launch ends with non zero status: 1. Stop all computation
Dear all,
I am trying to generate events for a NLO VBF process (ZToNuNu+Jets). I first did:
./bin/mg5_aMC process_card.dat
This created a folder name after the process, and now I am trying to generate events with:
cd process_folder
./bin/generate_
But at some point it fails witht he following warning:
INFO: Idle: 2873, Running: 48, Completed: 103 [ 46m 59s ]
INFO: Idle: 2872, Running: 48, Completed: 104 [ 47m 24s ]
INFO: Idle: 2871, Running: 48, Completed: 105 [ 47m 26s ]
INFO: Idle: 2870, Running: 48, Completed: 106 [ 47m 32s ]
WARNING: program /scratch/
INFO: Idle: 2870, Running: 47, Completed: 107 [ 47m 35s ]
INFO: Idle: 2870, Running: 46, Completed: 108 [ 47m 35s ]
INFO: Idle: 2870, Running: 45, Completed: 109 [ 47m 35s ]
INFO: Idle: 2870, Running: 44, Completed: 110 [ 47m 35s ]
Since I did not have any log file, I followed a proposition on a similar thread so I have done the following thing:
cd SubProcesses/
chmod +x ./ajob1
./ajob1 1 F 0 0
vim GF1/log.txt
The log then reads:
==== LHAPDF6 USING DEFAULT-TYPE LHAGLUE INTERFACE ====
LHAPDF 6.1.6 loading /cvmfs/
NNPDF30_
======
INFO: MadFKS read these parameters from FKS_params.dat
======
> IRPoleCheckThre
> PrecisionVirtua
> NHelForMCoverHels = 4
> VirtualFraction = 1.0000000000000000
> MinVirtualFraction = 5.0000000000000
======
A PDF is used, so alpha_s(MZ) is going to be modified
Old value of alpha_s from param_card: 0.11799999999999999
New value of alpha_s from PDF lhapdf : 0.11800222660863767
using LHAPDF
******
* MadGraph/MadEvent *
* -------
* http://
* http://
* http://
* -------
* *
* PARAMETER AND COUPLING VALUES *
* *
******
External Params
-----
MU_R = 91.188000000000002
aEWM1 = 132.50700000000001
mdl_Gf = 1.1663900000000
aS = 0.11799999999999999
mdl_lamWS = 0.22530000000000000
mdl_AWS = 0.80800000000000005
mdl_rhoWS = 0.13200000000000001
mdl_etaWS = 0.34100000000000003
mdl_ymt = 173.00000000000000
mdl_ymtau = 1.7769999999999999
mdl_MT = 173.00000000000000
mdl_MZ = 91.188000000000002
mdl_MH = 125.00000000000000
mdl_MTA = 1.7769999999999999
mdl_WT = 1.4915000000000000
mdl_WZ = 2.4414039999999999
mdl_WW = 2.0476000000000001
mdl_WH = 6.3823389999999
Internal Params
-----
mdl_CKM33 = 1.0000000000000000
mdl_conjg__CKM3x3 = 1.0000000000000000
mdl_I4x33 = 0.0000000000000000
mdl_I1x33 = 0.0000000000000000
mdl_lhv = 1.0000000000000000
mdl_CKM3x3 = 1.0000000000000000
mdl_conjg__CKM33 = 1.0000000000000000
mdl_Ncol = 3.0000000000000000
mdl_CA = 3.0000000000000000
mdl_TF = 0.50000000000000000
mdl_CF = 1.3333333333333333
mdl_lamWS__exp__2 = 5.0760090000000
mdl_CKM11 = ( 0.97461995499999998 , 0.0000000000000000 )
mdl_CKM12 = ( 0.22530000000000000 , 0.0000000000000000 )
mdl_complexi = ( 0.0000000000000000 , 1.0000000000000000 )
mdl_lamWS__exp__3 = 1.1436248277000
mdl_CKM13 = ( 1.2197444962317
mdl_CKM21 = (-0.22530000000
mdl_CKM22 = ( 0.97461995499999998 , 0.0000000000000000 )
