Hadronic resonance production in
$d$+Au collisions at $\sqrt{s_{_{NN}}}$ = 200 GeV at RHIC
The STAR
Collaboration: B.I. Abelev, et al; Phys.
Rev.
C 78 (2008) 044906 ; 0801.0450
[nucl-ex]
Figure 2:
mass efficiency staterr
0.4 0.43915 0.0147926
0.44 0.368946 0.018513
0.48 0.328553 0.0159496
0.52 0.32019 0.0137419
0.56 0.285184 0.0126331
0.6 0.274776 0.0120638
0.64 0.273094 0.0112025
0.68 0.26473 0.00959099
0.72 0.259817 0.00787487
0.76 0.259881 0.00690968
0.8 0.275497 0.00748288
0.84 0.283171 0.00929099
0.88 0.29083 0.0118096
0.92 0.333675 0.0149
0.96 0.399105 0.0187647
1 0.364065 0.021469
1.04 0.379746 0.0246289
1.08 0.364724 0.0261985
1.12 0.405849 0.0301832
1.16 0.41026 0.0336317
1.2 0.361543 0.036327
1.24 0.367488 0.0381716
1.28 0.432364 0.0387663
1.32 0.415678 0.0422833
1.36 0.372832 0.0461601
1.4 0.466596 0.0518452
Figure 3:
K*0
Minbias
pt efficiency staterror
0.15 0.108506 0.00506364
0.4 0.0994828 0.00576857
0.6 0.110256 0.00626378
0.8 0.146119 0.00714003
1 0.142203 0.00704025
1.2 0.134352 0.00689252
1.4 0.115385 0.00629281
1.6 0.0810562 0.00518691
0-20%
pt efficiency staterror
0.15 0.133127 0.0152811
0.4 0.0909091 0.0143145
0.6 0.131183 0.017864
0.8 0.164 0.0195395
1 0.139764 0.0177081
1.2 0.129741 0.0171044
1.4 0.0952381 0.0143861
1.6 0.0753296 0.0123511
20-40%
pt efficiency staterror
0.15 0.12035 0.0121458
0.4 0.119237 0.014566
0.6 0.0958466 0.0129532
0.8 0.127625 0.0152477
1 0.140376 0.0152206
1.2 0.152381 0.0166953
1.4 0.110769 0.0137583
1.6 0.0861027 0.0118854
40-100%
pt efficiency staterror
0.15 0.0999681 0.00592624
0.4 0.0956762 0.00694406
0.6 0.109906 0.00775378
0.8 0.147276 0.00883224
1 0.143407 0.00888307
1.2 0.129995 0.00840976
1.4 0.12166 0.00806881
1.6 0.0809109 0.00650944
K*+-
Minbias
pt efficiency staterror
1.05 0.0534262 0.00243771
1.7 0.12725 0.00420561
2.3 0.172452 0.00500672
2.85 0.20753 0.00614335
3.35 0.222474 0.00640475
3.85 0.240529 0.00665805
0-20%
pt efficiency staterror
1.05 0.0556805 0.00278823
1.7 0.133488 0.0048434
2.3 0.181057 0.00575745
2.85 0.220433 0.007181
3.35 0.229951 0.00733138
3.85 0.250975 0.00763708
20-40%
pt efficiency staterror
1.05 0.0487805 0.0117748
1.7 0.129252 0.0222813
2.3 0.134426 0.0223604
2.85 0.20073 0.0296588
3.35 0.255319 0.0337128
3.85 0.193548 0.0287748
40-100%
pt efficiency staterror
1.05 0.0434783 0.00542596
1.7 0.0973646 0.00884404
2.3 0.138931 0.0109904
2.85 0.150566 0.0122789
3.35 0.177716 0.0138825
3.85 0.200187 0.0149918
Figure 4:
d+Au
mass eff staterr
1.115 0.211841 0.0251351
1.145 0.278129 0.0212705
1.175 0.287561 0.0170674
1.205 0.274786 0.0125441
1.235 0.262694 0.0111198
1.265 0.296432 0.0133765
1.295 0.277637 0.0167958
1.325 0.272934 0.0207626
1.355 0.265319 0.0266188
1.385 0.315119 0.0311078
1.415 0.253565 0.0337212
1.445 0.248712 0.0380737
1.475 0.242354 0.0455637
p+p
mass eff staterr
1.11 0.0714286 0.0739356
1.13 0.296296 0.119271
1.15 0.380952 0.158276
