
105 {{{2610896470851.053, 6.e12},
106 {399906370400.5274, 6.e11},
107 {25.68, 67.12},
108 {0., 0.2},
109 {881.0, 965.0}},
110 {{2756786861082.1323, 6.e12},
111 {399667396951.5037, 6.e11},
112 {55.28, 96.72},
113 {0., 0.2},
114 {821.0, 905.0}},
115 {{2403341139508.535, 6.e12},
116 {399232564175.43, 6.e11},
117 {55.28, 96.72},
118 {0., 0.2},
119 {881.0, 965.0}}}};
120}
121
122template <bool is_ad>
123std::vector<std::vector<std::vector<std::vector<Real>>>>
125{
126 const std::vector<std::vector<Real>> ones = {{1.}, {1.}, {1.}};
127 return {{ones, ones, ones, ones}, {ones, ones, ones}};
128}
129
130template <bool is_ad>
131std::vector<std::vector<Real>>
133{
134 return {{1.6581218563057099, 1.1758176493217198, 1.1803210737475025, 1.0674520293922698,
135 1.2047499118540315, 1.4394449840763748, 1.1345624565859735, 1.2379432418172194,
136 1.4058235913278836, 1.2554400306498077, 1.1125654766818365, 1.1549544936836493,
137 1.5051076132354282, 1.2731353903410767, 1.0410386003240812, 1.2555055858650777,
138 1.0512214666171027, 1.2183734075151134, 1.1916326408628595, 0.9924215019224658,
139 1.2357662680548995, 1.1343598180169714, 1.2425137283870411, 1.0545497517828750,
140 1.1505466783939284, 1.2408194846994445, 1.2981055896485756, 1.1517163160998172,
141 1.0289953768800819, 1.1665809906306757, 1.0522696326169394, 0.9775450062920942,
142 1.4411321378014008, 1.0893151656237159, 1.1321646665251177, 1.1740354738976495,
143 1.3311080652194094, 1.3112855893282822, 1.1427567355994932, 1.2476108786485316,
144 1.1375158320695500, 1.4902537624330685, 1.1562974510841002, 1.1162855930683970,
145 1.1086690453975865, 1.2267936221115545, 1.1122808478392914, 1.3297325701749501,
146 1.4557574043919774, 1.1255399194251390},
147 {0.,
148 1.1691111777338534,
149 0.2456775093057707,
150 0.4645343549655378,
151 0.4948574808895208,
152 0.3601468075836039,
153 0.9089720837669264,
154 0.3800746388861208,
155 0.2863850014994204,
156 0.3012398670910463,
157 0.9724346523230799,
158 0.3324807658634150,
159 0.2172001240407511,
160 0.4921545153304026,
161 0.7707645320063702,
162 0.1004215126564281,
163 0.3181916469489478,
164 0.7929830506683628,
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168 0.2579233182669618,
169 0.3930785758188784,
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175 0.1765407566951365,
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179 0.2939123918883275,
180 0.5155052382010648,
181 0.2782423430811239,
182 0.5208863826013158,
183 0.5415240766023979,
184 0.1869857800676068,
185 0.2323022198856151,
186 0.5923761088429574,
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188 0.1325371610728103,
189 0.4046212135351617,
190 0.3810264030264215,
191 0.7227225900295333,
192 0.2601052671816037,
193 0.4800701656169991,
194 0.6839940667013440,
195 0.0942870146950222,
196 0.3616323996042650},
197 {0.,
198 0.,
199 1.1383553112484470,
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209 0.1772563093755310,
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213 0.7067891185739658,
214 0.1490524463067450,
215 0.3170006065609277,
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217 0.1558841629977858,
218 0.7900291661728324,
219 0.4885922521395424,
220 0.4445751530126237,
221 0.2589479527791540,
222 0.0119327050162290,
223 0.4439955548992717,
224 0.6106379938611681,
225 0.6548390170473160,