mdl_CKM23 = ( 4.1014152720000
mdl_CKM31 = ( 8.0207441115842
mdl_CKM32 = ( -4.101415272000
mdl_MZ__exp__2 = 8315.2513440000002
mdl_MZ__exp__4 = 69143404.913893804
mdl_sqrt__2 = 1.4142135623730951
mdl_MH__exp__2 = 15625.000000000000
mdl_CKM1x1 = ( 0.97461995499999998 , 0.0000000000000000 )
mdl_CKM1x2 = ( 0.22530000000000000 , 0.0000000000000000 )
mdl_CKM1x3 = ( 1.2197444962317
mdl_CKM2x1 = (-0.22530000000
mdl_CKM2x2 = ( 0.97461995499999998 , 0.0000000000000000 )
mdl_CKM2x3 = ( 4.1014152720000
mdl_CKM3x1 = ( 8.0207441115842
mdl_CKM3x2 = ( -4.101415272000
mdl_conjg__CKM1x3 = ( 1.2197444962317
mdl_conjg__CKM2x3 = ( 4.1014152720000
mdl_conjg__CKM2x1 = (-0.22530000000
mdl_conjg__CKM3x1 = ( 8.0207441115842
mdl_conjg__CKM2x2 = ( 0.97461995499999998 , -0.0000000000000000 )
mdl_conjg__CKM3x2 = ( -4.101415272000
mdl_Ncol__exp__2 = 9.0000000000000000
mdl_MT__exp__2 = 29929.000000000000
mdl_conjg__CKM11 = ( 0.97461995499999998 , -0.0000000000000000 )
mdl_conjg__CKM12 = ( 0.22530000000000000 , -0.0000000000000000 )
mdl_conjg__CKM13 = ( 1.2197444962317
mdl_conjg__CKM21 = (-0.22530000000
mdl_conjg__CKM22 = ( 0.97461995499999998 , -0.0000000000000000 )
mdl_conjg__CKM23 = ( 4.1014152720000
mdl_conjg__CKM31 = ( 8.0207441115842
mdl_conjg__CKM32 = ( -4.101415272000
mdl_aEW = 7.5467711139788
mdl_MW = 80.419002445756163
mdl_sqrt__aEW = 8.6872153846781
mdl_ee = 0.30795376724436879
mdl_MW__exp__2 = 6467.2159543705357
mdl_sw2 = 0.22224648578577766
mdl_cw = 0.88190334743339216
mdl_sqrt__sw2 = 0.47143025548407230
mdl_sw = 0.47143025548407230
mdl_g1 = 0.34919219678733299
mdl_gw = 0.65323293034757990
mdl_v = 246.21845810181637
mdl_v__exp__2 = 60623.529110035903
mdl_lam = 0.12886910601690263
mdl_yt = 0.99366614581500623
mdl_ytau = 1.0206617000654
mdl_muH = 88.388347648318430
mdl_AxialZUp = -0.185177018617
mdl_AxialZDown = 0.18517701861793787
mdl_VectorZUp = 7.5430507588273
mdl_VectorZDown = -0.130303763103
mdl_VectorAUp = 0.20530251149624587
mdl_VectorADown = -0.102651255748
mdl_VectorWmDxU = 0.23095271737156670
mdl_AxialWmDxU = -0.230952717371
mdl_VectorWpUxD = 0.23095271737156670
mdl_AxialWpUxD = -0.230952717371
mdl_I2x13 = ( 7.9699418879263
mdl_I2x23 = ( -4.075437505715
mdl_I2x33 = ( 0.99366614581500623 , 0.0000000000000000 )
mdl_I3x31 = ( 7.9699418879263
mdl_I3x32 = ( -4.075437505715
mdl_I3x33 = ( 0.99366614581500623 , 0.0000000000000000 )
mdl_Vector_tdGp = ( -7.969941887926
mdl_Vector_tsGp = ( 4.0754375057150
mdl_Vector_tbGp = (-0.99366614581
mdl_Axial_tdGp = ( -7.969941887926
mdl_Axial_tsGp = ( 4.0754375057150
mdl_Axial_tbGp = (-0.99366614581
mdl_Vector_tdGm = ( 7.9699418879263
mdl_Vector_tsGm = ( -4.075437505715
mdl_Vector_tbGm = ( 0.99366614581500623 , 0.0000000000000000 )
mdl_Axial_tdGm = ( -7.969941887926
mdl_Axial_tsGm = ( 4.0754375057150
mdl_Axial_tbGm = (-0.99366614581
mdl_gw__exp__2 = 0.42671326129048615
mdl_cw__exp__2 = 0.77775351421422245
mdl_ee__exp__2 = 9.4835522759998