1.17 0.53125 0.15944
1.19 0.361702 0.102369
1.21 0.517241 0.116321
1.23 0.46875 0.0846855
1.25 0.36 0.0699714
1.27 0.291139 0.06898
1.29 0.253333 0.0650652
1.31 0.22 0.0732666
1.33 0.321429 0.123164
1.35 0.266667 0.10611
1.37 0.37037 0.137106
1.39 0.142857 0.0881733
1.41 0.4375 0.198259
1.43 0.3 0.197484
Figure 5:
pt eff staterr
0.7 0.120516 0.0098424
0.9 0.18853 0.0126739
1.1 0.227987 0.0148357
1.3 0.20785 0.0149651
1.55 0.0778653 0.00856902
Figure 6:
pt eff staterr
0.625 0.0256 0.001
1.125 0.0793 0.0037
1.325 0.107 0.0053
1.625 0.129 0.0078
1.875 0.128 0.0097
2.125 0.129 0.013
2.375 0.113 0.021
2.625 0.0952 0.024
3.125 0.0847 0.025
40-100%
pt eff staterr
1.25 0.09 0.0055
1.75 0.117 0.012
2.25 0.12 0.018
3 0.0951 0.039
20-40%
pt eff staterr
1.25 0.0899 0.0055
1.75 0.117 0.012
2.375 0.12 0.017
3.125 0.095 0.039
0-20%
pt eff staterr
1.25 0.096 0.0089
1.75 0.108 0.012
2.25 0.131 0.031
3. 0.071 0.049
Figure 7:
counts mass staterror
fSumw[41]=38469.6, x=0.405, error=1735.65
fSumw[42]=37312.4, x=0.415, error=1730.47
fSumw[43]=39187.1, x=0.425, error=1724.9
fSumw[44]=42951.7, x=0.435, error=1720.01
fSumw[45]=43276.7, x=0.445, error=1713.07
fSumw[46]=47903.5, x=0.455, error=1707.85
fSumw[47]=55997.8, x=0.465, error=1701.54
fSumw[48]=81045.9, x=0.475, error=1700.22
fSumw[49]=107095, x=0.485, error=1699.15
fSumw[50]=113774, x=0.495, error=1690.63
fSumw[51]=52616.9, x=0.505, error=1661.98
fSumw[52]=39796.5, x=0.515, error=1648.15
fSumw[53]=41779.1, x=0.525, error=1636.42
fSumw[54]=38663.7, x=0.535, error=1624.14
fSumw[55]=38638.9, x=0.545, error=1611.84
fSumw[56]=37694.7, x=0.555, error=1599.81
fSumw[57]=32359.8, x=0.565, error=1585.54
fSumw[58]=34001.1, x=0.575, error=1572.12
fSumw[59]=32819.4, x=0.585, error=1558.12
fSumw[60]=31576.7, x=0.595, error=1543.69
fSumw[61]=32102.9, x=0.605, error=1528.42
fSumw[62]=31189.5, x=0.615, error=1514.34
fSumw[63]=28040.5, x=0.625, error=1499.96
fSumw[64]=31426.1, x=0.635, error=1487.38
fSumw[65]=28423.5, x=0.645, error=1471.94
fSumw[66]=28360, x=0.655, error=1460.55
fSumw[67]=28247.7, x=0.665, error=1446.36
fSumw[68]=30808.1, x=0.675, error=1433.54
fSumw[69]=30937.9, x=0.685, error=1421.56
fSumw[70]=33070, x=0.695, error=1409.41
fSumw[71]=31659.3, x=0.705, error=1397.77
fSumw[72]=30413.1, x=0.715, error=1387.85
fSumw[73]=32370.8, x=0.725, error=1376.54
fSumw[74]=31302.6, x=0.735, error=1366.01
fSumw[75]=30492, x=0.745, error=1356.28
fSumw[76]=31165.5, x=0.755, error=1346.43
fSumw[77]=28860.6, x=0.765, error=1338.09
fSumw[78]=26549.7, x=0.775, error=1328.3
fSumw[79]=22154.1, x=0.785, error=1319.52
fSumw[80]=22364.6, x=0.795, error=1310.07
fSumw[81]=17644.6, x=0.805, error=1302.78
fSumw[82]=18385.2, x=0.815, error=1294.04
fSumw[83]=15518.3, x=0.825, error=1286.44
fSumw[84]=15640.1, x=0.835, error=1279.69
fSumw[85]=13792.3, x=0.845, error=1272.84
fSumw[86]=13692.3, x=0.855, error=1267.17
