13 PZError <<
"TPZGaussRule creation precision = " << order <<
" not available\n";
15 PZError <<
"TPZGaussRule creation precision gotten = " << order <<
"\n";
37 PZError <<
"ERROR(TPZIntRuleT::loc) Out of bounds!!\n";
47 PZError <<
"ERROR(TPZGaussRule::w) Out of bounds!!\n";
69 #define Length(wts) (sizeof(wts) / (sizeof(wts[0]))) 71 #define Perm3(a) a, a, a 72 #define Dup3(w) (0.5L*w) 73 #define Perm21(a) a, a, 1.L - 2.0L*a, a, 1.L- 2.L*a, a, 1.L- 2.L*a, a, a 74 #define Dup21(w) Dup3(w), Dup3(w), Dup3(w) 75 #define Perm111(a,b) a, b, 1.L - a - b, a, 1.L - a - b, b, b, a , 1.L - a - b, \ 76 b, 1.L - a - b, a, 1.L - a - b, a, b, 1.L - a - b, b, a 77 #define Dup111(w) Dup3(w), Dup3(w), Dup3(w), Dup3(w), Dup3(w), Dup3(w) 94 Dup21(.28114980244097964825351432270207695L),
95 Dup21(.05218353089235368507981901063125638L)
98 Perm21(.16288285039589191090016180418490635L),
99 Perm21(.47791988356756370000000000000000000L)
104 Dup21(.22338158967801146569500700843312280L),
106 Dup21(.10995174365532186763832632490021053L)
110 Perm21(.44594849091596488631832925388305199L),
112 Perm21(.09157621350977074345957146340220151L)
117 Dup21(.12593918054482715259568394550018133L),
119 Dup21(.13239415278850618073764938783315200L),
124 Perm21(.10128650732345633880098736191512383L),
126 Perm21(.47014206410511508977044120951344760L),
138 Dup21(.05084490637020681692093680910686898L),
139 Dup21(.11678627572637936602528961138557944L),
140 Dup111(.08285107561837357519355345642044245L)
143 Perm21(.06308901449150222834033160287081916L),
144 Perm21(.24928674517091042129163855310701908L),
145 Perm111(.05314504984481694735324967163139815L,
146 .31035245103378440541660773395655215L)
150 Dup21(.01353386251566556156682309245259393L),
151 Dup21(.07895125443201098137652145029770332L),
152 Dup21(.12860792781890607455665553308952344L),
153 Dup111(.05612014428337535791666662874675632L)
156 Perm21(.02826392415607634022359600691324002L),
157 Perm21(.47431132326722257527522522793181654L),
158 Perm21(.24114332584984881025414351267036207L),
159 Perm111(.76122274802452380000000000000000000L,
160 .04627087779880891064092559391702049L)
164 Dup3(.14431560767778716825109111048906462L),
165 Dup21(.10321737053471825028179155029212903L),
166 Dup21(.03245849762319808031092592834178060L),
167 Dup21(.09509163426728462479389610438858432L),
168 Dup111(.02723031417443499426484469007390892L)
171 Perm3(.33333333333333333333333333333333333L),
172 Perm21(.17056930775176020662229350149146450L),
173 Perm21(.05054722831703097545842355059659895L),
174 Perm21(.45929258829272315602881551449416932L),
175 Perm111(.26311282963463811342178578628464359L,
176 .00839477740995760533721383453929445L)
180 Dup3(.09713579628279883381924198250728863L),
181 Dup21(.03133470022713907053685483128720932L),
182 Dup21(.02557767565869803126167879855899982L),
183 Dup21(.07782754100477427931673935629940396L),
184 Dup21(.07964773892721025303289177426404527L),
185 Dup111(.04328353937728937728937728937728938L)
188 Perm3(.33333333333333333333333333333333333L),
189 Perm21(.48968251919873762778370692483619280L),
190 Perm21(.04472951339445270986510658996627636L),
191 Perm21(.43708959149293663726993036443535497L),
192 Perm21(.18820353561903273024096128046733557L),
193 Perm111(.74119859878449802069007987352342383L,
194 .22196298916076569567510252769319107L)
198 Dup3(.08093742879762288025711312381650193L),
199 Dup21(.07729858800296312168250698238034344L),
200 Dup21(.07845763861237173136809392083439673L),
201 Dup21(.01746916799592948691760716329067815L),
202 Dup21(.00429237418483282803048040209013191L),
203 Dup111(.03746885821046764297902076548504452L),
204 Dup111(.02694935259187995964544947958109671L)
207 Perm3(.33333333333333333333333333333333333L),
208 Perm21(.42727317884677553809044271751544715L),