mdl_sw__exp__2 = 0.22224648578577769
mdl_yt__exp__2 = 0.98737240933884918
Internal Params evaluated point by point
-----
mdl_sqrt__aS = 0.34351128074635334
mdl_G__exp__4 = 2.1987899468922913
mdl_G__exp__2 = 1.4828317324943823
mdl_R2MixedFac
mdl_GWcft_
mdl_tWcft_UV_1EPS_ = -1.878028328484
mdl_G__exp__3 = 1.8056676068262196
mdl_MU_R__exp__2 = 8315.2513440000002
mdl_GWcft_
mdl_tWcft_UV_FIN_ = -9.877821144346
Couplings of loop_sm-
-----
R2_DDA = 0.00000E+00 0.25704E-02
R2_UUA = -0.00000E+00 -0.51409E-02
R2_DDZ_V2 = 0.00000E+00 0.72127E-02
R2_UUZ_V2 = -0.00000E+00 -0.72127E-02
R2_UUZ_V5 = 0.00000E+00 0.68702E-03
R2_dxcW = 0.00000E+00 0.26059E-02
R2_sxcW = -0.00000E+00 -0.11273E-01
R2_bxuW = -0.36445E-04 -0.14108E-04
R2_uxsW = -0.00000E+00 -0.26059E-02
R2_uxbW = 0.36445E-04 -0.14108E-04
R2_cxbW = -0.00000E+00 -0.47438E-03
GC_5 = 0.00000E+00 0.12177E+01
R2_QQq = 0.00000E+00 0.12520E-01
GC_1 = -0.00000E+00 -0.10265E+00
GC_2 = 0.00000E+00 0.20530E+00
GC_7 = 0.00000E+00 0.57609E+00
GC_14 = 0.14555E-02 0.56341E-03
GC_15 = -0.00000E+00 -0.10407E+00
GC_17 = 0.00000E+00 0.18945E-01
GC_21 = -0.00000E+00 -0.28804E+00
GC_22 = 0.00000E+00 0.28804E+00
GC_23 = -0.00000E+00 -0.27437E-01
GC_28 = 0.00000E+00 0.37035E+00
GC_40 = 0.00000E+00 0.10407E+00
GC_41 = -0.14555E-02 0.56341E-03
GC_43 = 0.00000E+00 0.45018E+00
GC_47 = 0.00000E+00 0.46191E+00
Collider parameters:
------
Running at P P machine @ 13000.000000000000 GeV
PDF set = lhapdf
alpha_s(Mz)= 0.1180 running at 2 loops.
alpha_s(Mz)= 0.1180 running at 2 loops.
Renormalization scale set on event-by-event basis
Factorization scale set on event-by-event basis
Diagram information for clustering has been set-up for nFKSprocess 1
Diagram information for clustering has been set-up for nFKSprocess 2
Diagram information for clustering has been set-up for nFKSprocess 3
Diagram information for clustering has been set-up for nFKSprocess 4
Diagram information for clustering has been set-up for nFKSprocess 5
Diagram information for clustering has been set-up for nFKSprocess 6
getting user params
Enter number of events and iterations:
Number of events and iterations -1 12
Enter desired fractional accuracy:
Desired fractional accuracy: 2.9999999999999
Enter alpha, beta for G_soft
Enter alpha<0 to set G_soft=1 (no ME soft)
for G_soft: alpha= 1.0000000000000000 , beta= -0.100000000000
Enter alpha, beta for G_azi
Enter alpha>0 to set G_azi=0 (no azi corr)
for G_azi: alpha= 1.0000000000000000 , beta= -0.100000000000
Doing the S and H events together
Suppress amplitude (0 no, 1 yes)?
Using suppressed amplitude.
Exact helicity sum (0 yes, n = number/event)?
Do MC over helicities for the virtuals
Enter Configuration Number:
Running Configuration Number: 1
Enter running mode for MINT:
0 to set-up grids, 1 to integrate, 2 to generate events
MINT running mode: 0
Set the three folding parameters for MINT
xi_i, phi_i, y_ij
1 1 1
'all ', 'born', 'real', 'virt', 'novi' or 'grid'?
