Adaptive Tree based Efficient and Lithe Equation Solver | DG solver of APES
修訂 | f8c6e357fae4d4f5e9724e98cc060331a2be4ed3 (tree) |
---|---|
時間 | 2022-07-06 01:32:58 |
作者 | Harald Klimach <harald.klimach@dlr....> |
Commiter | Harald Klimach |
Update toro4 reference to GCC 11.2.
@@ -1,23 +1,23 @@ | ||
1 | 1 | # Rank of the process: 0 |
2 | 2 | # time density |
3 | - 0.0000000000000000E+000 0.9999999999999479E+000 | |
4 | - 0.6484370307959712E-003 0.9794968432626959E+000 | |
5 | - 0.1309646616440313E-002 0.9590497010466530E+000 | |
6 | - 0.1888377708649375E-002 0.9420204417003887E+000 | |
7 | - 0.2425745489955557E-002 0.9265249745172323E+000 | |
8 | - 0.3045205709223850E-002 0.9083995443535489E+000 | |
9 | - 0.3654215775272587E-002 0.8897457046968130E+000 | |
10 | - 0.4246438104788164E-002 0.8704684099152552E+000 | |
11 | - 0.4849963086833515E-002 0.8496312135147771E+000 | |
12 | - 0.5436537113330272E-002 0.8286039523399847E+000 | |
13 | - 0.6026259915951652E-002 0.8081148282059263E+000 | |
14 | - 0.6636472485917612E-002 0.7883849027704609E+000 | |
15 | - 0.7222603895218970E-002 0.7712531846951408E+000 | |
16 | - 0.7800683914348874E-002 0.7580845407445137E+000 | |
17 | - 0.8422386136704676E-002 0.7420934317771479E+000 | |
18 | - 0.9004793269463544E-002 0.7278126735445524E+000 | |
19 | - 0.9612497725085276E-002 0.7144413914753485E+000 | |
20 | - 0.1026105409163480E-001 0.7027146494087388E+000 | |
21 | - 0.1085314657211508E-001 0.6920940957932860E+000 | |
22 | - 0.1141718512891339E-001 0.6815651047804849E+000 | |
23 | - 0.1200000000000000E-001 0.6709314314536838E+000 | |
3 | + 0.0000000000000000E+000 0.9999999999999477E+000 | |
4 | + 0.6484370307959714E-003 0.9794968432626943E+000 | |
5 | + 0.1309646616440314E-002 0.9590497010466492E+000 | |
6 | + 0.1888377708649375E-002 0.9420204417003838E+000 | |
7 | + 0.2425745489955557E-002 0.9265249745172259E+000 | |
8 | + 0.3045205709223849E-002 0.9083995443535408E+000 | |
9 | + 0.3654215775272585E-002 0.8897457046968028E+000 | |
10 | + 0.4246438104788162E-002 0.8704684099152428E+000 | |
11 | + 0.4849963086833514E-002 0.8496312135147621E+000 | |
12 | + 0.5436537113330271E-002 0.8286039523399672E+000 | |
13 | + 0.6026259915951653E-002 0.8081148282059069E+000 | |
14 | + 0.6636472485917618E-002 0.7883849027704390E+000 | |
15 | + 0.7222603895218989E-002 0.7712531846951155E+000 | |
16 | + 0.7804490995744220E-002 0.7579913104220682E+000 | |
17 | + 0.8411086139534899E-002 0.7423142373355904E+000 | |
18 | + 0.9043663634012426E-002 0.7267969574090840E+000 | |
19 | + 0.9650634337464079E-002 0.7134857246825911E+000 | |
20 | + 0.1023674795261763E-001 0.7029735919445419E+000 | |
21 | + 0.1083441848503052E-001 0.6924310328068521E+000 | |
22 | + 0.1140568434721735E-001 0.6819641938358320E+000 | |
23 | + 0.1200000000000000E-001 0.6712124316638638E+000 |