209 Perm21(.18309922244867502052157438485022004L),
210 Perm21(.49043401970113058745397122237684843L),
211 Perm21(.01257244555158053273132908502104126L),
212 Perm111(.65426866792006614066657009558762790L,
213 .30804600168524770000000000000000000L),
214 Perm111(.12280457706855927343012981748128116L,
215 .03337183373930478624081644177478038L)
219 Dup3(.08117796029686715951547596874982357L),
220 Dup21(.01232404350690949411847390101623284L),
221 Dup21(.06282800974441010728333942816029398L),
222 Dup21(.01222037904936452975521221500393789L),
223 Dup21(.06770134895281150992098886182322559L),
224 Dup21(.04021969362885169042356688960756866L),
225 Dup111(.01476227271771610133629306558778206L),
226 Dup111(.04072799645829903966033695848161786L)
229 Perm3(.33333333333333333333333333333333333L),
230 Perm21(.03093835524543078489519501499130475L),
231 Perm21(.43649818113412884191761527655997324L),
232 Perm21(.49898476370259326628798698383139087L),
233 Perm21(.21468819795859433660687581387825086L),
234 Perm21(.11368310404211339020529315622836178L),
235 Perm111(.82561876616486290435880620030835800L,
236 .15974230459185018980086078822500751L),
237 Perm111(.64047231013486526767703659081896681L,
238 .31178371570959900000000000000000000L)
242 Dup21(.00616626105155901723386648378523035L),
243 Dup21(.06285822421788510035427051309288255L),
244 Dup21(.03479611293070894298932839729499937L),
245 Dup21(.04369254453803840213545726255747497L),
246 Dup21(.02573106644045533541779092307156443L),
247 Dup111(.02235677320230344571183907670231999L),
248 Dup111(.01731623110865889237164210081103407L),
249 Dup111(.04037155776638092951782869925223677L)
252 Perm21(.02131735045321037024685697551572825L),
253 Perm21(.27121038501211592234595134039689474L),
254 Perm21(.12757614554158592467389632515428357L),
255 Perm21(.43972439229446027297973662348436108L),
256 Perm21(.48821738977380488256466206525881104L),
257 Perm111(.69583608678780342214163552323607254L,
258 .28132558098993954824813069297455275L),
259 Perm111(.85801403354407263059053661662617818L,
260 .11625191590759714124135414784260182L),
261 Perm111(.60894323577978780685619243776371007L,
262 .27571326968551419397479634607976398L)
266 Dup3(.06796003658683164428177442468088488L),
267 Dup21(.05560196753045332870725746601046147L),
268 Dup21(.05827848511919998140476708351333981L),
269 Dup21(.00605233710353917184179280003229082L),
270 Dup21(.02399440192889473077371079945095965L),
271 Dup111(.03464127614084837046598682851091822L),
272 Dup111(.01496540110516566726324585713290344L),
273 Dup111(.02417903981159381913744574557306076L),
274 Dup111(.00959068100354326272259509016611089L)
277 Perm3(.33333333333333333333333333333333333L),
278 Perm21(.42694141425980040602081253503137421L),
279 Perm21(.22137228629183290065481255470507908L),
280 Perm21(.02150968110884318386929131353405208L),
281 Perm21(.48907694645253934990068971909020439L),
282 Perm111(.62354599555367557081585435318623659L,
283 .30844176089211777465847185254124531L),
284 Perm111(.86470777029544277530254595089569318L,
285 .11092204280346339541286954522167452L),
286 Perm111(.74850711589995219517301859578870965L,
287 .16359740106785048023388790171095725L),
288 Perm111(.72235779312418796526062013230478405L,
289 .27251581777342966618005046435408685L)
293 Dup3(.05859628522602859412789380634775601L),
294 Dup21(.00173515122972526756806186388080941L),
295 Dup21(.02616378255861452177782885918197827L),
296 Dup21(.00391972924240182909652082757014540L),
297 Dup21(.01224735975694086609728698992625048L),
298 Dup21(.02819962850325796010736630715156571L),
299 Dup21(.05088708718595948529603482754545404L),
300 Dup21(.05045343990160359919102089713411889L),
301 Dup111(.01706364421223345129002539938494722L),
302 Dup111(.00968346642550660040752096309341938L),