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227 0.5181457315777872,
228 0.5746933204481778,
229 0.0438349721461262,
230 0.3468898924434666,
231 0.6640725222819088,
232 0.3217876763813262,
233 0.0440995628250790,
234 0.5597236217803058,
235 1.0035848168721822,
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237 0.0765120378797075,
238 0.0966841546747156,
239 0.4075200501698330,
240 0.3278696031024521,
241 0.1621733213815381,
242 0.5610673977023398,
243 0.6154586506756609,
244 0.0820977394354092,
245 0.3471913674887268,
246 0.5281212188847767},
247 {0.,
248 0.,
249 0.,
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252 0.0721583729995062,
253 0.2621661932709235,
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259 0.0359437018862801,
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261 0.2067004030532389,
262 0.0895499339157979,
263 0.4392084880281130,
264 0.1737495018674454,
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266 0.5455875154302962,
267 0.1531458233921072,
268 0.2662263738038810,
269 0.1347602510467596,
270 0.1714091758251344,
271 0.2861609634495403,
272 0.0629111433599956,
273 0.1782115268349476,
274 0.4047700646023290,
275 0.2479426179798945,
276 0.5079072000168103,
277 0.4854452131708417,
278 0.5863695450281203,
279 0.0558464870025672,
280 0.4297779351784780,
281 0.2963552316620806,
282 0.2739057598952468,
283 0.0738262118389017,
284 0.1248838671269171,
285 0.1541971078824457,
286 0.2455996538173290,
287 0.1357835521645541,
288 0.0459322523209312,
289 0.3156516765006392,
290 0.2871565562644490,
291 0.2492438217759177,
292 0.2052338412983413,
293 0.6955202302068795,
294 0.0470250578938224,
295 0.0407541915225526,
296 0.4368608330849873},
297 {0.,
298 0.,
299 0.,
300 0.,
301 1.0110913501756729,
302 0.1080761634867471,
303 0.1084075674398868,
304 0.7478235960823530,
305 0.2391677569843354,
306 0.5845571629405334,
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310 0.4154465687154685,
311 0.3362621768687452,
312 0.2848923127036086,
313 0.1638034372134362,
314 0.1489899859626990,
315 0.0164960223042561,
316 0.3135384617482869,
317 0.6959485389154834,
318 0.0646855015390527,
319 -0.0271296106103714,
320 0.3350956836587520,
321 0.3834488344973043,
322 0.4381101416133104,
323 0.2253747785731946,
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325 0.2197378978501184,
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329 0.3725539074046974,
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333 0.3541795305009987,
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338 0.2713738786708829,
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340 0.3859163140542235,
341 0.4804254643417659,
342 0.2135519818902229,
343 0.0923936383509307,
344 0.0363802915968121,
345 0.1155408371164584,
346 0.3481198544223499},
347 {0.,
348 0.,
349 0.,
350 0.,
351 0.,
352 0.7158507926200702,
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396 0.0223497515308387},
397 {0.,
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2372 0.,
2373 0.,
2374 0.,
2375 0.,
2376 0.,
2377 0.,
2378 0.,
2379 0.,
2380 0.,
2381 0.,
2382 0.,
2383 0.,
2384 0.,
2385 0.,
2386 0.,
2387 0.,
2388 0.,
2389 0.,
2390 0.,
2391 0.,
2392 0.5885626078809947,
2393 -0.0059886174587204,
2394 -0.0036254738317987,
2395 0.0893447792428324,
2396 -0.0132490813699554},
2397 {0.,
2398 0.,
2399 0.,
2400 0.,
2401 0.,
2402 0.,
2403 0.,
2404 0.,
2405 0.,
