Hi, All.
I find that root will run faster if it is compiled by Intel C/C++
Compiler on Intel platforms. As I tested, it can run 30% faster by icc
than by gcc on my PIV box.
But unfortunately, I cannot compile geant4 by icc and geant4 cannot work
with root compiled by icc. :(
*******************************************
* *
* W E L C O M E to R O O T *
* *
* Version 4.00/01 22 January 2004 *
* *
* You are welcome to visit our Web site *
* http://root.cern.ch *
* *
*******************************************
FreeType Engine v2.1.3 used to render TrueType fonts.
Compiled for linux with thread support.
CINT/ROOT C/C++ Interpreter version 5.15.117, Jan 4 2004
Type ? for help. Commands must be C++ statements.
Enclose multiple statements between { }.
Welcome to the ROOT tutorials
Type ".x demos.C" to get a toolbar from which to execute the demos
Type ".x demoshelp.C" to see the help window
Processing benchmarks.C...
hsimple : Real Time = 1.38 seconds Cpu Time = 0.79 seconds
hsum : Real Time = 0.90 seconds Cpu Time = 0.58 seconds
Object statistics
class cnt on heap size total size heap size
================================================================================
TObject 110 110 12 1320 1320
TList 17 17 44 748 748
THashList 2 2 48 96 96
TObjString 321 321 20 6420 6420
TPair 321 321 20 6420 6420
TOrdCollection 6 6 44 264 264
TClassTable 1 1 12 12 12
TPluginManager 1 1 16 16 16
TRandom 1 1 32 32 32
THashTable 3 3 40 120 120
TObjectTable 1 1 24 24 24
TEnv 1 1 24 24 24
TMap 1 0 28 28 0
TUnixSystem 1 1 376 376 376
TROOT 1 0 308 308 0
--------------------------------------------------------------------------------
Total: 788 786 1048 16208 15872
================================================================================
fillrandom: Real Time = 0.15 seconds Cpu Time = 0.06 seconds
TFile** fillrandom.root
TFile* fillrandom.root
KEY: TFormula form1;1 abs(sin(x)/x)
KEY: TF1 sqroot;1 x*gaus(0)+[3]*form1
KEY: TH1F h1f;1 Test random numbers
sqroot : x*gaus(0)+[3]*form1 Ndim= 1, Npar= 4, Noper= 11
fExpr[0] = x action = 144 action param = 0
fExpr[1] = gaus(0) action = 110 action param = 0
fExpr[2] = * action = 3 action param = 0
fExpr[3] = [3] action = 140 action param = 3
fExpr[4] = x action = 144 action param = 0
fExpr[5] = sin action = 11 action param = 0
fExpr[6] = x action = 144 action param = 0
fExpr[7] = / action = 4 action param = 0
fExpr[8] = abs action = 41 action param = 0
fExpr[9] = * action = 3 action param = 0
fExpr[10] = + action = 1 action param = 0
Par 0 p0 = 10
Par 1 p1 = 4
Par 2 p2 = 1
Par 3 p3 = 20
TH1.Print Name= Func, Entries= 100, Total sum= 1514.36
FCN=191.938 FROM MIGRAD STATUS=CONVERGED 125 CALLS 126 TOTAL
EDM=3.04297e-07 STRATEGY= 1 ERROR MATRIX UNCERTAINTY 2.1 per cent
EXT PARAMETER STEP FIRST
NO. NAME VALUE ERROR SIZE DERIVATIVE
1 p0 3.29813e+01 5.33605e-01 -6.73622e-04 9.77958e-04
2 p1 3.98897e+00 1.76566e-02 -1.60737e-04 6.03749e-02
3 p2 1.00021e+00 1.31769e-02 5.11839e-05 3.08495e-02
4 p3 6.29888e+01 1.32324e+00 3.05003e-04 2.96136e-04
fit1 : Real Time = 0.17 seconds Cpu Time = 0.08 seconds