Enter 'born0' or 'virt0' to perform
a pure n-body integration (no S functions)
doing the all of this channel
Normal integration (Sfunction != 1)
Not subdividing B.W.
about to integrate 13 -1 12 1
imode is 0
#------
# FastJet release 3.1.3 [fjcore]
# M. Cacciari, G.P. Salam and G. Soyez
# A software package for jet finding and analysis at colliders
# http://
#
# Please cite EPJC72(2012)1896 [arXiv:1111.6097] if you use this package
# for scientific work and optionally PLB641(2006)57 [hep-ph/0512210].
#
# FastJet is provided without warranty under the terms of the GNU GPLv2.
# It uses T. Chan's closest pair algorithm, S. Fortune's Voronoi code
# and 3rd party plugin jet algorithms. See COPYING file for details.
#------
------- iteration 1
Update # PS points (even): 1040 --> 1040
Using random seed offsets: 1 , 20 , 0
with seed 33
Ranmar initialization seeds 11949 9427
Total number of FKS directories is 6
FKS process map (sum= 3 ) :
1 --> 2 : 1 5
2 --> 2 : 2 6
3 --> 1 : 3
4 --> 1 : 4
======
process combination map (specified per FKS dir):
1 map 1
1 inv. map 1
2 map 1
2 inv. map 1
3 map 1
3 inv. map 1
4 map 1
4 inv. map 1
5 map 1
5 inv. map 1
6 map 1
6 inv. map 1
======
nFKSprocess: 1. Absolute lower bound for tau at the Born is 0.00000E+00 0.00000E+00 0.13000E+05
nFKSprocess: 1. Lower bound for tau is 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 1. Lower bound for tau is (taking resonances into account) 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 2. Absolute lower bound for tau at the Born is 0.00000E+00 0.00000E+00 0.13000E+05
nFKSprocess: 2. Lower bound for tau is 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 2. Lower bound for tau is (taking resonances into account) 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 3. Absolute lower bound for tau at the Born is 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 3. Lower bound for tau is (taking resonances into account) 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 4. Absolute lower bound for tau at the Born is 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 4. Lower bound for tau is (taking resonances into account) 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 5. Absolute lower bound for tau at the Born is 0.00000E+00 0.00000E+00 0.13000E+05
nFKSprocess: 5. Lower bound for tau is 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 5. Lower bound for tau is (taking resonances into account) 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 6. Absolute lower bound for tau at the Born is 0.00000E+00 0.00000E+00 0.13000E+05
nFKSprocess: 6. Lower bound for tau is 0.23669E-05 0.20000E+02 0.13000E+05
nFKSprocess: 6. Lower bound for tau is (taking resonances into account) 0.23669E-05 0.20000E+02 0.13000E+05
bpower is 0.0000000000000000
Scale values (may change event by event):
muR, muR_reference: 0.172338D+03 0.172338D+03 1.00
muF1, muF1_reference: 0.242916D+03 0.242916D+03 1.00
muF2, muF2_reference: 0.242916D+03 0.242916D+03 1.00
QES, QES_reference: 0.462910D+03 0.462910D+03 1.00
muR_reference [functional form]:
FxFx merging scale
muF1_reference [functional form]:
FxFx merging scale
muF2_reference [functional form]:
FxFx merging scale
QES_reference [functional form]:
H_T/2 := sum_i mT(i)/2, i=final state
alpha_s= 0.10768360765031637
alpha_s value used for the virtuals is (for the first PS point): 0.10768360765031637
=====
{ }
{ [32m [0m }
{ [32m ,, [0m }
{ [32m`7MMM. ,MMF' `7MM `7MMF' [0m }
{ [32m MMMb dPMM MM MM [0m }
{ [32m M YM ,M MM ,6"Yb. ,M""bMM MM ,pW"Wq. ,pW"Wq.`7MMpdMAo. [0m }
{ [32m M Mb M' MM 8) MM ,AP MM MM 6W' `Wb 6W' `Wb MM `Wb [0m }
{ [32m M YM.P' MM ,pm9MM 8MI MM MM , 8M M8 8M M8 MM M8 [0m }
{ [32m M `YM' MM 8M MM `Mb MM MM ,M YA. ,A9 YA. ,A9 MM ,AP [0m }
{ [32m.JML. `' .JMML.`
{ [32m MM [0m }
{ [32m .JMML. [0m }
{ [32m[0mv2.5.1 (2016-11-04), Ref: arXiv:1103.0621v2, arXiv:1405.