303 Dup111(.03638575592848500562201132776427165L),
304 Dup111(.00696466337351841242539972250424131L)
307 Perm3(.33333333333333333333333333333333333L),
308 Perm21(.00997976080645843241529352958205243L),
309 Perm21(.47997789352118838981055286508838991L),
310 Perm21(.15381195917696690000000000000000000L),
311 Perm21(.07402347711698781000000000000000000L),
312 Perm21(.13035468250333000000000000000000000L),
313 Perm21(.23061722602665313429960537009838312L),
314 Perm21(.42233208341914782411440871379139388L),
315 Perm111(.78623738593466100332962211403309001L,
316 .19061636003190090424614328286530343L),
317 Perm111(.63055214366060744162240907556881292L,
318 .36232313774354714461832673435977294L),
319 Perm111(.62657732985630631423351231375342650L,
320 .29077120588366741502481681748167319L),
321 Perm111(.91420998492962541223996709938504695L,
322 .07116571087775076254759245029243364L)
326 Dup3(.04403871087843427985301732721493388L),
327 Dup21(.04618478718202697994871566760191669L),
328 Dup21(.00649890661733271652688280349281019L),
329 Dup21(.01799361425265840324466992416715655L),
330 Dup21(.04177310503914135411968606056414597L),
331 Dup21(.00305954760911646654843016992834484L),
332 Dup21(.00201243505255864734409031875654046L),
333 Dup21(.01677561093050912232611145688795876L),
334 Dup111(.01546074918971427486608803040924742L),
335 Dup111(.02849989033954742339273955875330195L),
336 Dup111(.03209435048348959564209923573709566L),
337 Dup111(.01150858163687071128402324377324186L),
338 Dup111(.00461430652896710314358717609185406L)
341 Perm3(.33333333333333333333333333333333333L),
342 Perm21(.22733221881914287420250436849229406L),
343 Perm21(.49716257743188742987380980001602329L),
344 Perm21(.47884973534895458333922920014385258L),
345 Perm21(.40498603909827199169724464234269204L),
346 Perm21(.01593121667174443211342773294126896L),
347 Perm21(.16558326242608140000000000000000000L),
348 Perm21(.07313360471922872772687381210732441L),
349 Perm111(.66526073307221393906236441338569119L,
350 .31635283934494723008633813095024529L),
351 Perm111(.71252198724254553304884901162338783L,
352 .09346075114991753000000000000000047L),
353 Perm111(.55964836223539321841224845401923000L,
354 .34422901758219320000000000000000160L),
355 Perm111(.81047659761907686304683273029057126L,
356 .17104724831425795154765033192558481L),
357 Perm111(.91607564403173118856460883877832000L,
358 .07305599647918648961294908192742498L)
362 Dup3(.04802218868037709055183940458051988L),
363 Dup21(.01470910030680192710340364286186919L),
364 Dup21(.02954458654931925599530972679646409L),
365 Dup21(.02612501735108837749859756549171557L),
366 Dup21(.00278038735239000697500301613866207L),
367 Dup21(.03182177300053664950342729005594961L),
368 Dup21(.00864583434950965990117373416984893L),
369 Dup111(.01430033290449536514661642536825213L),
370 Dup111(.02784977720360082995222987342395349L),
371 Dup111(.00704167340663609756237018808928069L),
372 Dup111(.01789983825993372860177020907581078L),
373 Dup111(.02745820038434976307247003810091720L),
374 Dup111(.00729979693943176208411254408777766L)
377 Perm3(.33333333333333333333333333333333333L),
378 Perm21(.08179498313137387264146559311886101L),
379 Perm21(.16530060196977965062676193293355656L),
380 Perm21(.46859210534946138669460289729660561L),
381 Perm21(.01443881344541668261410895669566020L),
382 Perm21(.24178428539178335340689445929320769L),
383 Perm21(.49531034298776996406549508687740551L),
384 Perm111(.65051340266135229943114468484168666L,
385 .33139974453708955658132316818259388L),
386 Perm111(.60401128149599703984940410303596702L,
387 .30324716274994218504155217807834692L),
388 Perm111(.80216825757474166361686194781166705L,
389 .18802805952123717344418211429398875L),
390 Perm111(.75650560644282839655115407575806082L,