2406 0.,
2407 0.,
2408 0.,
2409 0.,
2410 0.,
2411 0.,
2412 0.,
2413 0.,
2414 0.,
2415 0.,
2416 0.,
2417 0.,
2418 0.,
2419 0.,
2420 0.,
2421 0.,
2422 0.,
2423 0.,
2424 0.,
2425 0.,
2426 0.,
2427 0.,
2428 0.,
2429 0.,
2430 0.,
2431 0.,
2432 0.,
2433 0.,
2434 0.,
2435 0.,
2436 0.,
2437 0.,
2438 0.,
2439 0.,
2440 0.,
2441 0.,
2442 0.,
2443 0.5357307215025076,
2444 -0.0030251604381555,
2445 -0.0008367086059258,
2446 0.0280874212210591},
2447 {0.,
2448 0.,
2449 0.,
2450 0.,
2451 0.,
2452 0.,
2453 0.,
2454 0.,
2455 0.,
2456 0.,
2457 0.,
2458 0.,
2459 0.,
2460 0.,
2461 0.,
2462 0.,
2463 0.,
2464 0.,
2465 0.,
2466 0.,
2467 0.,
2468 0.,
2469 0.,
2470 0.,
2471 0.,
2472 0.,
2473 0.,
2474 0.,
2475 0.,
2476 0.,
2477 0.,
2478 0.,
2479 0.,
2480 0.,
2481 0.,
2482 0.,
2483 0.,
2484 0.,
2485 0.,
2486 0.,
2487 0.,
2488 0.,
2489 0.,
2490 0.,
2491 0.,
2492 0.,
2493 0.,
2494 0.5728389157137211,
2495 -0.0096114119591423,
2496 0.0029179436598962},
2497 {0.,
2498 0.,
2499 0.,
2500 0.,
2501 0.,
2502 0.,
2503 0.,
2504 0.,
2505 0.,
2506 0.,
2507 0.,
2508 0.,
2509 0.,
2510 0.,
2511 0.,
2512 0.,
2513 0.,
2514 0.,
2515 0.,
2516 0.,
2517 0.,
2518 0.,
2519 0.,
2520 0.,
2521 0.,
2522 0.,
2523 0.,
2524 0.,
2525 0.,
2526 0.,
2527 0.,
2528 0.,
2529 0.,
2530 0.,
2531 0.,
2532 0.,
2533 0.,
2534 0.,
2535 0.,
2536 0.,
2537 0.,
2538 0.,
2539 0.,
2540 0.,
2541 0.,
2542 0.,
2543 0.,
2544 0.,
2545 0.5648016510512174,
2546 -0.0050492936553178},
2547 {0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,
2548 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,
2549 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,
2550 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,
2551 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.5051332906825788}};
2552}
2553
2554template <bool is_ad>
2555std::vector<std::vector<Real>>
2557{
2558 return {{1.0989939672035598, -0.5229424036172535, -0.5625938064315787, -1.5205102973248257,
2559 1.0167340230296060, 0.8692554948257836, -1.0647649718690915, 0.9154765869229506,
2560 0.4421872730298702, 0.8202251715062676, -1.2795969126824169, -0.9846491024920418,
2561 0.7366070877699664, 0.0944050047924456, -1.3362879932405343, 1.6718063389998832,
2562 -1.2393435903303165, -0.0026458880118795, -1.2730509990567085, -1.2958752394155668,
2563 1.6659820330017314, 0.1810131939662101, -1.1824114721833470, 2.0854981795327405,
2564 -0.9162112166519247, 0.3488286688677018, 1.1484845731398163, -0.3040329306869982,
2565 0.6952682109344522, -0.7844058702303255, -1.0696243943252026, -1.5260039043524092,
2566 1.3276127138720053, 0.0101963378196544, 0.5108557343545915, -1.0051978907042314,
2567 1.0751713906063174, 0.9102262839405902, -0.4500068538100355, -1.1359133828479635,
2568 0.1557976946082467, 1.4833703347808469, 0.7953548937461073, 1.3294126917346858,
2569 -0.6602211178730010, -0.3382365696215102, -0.8781764008375268, 0.1907922981026992,
2570 0.7835444491196439, -0.1290023635614130},
2571 {-0.8276481634180218, -0.8395101419880108, -1.1782261498226301, -0.6771214544688205,
2572 1.0100567451109976, -1.2473924731711599, -0.6126279886896723, 1.2846285805691340,
2573 -0.2303609960579697, 1.2967649272253250, -1.3894384634209593, 1.0722598739886564,
2574 -1.3838160882280943, 0.1943398491871272, 1.0926785734086952, 0.2736103613570937,
2575 0.7520188711340974, -1.1151484256923241, -0.8867264247674598, 1.3759603473520101,
