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supercomputer:liger:news20151218
hpl-252-iciecn.log
Running on 252 nodes with 24 cores per node
 
HOSTS: node001,node002,node003,node004,node005,node006,node007,node008,node009,node010,node011,node012,node013,node014,node015,node016,node017,node018,node019,node020,node021,node022,node023,node024,node025,node026,node027,node028,node029,node030,node031,node032,node033,node034,node035,node036,node037,node038,node039,node040,node041,node042,node043,node044,node045,node046,node047,node048,node049,node050,node051,node052,node053,node054,node055,node056,node057,node058,node059,node060,node061,node062,node063,node064,node065,node066,node067,node068,node069,node070,node071,node072,node073,node074,node075,node076,node077,node078,node079,node080,node081,node082,node083,node084,node085,node086,node087,node088,node089,node090,node091,node092,node093,node094,node095,node096,node097,node098,node099,node100,node101,node102,node103,node104,node105,node106,node107,node108,node109,node110,node111,node112,node113,node114,node115,node116,node117,node118,node119,node120,node121,node122,node123,node124,node125,node126,node127,node128,node129,node130,node131,node132,node133,node134,node135,node136,node137,node138,node139,node140,node141,node142,node143,node144,node145,node146,node147,node148,node149,node150,node151,node152,node153,node154,node155,node156,node157,node158,node159,node160,node161,node162,node163,node164,node165,node166,node167,node168,node169,node170,node171,node172,node173,node174,node175,node176,node177,node178,node179,node180,node181,node182,node183,node184,node185,node186,node187,node188,node189,node190,node191,node192,node193,node194,node195,node196,node197,node198,node199,node200,node201,node202,node203,node204,node205,node206,node207,node208,node209,node210,node211,node212,node213,node214,node215,node216,node217,node218,node219,node220,node221,node222,node223,node224,node225,node226,node227,node228,node229,node230,node231,node232,node233,node234,node235,node236,node237,node238,node239,node240,node241,node242,node243,node244,node245,node246,node247,node248,node249,node250,node251,node252
 
-------- PREDICTION --------
Perf. Maxi : 241920000.00 Mflops
Perf. Peak : 193536000.00 Mflops
Exec. Time : 4h00m19s 
----------------------------
 