391 .18350466852229686368238027743700035L),
392 Perm111(.46593843871411818488381073359154639L,
393 .35964594879750460000000000000001000L),
394 Perm111(.90639484399204150136249966186534000L,
395 .07719437129575543228251522505271386L)
399 Dup3(.04475687144434462937183647670425513L),
400 Dup21(.01736688502674779645049111764776038L),
401 Dup21(.03059934807610353272266564726895704L),
402 Dup21(.02858770857859978020704009121768920L),
403 Dup21(.00664743192975369323231849554546676L),
404 Dup21(.00747618940201851182224557347080098L),
405 Dup21(.02504998650383874531455895190550778L),
406 Dup111(.00147981089211964494480953682750477L),
407 Dup111(.00512113624674810606589435040573260L),
408 Dup111(.02731735936959280591853168984239567L),
409 Dup111(.01400572867590928159786633211401179L),
410 Dup111(.00780927569745836009810987323288001L),
411 Dup111(.01816572845979167217607207751722372L),
412 Dup111(.02744437399245832776208345541478450L)
415 Perm3(.33333333333333333333333333333333333L),
416 Perm21(.09569850886271093994316257860237634L),
417 Perm21(.17013863967877544672324723079568443L),
418 Perm21(.41802068586795497622263464239342782L),
419 Perm21(.49658148050662495497054035306227918L),
420 Perm21(.04166211482880764279207885159834192L),
421 Perm21(.46793290572942357826819008536171190L),
422 Perm111(.96953119890372205619454058305953242L,
423 .02892509162021824607152804771406821L),
424 Perm111(.75972438753862412955532719532266120L,
425 .23444175526356877454266053091297880L),
426 Perm111(.29549931696830150000000000000001000L,
427 .49591124666075357542303450004375516L),
428 Perm111(.62560638215769702707019209266693705L,
429 .35341769454149706762632499077099377L),
430 Perm111(.87217444723318479290318300141560742L,
431 .11272864181421976861888886768074196L),
432 Perm111(.74751231944000604006240678176087530L,
433 .19907027879785788131339143981558306L),
434 Perm111(.59886879088323805980616769726351095L,
435 .30358518307132607653202051204584937L)
439 Dup21(.01397786164528602097958400799055493L),
440 Dup21(.00055490697921321378506845551525090L),
441 Dup21(.02102681381970466902842986851624498L),
442 Dup21(.03401821217992769974722652741822109L),
443 Dup111(.02791016580477499514184347400781694L),
444 Dup111(.01821468612715086612673395662068577L),
445 Dup111(.01426702365810979307751982410955666L),
446 Dup111(.01423712309067505070431276377415596L),
447 Dup111(.01925758385467478779913738368202133L),
448 Dup111(.00970513228438064114878227633239023L),
449 Dup111(.00762978813433212899578245563385336L),
450 Dup111(.01061873913635034479446354367052828L),
451 Dup111(.00571066980327583881341421438268949L),
452 Dup111(.00432685746087641829452234473283270L)
455 Perm21(.07327088646438283157861967148768954L),
456 Perm21(.00391774898322823164278407441958060L),
457 Perm21(.46759731898871106165151299662296245L),
458 Perm21(.41791621096741131201212681051399350L),
459 Perm111(.16538169336028948005449026923917662L,
460 .56369670566087075380514589393807372L),
461 Perm111(.28750089440578398999619391313966060L,
462 .28604232613920474912095810748030295L),
463 Perm111(.12588931431982479601706483994903803L,
464 .69604321864246119579257486028195390L),
465 Perm111(.06322191594650261449357508011699804L,
466 .76054555188768243261459476379786871L),
467 Perm111(.07891022745402051775207221037548892L,
468 .59201963127175856332262057540222541L),
469 Perm111(.03805805350678571432611899159626213L,
470 .68368125963599985248012408745381310L),
471 Perm111(.01429035213045402564992411031307492L,
472 .85170403713705581502852165344276639L),
473 Perm111(.01296727234325317231234163433009032L,
474 .57473249288814902889945093868968971L),
475 Perm111(.00764859482084089933079262881822729L,
476 .73551044083072929870313522448164061L),
477 Perm111(.01271046057225546793114249181358220L,