2576 0.5979487095371941, -1.3987134398964653, -0.8896599188526169, 0.7369817295186203,
2577 0.9995343712235041, 0.1506914792294114, -0.7296686592958792, 0.5892043216476853,
2578 0.4431338172015146, -1.0128593233471512, 1.2970890935837998, 1.1328026002479807,
2579 -0.2239316872845780, 0.5043568332630382, -1.4137541340706237, 0.9395828338143917,
2580 -0.6291807185857007, -1.0744075438450955, -0.7628188491641968, -0.9233577982467950,
2581 1.3909439946031059, -0.2516908022878884, -1.1829262842118333, -0.4072937902275491,
2582 0.9816748006823913, 0.6222056660709364, -0.7067120262527951, -1.3807238253775516,
2583 -0.3754563128173479, 0.7423129847411423},
2584 {-0.4972232537890488, 1.7891920721438841, -1.8261920917931900, -0.4026969969405228,
2585 1.1718545033754530, 0.3497559647505860, 1.5203080546195529, 0.3671457069602600,
2586 -0.3614249419866349, -0.2506942220893040, 1.6488768629365496, -1.3349234208307494,
2587 -0.2634130730838152, 0.3857730545998009, 1.6918659244963383, -1.5455263176970042,
2588 -1.5625256878878055, 1.4944548459540701, 0.6178417258522427, 0.0010604921581429,
2589 0.6915705186152786, -1.2237493750620749, -1.0601025915170430, -1.5545976046831262,
2590 0.5607636754011619, 1.5205238599871020, -0.5041979110086118, -0.8842721916645503,
2591 -2.1022543790946555, -0.6941307190752072, -0.5073183609257138, -0.5940053724423607,
2592 0.3744868632034142, 0.9783554099445961, -0.7738863353518424, -0.0449632466429808,
2593 1.1875664845317799, -0.9784802218308679, -1.9465565492128512, -0.0300663805755748,
2594 1.4080305641963808, -0.2762883669657294, 0.5386266202900114, 0.7959342805247808,
2595 1.4658437024982904, -1.4511626818248788, 0.0072305101319983, 0.9512527632021420,
2596 -1.2087151808692802, -0.4214191594734000},
2597 {-1.3436212371990275, -1.3752654399424669, 0.3987133539135305, 1.1078719277543547,
2598 -0.5578622105385176, -0.7237207673771614, -0.4608700538453049, -0.6812587788664530,
2599 -0.3406708585463795, -0.6386107852635139, -1.2312905233664253, -1.1277388808342548,
2600 -0.9854173184822028, 0.0018455525416458, -1.2908913037492447, 0.2396990473805610,
2601 0.8286098819115508, -0.3166577288047064, -0.7215846379087428, 1.2424191694216660,
2602 0.0645185885288507, 1.4653187415266129, -1.4592821588494900, 1.6707313573981024,
2603 -0.7390314810423444, -1.3568596240348074, 0.6498318235328391, 0.8264974732606122,
2604 1.9410028672327546, 0.8020831646759634, 0.7868128819089912, 1.4546779960617349,
2605 -0.9802398618609067, 1.2264936997545641, 1.6428320063189090, -0.9267666665093409,
2606 -0.7676231984225645, 0.4827439299227672, 0.8274926186206308, -0.9428649317823136,
2607 -1.2714264473303840, -0.8644064011738027, 1.3678982985810169, 1.5741078064588656,
2608 -0.5975511615470952, -0.3634367537162640, 1.1915223202711354, -1.2353159774447491,
2609 -0.7807582222894430, 1.1072123002664274}};
2610}
2611
2612template <bool is_ad>
2613DenseVector<Real>
2615{
2616 return {1.3960294505871655, -3.1198810492634386, -0.1910554786834900, 2.8629012124781541,
2617 -2.0905645748200832, -5.2576621601627158, -0.9120307014441700, -3.8939666488047116,
2618 5.6851207793951426, 7.2764713707414961, -0.5849013635494729, -0.6817889927391283,
2619 4.9706655155393298, -5.8545291913306148, -0.9291974126627358, 0.4525889621576565,
2620 -1.4429641767422590, 1.0501508139317248, -4.4494895022341767, -3.4513260594809574,
2621 -2.3201889189194604, 2.4450909271121004, 1.1105355446196030, -8.1171438748063647,