{ [32m [0m }
{ }
=====
======
INFO: MadLoop read these parameters from ../MadLoop5_
======
> MLReductionLib = 6|7|1
> CTModeRun = -1
> MLStabThres = 1.0000000000000
> NRotations_DP = 0
> NRotations_QP = 0
> CTStabThres = 1.0000000000000
> CTLoopLibrary = 2
> CTModeInit = 1
> CheckCycle = 3
> MaxAttempts = 10
> UseLoopFilter = F
> HelicityFilterLevel = 2
> ImprovePSPoint = 2
> DoubleCheckHeli
> LoopInitStartOver = F
> HelInitStartOver = F
> ZeroThres = 1.0000000000000
> OSThres = 1.0000000000000
> WriteOutFilters = T
> UseQPIntegrandF
> UseQPIntegrandF
> IREGIMODE = 2
> IREGIRECY = T
> COLLIERMode = 1
> COLLIERRequired
> COLLIERCanOutput = F
> COLLIERComputeU
> COLLIERComputeI
> COLLIERGlobalCache = -1
> COLLIERUseCache
> COLLIERUseInter
======
-------
| You are using CutTools - Version 1.9.3 |
| Authors: G. Ossola, C. Papadopoulos, R. Pittau |
| Published in JHEP 0803:042,2008 |
| http://
| |
| Compiler with 34 significant digits detetected |
------
#######
# #
# You are using OneLOop-3.6 #
# #
# for the evaluation of 1-loop scalar 1-, 2-, 3- and 4-point functions #
# #
# author: Andreas van Hameren <email address hidden> #
# date: 18-02-2015 #
# #
# Please cite #
+----
| |
| Ninja - version 1.1.0 |
| |
| Author: Tiziano Peraro |
| |
| Based on: |
| |
| P. Mastrolia, E. Mirabella and T. Peraro, |
| "Integrand reduction of one-loop scattering amplitudes |
| through Laurent series expansion," |
| JHEP 1206 (2012) 095 [arXiv:1203.0291 [hep-ph]]. |
| |
| T. Peraro, |
| "Ninja: Automated Integrand Reduction via Laurent |
| Expansion for One-Loop Amplitudes," |
| Comput.Phys.Commun. 185 (2014) [arXiv:1403.1229 [hep-ph]] |
| |
+----
STOP 1
Thanks for using LHAPDF 6.1.6. Please make sure to cite the paper:
Eur.Phys.J. C75 (2015) 3, 132 (http://
# A. van Hameren, #
# Comput.Phys.Commun. 182 (2011) 2427-2438, arXiv:1007.4716 #
# A. van Hameren, C.G. Papadopoulos and R. Pittau, #
# JHEP 0909:106,2009, arXiv:0903.4665 #
# in publications with results obtained with the help of this program. #
# #
#######
#######
# #
# You are using OneLOop-3.6 #
# #
# for the evaluation of 1-loop scalar 1-, 2-, 3- and 4-point functions #
# #
# author: Andreas van Hameren <email address hidden> #
# date: 18-02-2015 #
# #
# Please cite #
# A. van Hameren, #
# Comput.Phys.Commun. 182 (2011) 2427-2438, arXiv:1007.4716 #
# A. van Hameren, C.G. Papadopoulos and R. Pittau, #
# JHEP 0909:106,2009, arXiv:0903.4665 #
# in publications with results obtained with the help of this program. #
# #
#######
---- POLES CANCELLED ----
Only 1 independent helicities: switching to explicitly summing over them
ERROR: INTEGRAL APPEARS TO BE ZERO.
TRIED 100880 PS POINTS AND ONLY 23 GAVE A NON-ZERO INTEGRAND.
Time in seconds: 5
Thanks a lot,
David
Question information
- Language:
- English Edit question
- Status:
- Answered
- Assignee:
- marco zaro Edit question
- Last query:
- Last reply:
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