478 .93934508764373178870740420268282255L)
486 Dup3(.03290633138891865208361434484647497L),
487 Dup21(.01033073189127205336703996357174833L),
488 Dup21(.02238724726301639252918455603516271L),
489 Dup21(.03026612586946807086528019098259122L),
490 Dup21(.03049096780219778100003158657852042L),
491 Dup21(.02415921274164090491184803098664001L),
492 Dup21(.01605080358680087529162277027642948L),
493 Dup21(.00808458026178406048180567324219442L),
494 Dup21(.00207936202748478075134750167439841L),
495 Dup111(.00388487690498138975670499199277266L),
496 Dup111(.02557416061202190389292970195260027L),
497 Dup111(.00888090357333805774552592470351753L),
498 Dup111(.01612454676173139121978526932783766L),
499 Dup111(.00249194181749067544058464757594956L),
500 Dup111(.01824284011895057837766571320973615L),
501 Dup111(.01025856373619852130804807004235813L),
502 Dup111(.00379992885530191397907315371363970L)
505 Perm3(.33333333333333333333333333333333333L),
506 Perm21(.48960998707300633196613106574829817L),
507 Perm21(.45453689269789266204675939053572830L),
508 Perm21(.40141668064943118739399562381068860L),
509 Perm21(.25555165440309761132218176810926787L),
510 Perm21(.17707794215212955164267520651590115L),
511 Perm21(.11006105322795186130008495167737397L),
512 Perm21(.05552862425183967124867841247135571L),
513 Perm21(.01262186377722866849023476677870599L),
514 Perm111(.60063379479464500000000000000000000L,
515 .39575478735694286230479469406582787L),
516 Perm111(.13446675453077978561204319893264695L,
517 .55760326158878396836395324250118097L),
518 Perm111(.72098702581736505521665290233827892L,
519 .26456694840652020804030173490121494L),
520 Perm111(.59452706895587092461388928802650670L,
521 .35853935220595058842492699064590088L),
522 Perm111(.83933147368083857861749007714840520L,
523 .15780740596859474473767360335950651L),
524 Perm111(.22386142409791569130336938950653642L,
525 .70108797892617336732328833655951158L),
526 Perm111(.82293132406985663162747155916053316L,
527 .14242160111338343731557475687723745L),
528 Perm111(.92434425262078402945585913790156314L,
529 .06549462808293770339232652498592557L)
533 Dup3(.01253760799449665657358563677239480L),
534 Dup21(.02747186987642421374845354960735985L),
535 Dup21(.00976527227705142304136469142942368L),
536 Dup21(.00139841953539182352392336315978673L),
537 Dup21(.00929210262518518263042820340303303L),
538 Dup21(.01657787603236692532602362503518398L),
539 Dup111(.02066776234866507696142197001297288L),
540 Dup111(.02082223552115450730687855619932975L),
541 Dup111(.00956863841984906068887584504583203L),
542 Dup111(.02445277096897246388564392070240889L),
543 Dup111(.00315573063063053400382640032072957L),
544 Dup111(.01213679636532129693701330908075738L),
545 Dup111(.01496648014388644903652491185157070L),
546 Dup111(.00632759332177773956932403275043979L),
547 Dup111(.00134256031206369588497985129814333L),
548 Dup111(.00277607691634755406772935615580153L),
549 Dup111(.01073984447418494155517344744795167L),
550 Dup111(.00536780573818745320524741002126972L)
553 Perm3(.33333333333333333333333333333333333L),
554 Perm21(.21587430593299197319025454384018276L),
555 Perm21(.07537676652974727809728543094591628L),
556 Perm21(.01030082813722179211368621600969694L),
557 Perm21(.49360221129870016551192083214505357L),
558 Perm21(.46155093810692529674104871029151803L),
559 Perm111(.32862140642423699330349746095091325L,
560 .42934057025821037521395880046639840L),
561 Perm111(.26048036178656875641959301708115346L,
562 .10157753428096944616875500619617966L),
563 Perm111(.13707423584645530000000000000000000L,
564 .71006597300113015998790407454640790L),
565 Perm111(.14672694587229978430416098848745303L,
566 .49854547767841484938962269670761193L),
567 Perm111(.02699897774255329000000000000000000L,