TFile** hsimple.root Demo ROOT file with histograms
TFile* hsimple.root Demo ROOT file with histograms
KEY: TH1F hpx;1 This is the px distribution
KEY: TH2F hpxpy;1 py vs px
KEY: TProfile hprof;1 Profile of pz versus px
KEY: TNtuple ntuple;1 Demo ntuple
i 0 0.000000 1.986693
i 1 0.100000 2.955202
i 2 0.200000 3.894183
i 3 0.300000 4.794255
i 4 0.400000 5.646425
i 5 0.500000 6.442177
i 6 0.600000 7.173561
i 7 0.700000 7.833269
i 8 0.800000 8.414710
i 9 0.900000 8.912074
i 10 1.000000 9.320391
i 11 1.100000 9.635582
i 12 1.200000 9.854497
i 13 1.300000 9.974950
i 14 1.400000 9.995736
i 15 1.500000 9.916648
i 16 1.600000 9.738476
i 17 1.700000 9.463001
i 18 1.800000 9.092974
i 19 1.900000 8.632094
tornado : Real Time = 0.10 seconds Cpu Time = 0.07 seconds
na49 : Real Time = 1.49 seconds Cpu Time = 1.43 seconds
geometry : Real Time = 0.21 seconds Cpu Time = 0.21 seconds
na49view : Real Time = 0.13 seconds Cpu Time = 0.01 seconds
na49view : Real Time = 0.38 seconds Cpu Time = 0.08 seconds
FCN=20.7944 FROM MIGRAD STATUS=CONVERGED 65 CALLS 66 TOTAL
EDM=3.90725e-14 STRATEGY= 1 ERROR MATRIX ACCURATE
EXT PARAMETER STEP FIRST
NO. NAME VALUE ERROR SIZE DERIVATIVE
1 p0 1.56416e+00 1.80510e-01 3.20780e-05 -1.93867e-05
2 p1 1.01361e-02 2.43967e-02 8.64192e-06 -7.37096e-05
3 p2 8.76773e-01 1.61451e-02 2.32044e-06 -2.69818e-04
ntuple1 : Real Time = 0.59 seconds Cpu Time = 0.40 seconds
---------------ROOT 4.00/01 benchmarks summary--------------------
hsimple : Real Time = 1.38 seconds Cpu Time = 0.79 seconds
hsum : Real Time = 0.90 seconds Cpu Time = 0.58 seconds
fillrandom: Real Time = 0.15 seconds Cpu Time = 0.06 seconds
fit1 : Real Time = 0.17 seconds Cpu Time = 0.08 seconds
tornado : Real Time = 0.10 seconds Cpu Time = 0.07 seconds
na49 : Real Time = 1.49 seconds Cpu Time = 1.43 seconds
geometry : Real Time = 0.21 seconds Cpu Time = 0.21 seconds
na49view : Real Time = 0.38 seconds Cpu Time = 0.08 seconds
ntuple1 : Real Time = 0.59 seconds Cpu Time = 0.40 seconds
TOTAL : Real Time = 5.37 seconds Cpu Time = 3.70 seconds
---------------ROOT 4.00/01 benchmarks summary (in ROOTMARKS)-----
For comparison, a Pentium IV 2.4Ghz is benchmarked at 600 ROOTMARKS
hsimple = 430.43 RealMARKS, = 326.58 CpuMARKS
hsum = 660.00 RealMARKS, = 248.28 CpuMARKS
fillrandom = 1920.00 RealMARKS, = 400.00 CpuMARKS
fit1 = 458.82 RealMARKS, = 225.00 CpuMARKS
tornado = 660.00 RealMARKS, = 257.14 CpuMARKS
na49 = 559.73 RealMARKS, = 583.22 CpuMARKS
geometry = 542.86 RealMARKS, = 514.29 CpuMARKS
na49view = 521.05 RealMARKS, = 375.00 CpuMARKS
ntuple1 = 1820.34 RealMARKS, = 420.00 CpuMARKS
****************************************************
* Your machine is estimated at 601.98 ROOTMARKS *
****************************************************
This is the end of ROOT -- Goodbye
*******************************************
* *
* W E L C O M E to R O O T *
* *
* Version 4.00/01 22 January 2004 *
* *
* You are welcome to visit our Web site *
* http://root.cern.ch *
* *
*******************************************
FreeType Engine v2.1.3 used to render TrueType fonts.
