10 July 2023 4:21:54.557 PM triangle_symq_rule_test(): Fortan90 version Test triangle_symq_rule(). triangle_symq_rule_test01(): Quadrature rule for the triangle, given in barycentric coordinates. Precision p = 5 Number of nodes N = 7 I W A B C 1 0.125939 0.101287 0.101287 0.797427 2 0.125939 0.797427 0.101287 0.101287 3 0.125939 0.101287 0.797427 0.101287 4 0.132394 0.470142 0.597159E-01 0.470142 5 0.132394 0.470142 0.470142 0.597159E-01 6 0.132394 0.597159E-01 0.470142 0.470142 7 0.225000 0.333333 0.333333 0.333333 Weight Sum 1.00000 triangle_symq_rule_test02(): Test the precision of a quadrature rule for the unit triangle, Number of nodes N = 7 Stated precision of rule = 5 Number of quadrature points = 7 Degree Maximum error 0 0.1110223024625157E-15 1 0.5551115123125783E-16 2 0.5551115123125783E-16 3 0.3469446951953614E-16 4 0.3469446951953614E-16 5 0.2775557561562891E-16 6 0.8188460569412415E-04 7 0.2540522381792257E-03 triangle_symq_rule_test02(): Test the precision of a quadrature rule for the unit triangle, Check rules of precision p = 0through50 for error in approximating integrals of monomials. maximum maximum p absolute relative error error 0 0.000000000000000 0.000000000000000 1 0.5551115123125783E-16 0.3330669073875470E-15 2 0.2775557561562891E-16 0.6661338147750939E-15 3 0.1110223024625157E-15 0.1040834085586084E-14 4 0.1110223024625157E-15 0.1457167719820518E-14 5 0.1110223024625157E-15 0.1639313684798083E-14 6 0.1110223024625157E-15 0.1942890293094024E-14 7 0.1110223024625157E-15 0.1967176421757699E-14 8 0.5551115123125783E-16 0.2654126918244515E-14 9 0.1110223024625157E-15 0.3220080452281949E-14 10 0.1110223024625157E-15 0.2862293735361732E-14 11 0.1110223024625157E-15 0.2976785484776201E-14 12 0.8326672684688674E-15 0.4577935253102794E-14 13 0.5551115123125783E-16 0.4143820703239597E-14 14 0.8326672684688674E-16 0.7103692634125026E-14 15 0.1665334536937735E-15 0.5308253836489030E-14 16 0.2220446049250313E-15 0.5971785566050158E-14 17 0.2220446049250313E-15 0.5042841144664578E-14 18 0.3330669073875470E-15 0.6303551430830723E-14 19 0.2220446049250313E-15 0.8560860353945543E-14 20 0.1942890293094024E-15 0.9016225266389455E-14 21 0.8326672684688674E-16 0.9936631595666712E-14 22 0.4440892098500626E-15 0.1036865905634787E-13 23 0.2220446049250313E-15 0.1014813233446432E-13 24 0.2220446049250313E-15 0.1120522945263769E-13 25 0.1665334536937735E-15 0.1522219850169648E-13 26 0.1665334536937735E-15 0.2950764632636549E-13 27 0.1665334536937735E-15 0.1604478268996123E-13 28 0.6661338147750939E-15 0.8133595825701242E-14 29 0.7771561172376096E-15 0.2157779163680651E-13 30 0.4440892098500626E-15 0.2710331958866163E-13 31 0.1110223024625157E-15 0.3056929709366329E-13 32 0.6661338147750939E-15 0.1093343884094843E-13 33 0.5551115123125783E-16 0.2606205182220656E-13 34 0.1831867990631508E-14 0.4043640422501937E-13 35 0.6661338147750939E-15 0.1974433800049774E-13 36 0.1942890293094024E-15 0.2926825448668069E-13 37 0.1665334536937735E-14 0.9103456107429492E-14 38 0.1665334536937735E-14 0.2435551760271437E-13 39 0.3330669073875470E-15 0.6276663216953082E-13 40 0.3330669073875470E-15 0.2893844018581060E-13 41 0.5551115123125783E-15 0.2282986218691066E-13 42 0.2220446049250313E-15 0.2194902246066555E-13 43 0.1665334536937735E-14 0.1716151204824424E-13 44 0.9992007221626409E-15 0.8797650108416376E-13 45 0.1942890293094024E-15 0.3840205131428082E-13 46 0.8881784197001252E-15 0.4207051373938953E-13 47 0.2220446049250313E-15 0.6987119216539384E-13 48 0.4440892098500626E-15 0.1446352803149975E-12 49 0.8881784197001252E-15 0.1104503858165296E-12 50 0.3330669073875470E-15 0.3781024972282498E-13 triangle_symq_rule_test(): Normal end of execution. 10 July 2023 4:21:54.644 PM