568 .04918672267258200161970371257758717L),
569 Perm111(.06187178593361702684171247001223384L,
570 .77966014654056939536035061907681080L),
571 Perm111(.04772436742762199620835268010429344L,
572 .37049153914954763692014962025673877L),
573 Perm111(.12060051518636437996723378704007933L,
574 .86334694875475264849798799609252174L),
575 Perm111(.00269714779670978767164891450128273L,
576 .05619493818774550298789230198658868L),
577 Perm111(.00301563327794236265727625982347101L,
578 .20867500674842135095759446306135771L),
579 Perm111(.02990537578845701880692877386433865L,
580 .72115124091203409102810415020509411L),
581 Perm111(.00675665422246098853994581751922784L,
582 .64005544194054188990405366827216467L)
586 Dup3(.02756225695287648096690704482451431L),
587 Dup21(.02206021541348850119135073403311636L),
588 Dup21(.02346001593867148849301344495230002L),
589 Dup21(.00032688959504719054621455750154654L),
590 Dup21(.00326531946293996823433530409586668L),
591 Dup21(.01175646291541279770430796921338205L),
592 Dup21(.01178076841991151684555757909867614L),
593 Dup111(.00226881081880114080533570433430431L),
594 Dup111(.00259601096443632006067378366548822L),
595 Dup111(.00463452978587186021234789056159687L),
596 Dup111(.00479433605454885793485744871991192L),
597 Dup111(.00571247883672361156725063834296336L),
598 Dup111(.00586582760432212163695579870000227L),
599 Dup111(.00941376305909158758981826852034708L),
600 Dup111(.01341494379665642491002202661089309L),
601 Dup111(.01571691809208324594350000113784617L),
602 Dup111(.01686368301443690459165096388619991L),
603 Dup111(.02139002708532009837783229808035898L),
604 Dup111(.02307679218949268136788087552189154L)
607 Perm3(.33333333333333333333333333333333333L),
608 Perm21(.20093527706508527987296185156416367L),
609 Perm21(.43765916596192717973183384418805413L),
610 Perm21(.00343395649059617685095991220960492L),
611 Perm21(.04664348477530675349517624043214192L),
612 Perm21(.38642225176307149094035202416772642L),
613 Perm21(.09543547110853091010857168104147605L),
614 Perm111(.95551380335045636050131472514677118L,
615 .03571862787316335823804160897543867L),
616 Perm111(.88663881342886822612490057469143760L,
617 .10814322491564621152738861104631270L),
618 Perm111(.78426284588043415429664399039819537L,
619 .20746444959987645682438042951572740L),
620 Perm111(.88292395505020003271134898731688967L,
621 .08568470872031694000000000000001000L),
622 Perm111(.66899196444107724049132248320989459L,
623 .32149400301428881688168321268348603L),
624 Perm111(.55207212103556096415716096525277878L,
625 .43794221879334138355236807696291701L),
626 Perm111(.79759296559656856762931422329572582L,
627 .16191645306357785675100677020385905L),
628 Perm111(.67751471511977148463499116634413256L,
629 .27450476740199490385900297290733317L),
630 Perm111(.54299741558909160533113611683919342L,
631 .40533599807500692794989089537632556L),
632 Perm111(.70545990556996856165885634154060172L,
633 .18773768065643534277281674394512005L),
634 Perm111(.57480057306650846221598245054985001L,
635 .30569683476605516651279255664984316L),
636 Perm111(.47177880850461481660397704013492420L,
637 .31214446687089088167080460581557645L)
641 if(order > 21) order = 21;
642 int NRGAUPO[22] = {1, 1, 3, 6, 6, 7, 12, 15, 16, 19, 25, 28, 33, 37, 46, 52, 55, 61, 72, 73, 88, 91};
714 PZError <<
"TPZIntRuleT not implemented by order " << order << std::endl;
long double QUAD_TRI_P5_pts[Length(QUAD_TRI_P5_wts) *3]
long double QUAD_TRI_P3_pts[Length(QUAD_TRI_P3_wts) *3]
long double QUAD_TRI_P16_pts[Length(QUAD_TRI_P16_wts) *3]
long double QUAD_TRI_P15_wts[]
long double QUAD_TRI_P6_pts[Length(QUAD_TRI_P6_wts) *3]
long double QUAD_TRI_P10_wts[]
long double QUAD_TRI_P15_pts[Length(QUAD_TRI_P15_wts) *3]
REAL W(int i) const
Return weight for the ith point.