2622 -2.2135085683465610, 0.2094121396464587, -6.7781906962906007, 4.6029554421046424,
2623 7.8932461633594020, 1.9630475637241085, 7.0049079228771527, 5.1912220208686053,
2624 -3.6812759483162472, 3.7097003557202854, -8.4525753519509053, 7.9198639443969121,
2625 3.3335545124059012, 6.0686541262860558, -2.8959953146598041, 7.8508830045964144,
2626 0.1000302551852620, 5.6868803140895867, 3.0861802892676238, 4.7362192173608246,
2627 2.8440117429280787, -3.6810838322340778, -9.4293824827334944, -1.4329595164679418,
2628 -6.4811000966210432, -9.9345466825028073};
2629}
2630
2631template <bool is_ad>
2632std::vector<Real>
2634{
2635 return {4458232307129.5458984375000000,
2636 499736752759.4038696289062500,
2637 68.5809570638531909,
2638 909.5086232469639071};
2639}
2640
2641template <bool is_ad>
2642std::vector<Real>
2644{
2645 return {871273835252.4675292968750000,
2646 58045966807.3731536865234375,
2647 38.4746839836996131,
2648 86.7064236091398612};
2649}
2650
2651template <bool is_ad>
2652Real
2654{
2655 return 4.078126137277277;
2656}
2657
2658template <bool is_ad>
2659Real
2661{
2662 return 1.6581219692901308;
2663}
registerMooseObject("SolidMechanicsTestApp", LAROMANCE3TileTest)
registerADMooseObject("SolidMechanicsTestApp", ADLAROMANCE3TileTest)
void addClassDescription(const std::string &doc_string)
void addRangeCheckedParam(const std::string &name, const T &value, const std::string &parsed_function, const std::string &doc_string)
virtual std::vector< std::vector< std::vector< std::vector< Real > > > > getInputLimits() override
virtual std::vector< Real > getClassificationMmean() override
Method and container for the mean values of the training input.
virtual Real getClassificationEll() override
Method and container for the calibrated Gaussian Regression Model hyperparameter "Ell",...
virtual Real getClassificationEta() override
Method and container for the calibrated Gaussian Regression Model hyperparameter "Eta",...
virtual std::vector< std::vector< unsigned int > > getTilings() override
virtual std::vector< std::vector< Real > > getClassificationXu() override
Method and container for the Gaussian Process Regression model training points.
virtual std::vector< std::vector< std::vector< std::vector< Real > > > > getNormalizationLimits() override
virtual DenseVector< Real > getClassificationVind() override
Method and container for the inducing points of the Gaussian Process Regression model.
virtual std::vector< Real > getClassificationMscale() override
Method and container for the scale factor of the training input points to normalize all input paramet...
virtual std::vector< std::vector< std::vector< std::vector< Real > > > > getTransformCoefs() override
LAROMANCE3TileTestTempl(const InputParameters &parameters)
virtual std::vector< std::vector< std::vector< std::vector< Real > > > > getCoefs() override
virtual std::vector< std::vector< Real > > getClassificationLuu() override
Method and container for the Gaussian Process Regression lower triangular covariance matrix.
virtual std::vector< std::vector< std::vector< std::vector< typename LAROMANCEPartitionStressUpdateBaseTempl< is_ad >::ROMInputTransform > > > > getTransform() override
Inputs ordering is input[0]: cell_old input[1]: wall_old input[2]: trial stress, input[3]: effective ...
static InputParameters validParams()