Compiled for linux with thread support.
CINT/ROOT C/C++ Interpreter version 5.15.117, Jan 4 2004
Type ? for help. Commands must be C++ statements.
Enclose multiple statements between { }.
Welcome to the ROOT tutorials
Type ".x demos.C" to get a toolbar from which to execute the demos
Type ".x demoshelp.C" to see the help window
Processing benchmarks.C...
hsimple : Real Time = 1.13 seconds Cpu Time = 0.63 seconds
hsum : Real Time = 0.78 seconds Cpu Time = 0.47 seconds
Object statistics
class cnt on heap size total size heap size
================================================================================
TObject 110 110 12 1320 1320
TList 17 17 44 748 748
THashList 2 2 48 96 96
TObjString 320 320 20 6400 6400
TPair 320 320 20 6400 6400
TOrdCollection 6 6 44 264 264
THashTable 3 3 40 120 120
TROOT 1 0 308 308 0
TClassTable 1 1 12 12 12
TObjectTable 1 1 24 24 24
TMap 1 0 28 28 0
TPluginManager 1 1 16 16 16
TRandom 1 1 32 32 32
TUnixSystem 1 1 376 376 376
TEnv 1 1 24 24 24
--------------------------------------------------------------------------------
Total: 786 784 1048 16168 15832
================================================================================
fillrandom: Real Time = 0.12 seconds Cpu Time = 0.04 seconds
TFile** fillrandom.root
TFile* fillrandom.root
KEY: TFormula form1;1 abs(sin(x)/x)
KEY: TF1 sqroot;1 x*gaus(0)+[3]*form1
KEY: TH1F h1f;1 Test random numbers
sqroot : x*gaus(0)+[3]*form1 Ndim= 1, Npar= 4, Noper= 11
fExpr[0] = x action = 144 action param = 0
fExpr[1] = gaus(0) action = 110 action param = 0
fExpr[2] = * action = 3 action param = 0
fExpr[3] = [3] action = 140 action param = 3
fExpr[4] = x action = 144 action param = 0
fExpr[5] = sin action = 11 action param = 0
fExpr[6] = x action = 144 action param = 0
fExpr[7] = / action = 4 action param = 0
fExpr[8] = abs action = 41 action param = 0
fExpr[9] = * action = 3 action param = 0
fExpr[10] = + action = 1 action param = 0
Par 0 p0 = 10
Par 1 p1 = 4
Par 2 p2 = 1
Par 3 p3 = 20
TH1.Print Name= Func, Entries= 100, Total sum= 1514.36
FCN=191.938 FROM MIGRAD STATUS=CONVERGED 125 CALLS 126 TOTAL
EDM=3.04297e-07 STRATEGY= 1 ERROR MATRIX UNCERTAINTY 2.1 per cent
EXT PARAMETER STEP FIRST
NO. NAME VALUE ERROR SIZE DERIVATIVE
1 p0 3.29813e+01 5.33605e-01 -6.73622e-04 9.77958e-04
2 p1 3.98897e+00 1.76566e-02 -1.60737e-04 6.03749e-02
3 p2 1.00021e+00 1.31769e-02 5.11839e-05 3.08495e-02
4 p3 6.29888e+01 1.32324e+00 3.05003e-04 2.96136e-04
fit1 : Real Time = 0.14 seconds Cpu Time = 0.06 seconds
TFile** hsimple.root Demo ROOT file with histograms
TFile* hsimple.root Demo ROOT file with histograms
KEY: TH1F hpx;1 This is the px distribution
KEY: TH2F hpxpy;1 py vs px