Number of Intel(R) Xeon Phi(TM) coprocessors : 0
Number of Heterogeneous data entries for HPL.dat=0
node221         : Column=008064 Fraction=0.005 Kernel= 1895.38 Mflops=194919084.77
node227         : Column=016128 Fraction=0.010 Kernel=190524452.36 Mflops=191936067.19
node233         : Column=024192 Fraction=0.015 Kernel=190594914.21 Mflops=191401959.81
node221         : Column=032256 Fraction=0.020 Kernel=190583210.55 Mflops=191584736.79
node227         : Column=040320 Fraction=0.025 Kernel=190646322.01 Mflops=191234907.26
node233         : Column=048384 Fraction=0.030 Kernel=190267349.42 Mflops=190894003.76
node221         : Column=056448 Fraction=0.035 Kernel=190600162.46 Mflops=191075040.40
node227         : Column=064512 Fraction=0.040 Kernel=190295973.45 Mflops=190918491.83
node233         : Column=072576 Fraction=0.045 Kernel=190629728.82 Mflops=190765590.22
node221         : Column=080640 Fraction=0.050 Kernel=190422921.41 Mflops=190869233.37
node227         : Column=088704 Fraction=0.055 Kernel=190214591.48 Mflops=190777469.88
node233         : Column=096768 Fraction=0.060 Kernel=190342549.37 Mflops=190651664.04
node221         : Column=104832 Fraction=0.065 Kernel=190575345.78 Mflops=190756786.80
node227         : Column=112896 Fraction=0.070 Kernel=190104814.16 Mflops=190698523.75
node233         : Column=120960 Fraction=0.075 Kernel=190463277.93 Mflops=190611217.83
node221         : Column=129024 Fraction=0.080 Kernel=190235539.35 Mflops=190664590.80
node227         : Column=137088 Fraction=0.085 Kernel=190291150.29 Mflops=190636986.75
node233         : Column=145152 Fraction=0.090 Kernel=190367212.34 Mflops=190562444.04
node221         : Column=153216 Fraction=0.095 Kernel=190509024.72 Mflops=190631427.01
node227         : Column=161280 Fraction=0.100 Kernel=190437325.51 Mflops=190598760.44
node233         : Column=169344 Fraction=0.105 Kernel=190344119.92 Mflops=190536014.94
node221         : Column=177408 Fraction=0.110 Kernel=190395325.34 Mflops=190591343.46
node227         : Column=185472 Fraction=0.115 Kernel=190206952.47 Mflops=190566573.56
node233         : Column=193536 Fraction=0.120 Kernel=190426685.26 Mflops=190515431.82
node221         : Column=201600 Fraction=0.125 Kernel=190645414.94 Mflops=190556904.15
node227         : Column=209664 Fraction=0.130 Kernel=190524955.86 Mflops=190537657.28
node233         : Column=217728 Fraction=0.135 Kernel=189855532.38 Mflops=190474520.42
node221         : Column=225792 Fraction=0.140 Kernel=190306418.59 Mflops=190508871.01
node227         : Column=233856 Fraction=0.145 Kernel=190192709.46 Mflops=190492363.58
node233         : Column=241920 Fraction=0.150 Kernel=190182324.91 Mflops=190446266.70
node221         : Column=249984 Fraction=0.155 Kernel=190050356.29 Mflops=190475222.93
node227         : Column=258048 Fraction=0.160 Kernel=190359309.37 Mflops=190466921.55
node233         : Column=266112 Fraction=0.165 Kernel=190490480.92 Mflops=190433858.55
node202         : Column=273984 Fraction=0.170 Kernel=190700497.87 Mflops=190466881.09
node208         : Column=282048 Fraction=0.175 Kernel=190360984.80 Mflops=190433493.84
node214         : Column=290112 Fraction=0.180 Kernel=190177002.10 Mflops=190366804.15
node202         : Column=298176 Fraction=0.185 Kernel=190146696.98 Mflops=190431259.73
node208         : Column=306240 Fraction=0.190 Kernel=190153475.70 Mflops=190404323.29
node214         : Column=314304 Fraction=0.195 Kernel=189785254.24 Mflops=190341519.06
node202         : Column=322368 Fraction=0.200 Kernel=190218085.00 Mflops=190402678.78
node208         : Column=330432 Fraction=0.205 Kernel=189042954.62 Mflops=190346641.19
node214         : Column=338496 Fraction=0.210 Kernel=189613043.32 Mflops=190319928.84
node202         : Column=346560 Fraction=0.215 Kernel=189495689.68 Mflops=190360994.14
node208         : Column=354624 Fraction=0.220 Kernel=190791917.37 Mflops=190312673.24
node214         : Column=362688 Fraction=0.225 Kernel=189926352.06 Mflops=190294079.11
node202         : Column=370752 Fraction=0.230 Kernel=190294363.19 Mflops=190343843.66
node208         : Column=378816 Fraction=0.235 Kernel=189518605.97 Mflops=190288986.56
node214         : Column=386880 Fraction=0.240 Kernel=187979205.74 Mflops=190250996.99
node202         : Column=394944 Fraction=0.245 Kernel=187628431.84 Mflops=190259334.11
node208         : Column=403008 Fraction=0.250 Kernel=187945355.86 Mflops=190219213.38
node214         : Column=411072 Fraction=0.255 Kernel=188551865.81 Mflops=190151787.42
node202         : Column=419136 Fraction=0.260 Kernel=189726568.28 Mflops=190188624.66
node208         : Column=427200 Fraction=0.265 Kernel=189753009.48 Mflops=190176248.67
node214         : Column=435264 Fraction=0.270 Kernel=190364815.14 Mflops=190143504.46
node202         : Column=443328 Fraction=0.275 Kernel=190324863.15 Mflops=190181378.24
node208         : Column=451392 Fraction=0.280 Kernel=190221484.88 Mflops=190160495.67
node214         : Column=459456 Fraction=0.285 Kernel=189876857.73 Mflops=190135421.06
node202         : Column=467520 Fraction=0.290 Kernel=190221831.55 Mflops=190175160.52
node208         : Column=475584 Fraction=0.295 Kernel=189875896.76 Mflops=190156977.62
node214         : Column=483648 Fraction=0.300 Kernel=189764919.30 Mflops=190132580.76
node202         : Column=491712 Fraction=0.305 Kernel=190109041.91 Mflops=190163637.84