long double QUAD_TRI_P20_wts[]
int fNumInt
Number of integration points for this object.
long double QUAD_TRI_P6_wts[]
long double QUAD_TRI_P20_pts[Length(QUAD_TRI_P20_wts) *3]
long double QUAD_TRI_P18_wts[]
int ComputingSymmetricCubatureRule(int order)
Computes the cubature rules following the symmetric construction presented at Linbo Zhang article...
Contains the TPZIntRuleT class which defines integration rule for triangles based on Linbo Zhang's pa...
Templated vector implementation.
long double QUAD_TRI_P21_pts[Length(QUAD_TRI_P21_wts) *3]
TPZManVector< long double > fLocationKsi
Location of the integration point Ksi.
long double QUAD_TRI_P12_wts[]
TPZManVector< long double > fLocationEta
Location of the integration point Eta.
long double QUAD_TRI_P12_pts[Length(QUAD_TRI_P12_wts) *3]
TPZManVector< long double > fWeight
Weight of the integration point.
long double QUAD_TRI_P18_pts[Length(QUAD_TRI_P18_wts) *3]
virtual void Resize(const int64_t newsize, const T &object)
Resizes the vector object.
int fOrder
the polynomial order this integration rule can integrate
long double QUAD_TRI_P10_pts[Length(QUAD_TRI_P10_wts) *3]
long double QUAD_TRI_P21_wts[]
long double QUAD_TRI_P2_wts[]
long double QUAD_TRI_P19_pts[Length(QUAD_TRI_P19_wts) *3]
void Loc(int i, TPZVec< REAL > &pos) const
Returns location of the ith point.
long double QUAD_TRI_P7_wts[]
void TransformBarycentricCoordInCartesianCoord(long double baryvec[], long double weightvec[])
Transforms barycentric coordinates (3 component) of the point in triange in cartesian coordinates (2 ...
long double QUAD_TRI_P9_pts[Length(QUAD_TRI_P9_wts) *3]
long double QUAD_TRI_P4_pts[Length(QUAD_TRI_P4_wts) *3]
long double QUAD_TRI_P3_wts[]
long double QUAD_TRI_P5_wts[]
long double QUAD_TRI_P17_wts[]
~TPZIntRuleT()
Default destructor.
long double QUAD_TRI_P13_wts[]
long double QUAD_TRI_P11_wts[]
long double QUAD_TRI_P2_pts[Length(QUAD_TRI_P2_wts) *3]
TPZIntRuleT(int order)
Constructor of integration rule for triangle.
long double QUAD_TRI_P19_wts[]
long double QUAD_TRI_P11_pts[Length(QUAD_TRI_P11_wts) *3]
long double QUAD_TRI_P16_wts[]
long double QUAD_TRI_P13_pts[Length(QUAD_TRI_P13_wts) *3]
long double QUAD_TRI_P1_pts[Length(QUAD_TRI_P1_wts) *3]
long double QUAD_TRI_P8_pts[Length(QUAD_TRI_P8_wts) *3]
long double QUAD_TRI_P14_pts[Length(QUAD_TRI_P14_wts) *3]
long double QUAD_TRI_P14_wts[]
long double QUAD_TRI_P17_pts[Length(QUAD_TRI_P17_wts) *3]
long double QUAD_TRI_P1_wts[]
long double QUAD_TRI_P9_wts[]
long double QUAD_TRI_P8_wts[]
long double QUAD_TRI_P4_wts[]
#define PZError
Defines the output device to error messages and the DebugStop() function.
long double QUAD_TRI_P7_pts[Length(QUAD_TRI_P7_wts) *3]