KEY: TProfile hprof;1 Profile of pz versus px
KEY: TNtuple ntuple;1 Demo ntuple
i 0 0.000000 1.986693
i 1 0.100000 2.955202
i 2 0.200000 3.894183
i 3 0.300000 4.794255
i 4 0.400000 5.646425
i 5 0.500000 6.442177
i 6 0.600000 7.173561
i 7 0.700000 7.833269
i 8 0.800000 8.414710
i 9 0.900000 8.912074
i 10 1.000000 9.320391
i 11 1.100000 9.635582
i 12 1.200000 9.854497
i 13 1.300000 9.974950
i 14 1.400000 9.995736
i 15 1.500000 9.916648
i 16 1.600000 9.738476
i 17 1.700000 9.463001
i 18 1.800000 9.092974
i 19 1.900000 8.632094
tornado : Real Time = 0.04 seconds Cpu Time = 0.03 seconds
na49 : Real Time = 0.99 seconds Cpu Time = 0.99 seconds
geometry : Real Time = 0.18 seconds Cpu Time = 0.15 seconds
na49view : Real Time = 0.13 seconds Cpu Time = 0.02 seconds
na49view : Real Time = 0.37 seconds Cpu Time = 0.09 seconds
FCN=20.7944 FROM MIGRAD STATUS=CONVERGED 65 CALLS 66 TOTAL
EDM=5.40294e-14 STRATEGY= 1 ERROR MATRIX ACCURATE
EXT PARAMETER STEP FIRST
NO. NAME VALUE ERROR SIZE DERIVATIVE
1 p0 1.56416e+00 1.80511e-01 3.20780e-05 2.30578e-05
2 p1 1.01361e-02 2.43968e-02 8.64192e-06 8.16881e-05
3 p2 8.76773e-01 1.61451e-02 2.32044e-06 3.17694e-04
ntuple1 : Real Time = 0.46 seconds Cpu Time = 0.30 seconds
---------------ROOT 4.00/01 benchmarks summary--------------------
hsimple : Real Time = 1.13 seconds Cpu Time = 0.63 seconds
hsum : Real Time = 0.78 seconds Cpu Time = 0.47 seconds
fillrandom: Real Time = 0.12 seconds Cpu Time = 0.04 seconds
fit1 : Real Time = 0.14 seconds Cpu Time = 0.06 seconds
tornado : Real Time = 0.04 seconds Cpu Time = 0.03 seconds
na49 : Real Time = 0.99 seconds Cpu Time = 0.99 seconds
geometry : Real Time = 0.18 seconds Cpu Time = 0.15 seconds
na49view : Real Time = 0.37 seconds Cpu Time = 0.09 seconds
ntuple1 : Real Time = 0.46 seconds Cpu Time = 0.30 seconds
TOTAL : Real Time = 4.21 seconds Cpu Time = 2.76 seconds
---------------ROOT 4.00/01 benchmarks summary (in ROOTMARKS)-----
For comparison, a Pentium IV 2.4Ghz is benchmarked at 600 ROOTMARKS
hsimple = 525.66 RealMARKS, = 409.52 CpuMARKS
hsum = 761.54 RealMARKS, = 306.38 CpuMARKS
fillrandom = 2400.00 RealMARKS, = 600.00 CpuMARKS
fit1 = 557.14 RealMARKS, = 300.00 CpuMARKS
tornado = 1650.00 RealMARKS, = 600.00 CpuMARKS
na49 = 842.42 RealMARKS, = 842.42 CpuMARKS
geometry = 633.33 RealMARKS, = 720.00 CpuMARKS
na49view = 535.14 RealMARKS, = 333.33 CpuMARKS
ntuple1 = 2334.78 RealMARKS, = 560.00 CpuMARKS
****************************************************
* Your machine is estimated at 783.36 ROOTMARKS *
****************************************************
This is the end of ROOT -- Goodbye
This archive was generated by hypermail 2b29 : Sun Jan 02 2005 - 05:50:05 MET