node208         : Column=499776 Fraction=0.310 Kernel=189693446.10 Mflops=190143379.59
node214         : Column=507840 Fraction=0.315 Kernel=189888835.14 Mflops=190121424.80
node202         : Column=515904 Fraction=0.320 Kernel=190030682.56 Mflops=190149601.86
node208         : Column=523968 Fraction=0.325 Kernel=189943263.27 Mflops=190130056.45
node214         : Column=532032 Fraction=0.330 Kernel=189896783.45 Mflops=190112917.84
node183         : Column=539904 Fraction=0.335 Kernel=189780790.98 Mflops=190138955.02
node189         : Column=547968 Fraction=0.340 Kernel=189751919.59 Mflops=190133926.42
node195         : Column=556032 Fraction=0.345 Kernel=189555860.32 Mflops=190126524.64
node183         : Column=564096 Fraction=0.350 Kernel=190040602.56 Mflops=190129863.00
node189         : Column=572160 Fraction=0.355 Kernel=189576875.14 Mflops=190123673.97
node195         : Column=580224 Fraction=0.360 Kernel=189327213.88 Mflops=190118285.40
node183         : Column=588288 Fraction=0.365 Kernel=189869169.42 Mflops=190120090.85
node189         : Column=596352 Fraction=0.370 Kernel=190026511.62 Mflops=190115792.47
node195         : Column=604416 Fraction=0.375 Kernel=189775009.45 Mflops=190105916.95
node183         : Column=612480 Fraction=0.380 Kernel=188680827.36 Mflops=190101892.14
node189         : Column=620544 Fraction=0.385 Kernel=187324986.55 Mflops=190082000.43
node195         : Column=628608 Fraction=0.390 Kernel=187788537.67 Mflops=190068571.72
node183         : Column=636672 Fraction=0.395 Kernel=188045962.20 Mflops=190053234.76
node189         : Column=644736 Fraction=0.400 Kernel=187132546.04 Mflops=190035327.10
node195         : Column=652800 Fraction=0.405 Kernel=188571418.74 Mflops=190028799.87
node183         : Column=660864 Fraction=0.410 Kernel=188816439.68 Mflops=190018950.73
node189         : Column=668928 Fraction=0.415 Kernel=189486048.99 Mflops=190014472.86
node195         : Column=676992 Fraction=0.420 Kernel=189074341.34 Mflops=190009208.29
node183         : Column=685056 Fraction=0.425 Kernel=189475850.95 Mflops=190008966.07
node189         : Column=693120 Fraction=0.430 Kernel=189592995.73 Mflops=190003107.12
node195         : Column=701184 Fraction=0.435 Kernel=189176822.56 Mflops=189996753.29
node183         : Column=709248 Fraction=0.440 Kernel=189376995.23 Mflops=189996309.05
node189         : Column=717312 Fraction=0.445 Kernel=189405188.82 Mflops=189992818.44
node195         : Column=725376 Fraction=0.450 Kernel=188871458.52 Mflops=189985218.05
node183         : Column=733440 Fraction=0.455 Kernel=189368582.18 Mflops=189984882.41
node189         : Column=741504 Fraction=0.460 Kernel=189220263.29 Mflops=189979424.71
node195         : Column=749568 Fraction=0.465 Kernel=188636272.87 Mflops=189971157.65
node183         : Column=757632 Fraction=0.470 Kernel=189223439.69 Mflops=189970188.57
node189         : Column=765696 Fraction=0.475 Kernel=189484662.55 Mflops=189966526.97
node195         : Column=773760 Fraction=0.480 Kernel=188542994.36 Mflops=189960292.82
node183         : Column=781824 Fraction=0.485 Kernel=189759326.75 Mflops=189959866.73
node189         : Column=789888 Fraction=0.490 Kernel=189145723.19 Mflops=189956035.30
node195         : Column=797952 Fraction=0.495 Kernel=188814152.01 Mflops=189949659.22
node164         : Column=830016 Fraction=0.515 Kernel=188901049.29 Mflops=189935007.84
node170         : Column=862272 Fraction=0.535 Kernel=188969916.35 Mflops=189920532.68
node176         : Column=894528 Fraction=0.555 Kernel=188754077.88 Mflops=189901464.08
node164         : Column=926784 Fraction=0.575 Kernel=188708915.06 Mflops=189889011.07
node170         : Column=959040 Fraction=0.595 Kernel=188419109.74 Mflops=189870855.23
node176         : Column=991296 Fraction=0.615 Kernel=188359453.62 Mflops=189854539.39
node164         : Column=1023552 Fraction=0.635 Kernel=187965875.06 Mflops=189839462.24
node170         : Column=1055808 Fraction=0.655 Kernel=187808520.97 Mflops=189822607.09
node157         : Column=1087872 Fraction=0.675 Kernel=187606921.78 Mflops=189804986.84
node145         : Column=1120128 Fraction=0.695 Kernel=187084986.57 Mflops=189789721.39
node157         : Column=1281408 Fraction=0.795 Kernel=184872787.94 Mflops=189688713.32
node132         : Column=1442496 Fraction=0.895 Kernel=159758465.03 Mflops=189424495.01
node144         : Column=1603776 Fraction=0.995 Kernel=76885503.02 Mflops=189104709.50
--------------------------------------------------------------------------------
WR11C2R4     1611648   192    14    18           14763.38            1.89031e+05
HPL_pdgesv() start time Fri Dec 18 01:26:31 2015
 
HPL_pdgesv() end time   Fri Dec 18 05:32:34 2015
 
--------------------------------------------------------------------------------
||Ax-b||_oo/(eps*(||A||_oo*||x||_oo+||b||_oo)*N)=        0.0014143 ...... PASSED
================================================================================
 
Finished      1 tests with the following results:
              1 tests completed and passed residual checks,
              0 tests completed and failed residual checks,
              0 tests skipped because of illegal input values.
--------------------------------------------------------------------------------
 
End of Tests.
================================================================================
supercomputer/liger/news20151218.txt · Last modified: 2016/02/13 20:16 by Richard.Randriatoamanana@ec-nantes.fr