fSumw[87]=9642.73, x=0.865, error=1262.42
fSumw[88]=10777.7, x=0.875, error=1260.66
fSumw[89]=12635, x=0.885, error=1257.79
fSumw[90]=10329, x=0.895, error=1256.64
fSumw[91]=8789.87, x=0.905, error=1253.76
fSumw[92]=11460.9, x=0.915, error=1250.11
fSumw[93]=10161.3, x=0.925, error=1246.75
fSumw[94]=9502.18, x=0.935, error=1242.02
fSumw[95]=10352.3, x=0.945, error=1236.99
fSumw[96]=9627.59, x=0.955, error=1229.72
fSumw[97]=10605.5, x=0.965, error=1221.61
fSumw[98]=10146.7, x=0.975, error=1212.4
fSumw[99]=9712.3, x=0.985, error=1200.76
fSumw[100]=8245.96, x=0.995, error=1188.12
fSumw[101]=7809.66, x=1.005, error=1175.41
fSumw[102]=7622.11, x=1.015, error=1162.67
fSumw[103]=5686.63, x=1.025, error=1149.7
fSumw[104]=5954.37, x=1.035, error=1136.63
fSumw[105]=8675.75, x=1.045, error=1122.68
fSumw[106]=3683.95, x=1.055, error=1109.22
fSumw[107]=2342.75, x=1.065, error=1096.19
fSumw[108]=4723.09, x=1.075, error=1083.17
fSumw[109]=4464.15, x=1.085, error=1068.45
fSumw[110]=5882.04, x=1.095, error=1055.17
fSumw[111]=4119.06, x=1.105, error=1042.05
fSumw[112]=4201.83, x=1.115, error=1029.93
fSumw[113]=3557.53, x=1.125, error=1014.14
fSumw[114]=2980.25, x=1.135, error=1002.02
fSumw[115]=3648.08, x=1.145, error=988.393
fSumw[116]=318.528, x=1.155, error=975.792
fSumw[117]=3831.62, x=1.165, error=961.618
fSumw[118]=2646.99, x=1.175, error=949.609
fSumw[119]=3183.65, x=1.185, error=937.088
fSumw[120]=1608.55, x=1.195, error=923.431
fSumw[121]=2439.28, x=1.205, error=911.587
fSumw[122]=2323.67, x=1.215, error=898.416
fSumw[123]=1051.24, x=1.225, error=887.303
fSumw[124]=2524.62, x=1.235, error=875.187
fSumw[125]=637.611, x=1.245, error=862.331
fSumw[126]=1853.56, x=1.255, error=850.354
fSumw[127]=1374.6, x=1.265, error=839.41
fSumw[128]=3125.83, x=1.275, error=827.452
fSumw[129]=2223.8, x=1.285, error=816.882
fSumw[130]=646.565, x=1.295, error=804.932
fSumw[131]=1965.45, x=1.305, error=793.552
fSumw[132]=-165.363, x=1.315, error=784.043
fSumw[133]=1185.48, x=1.325, error=772.188
fSumw[134]=1331.39, x=1.335, error=761.107
fSumw[135]=2235.55, x=1.345, error=750.983
fSumw[136]=-284.913, x=1.355, error=740.647
fSumw[137]=206.333, x=1.365, error=730.417
fSumw[138]=430.078, x=1.375, error=720.794
fSumw[139]=381.69, x=1.385, error=711.131
fSumw[140]=195.19, x=1.395, error=702.195
fSumw[141]=600.253, x=1.405, error=691.876
fSumw[142]=103.267, x=1.415, error=682.772
fSumw[143]=-993.949, x=1.425, error=673.352
fSumw[144]=872.598, x=1.435, error=664.663
fSumw[145]=1251.44, x=1.445, error=655.566
fSumw[146]=477.284, x=1.455, error=647.047
fSumw[147]=1362.78, x=1.465, error=636.92
fSumw[148]=-475.566, x=1.475, error=628.851
fSumw[149]=-1213.03, x=1.485, error=620.142
fSumw[150]=721.273, x=1.495, error=611.698
Figure 8:
Top
0-20%
pt Mass staterror
0.3 0.714734 0.00372019
0.5 0.707198 0.00420177
0.7 0.713241 0.00371401
0.9 0.724458 0.00364733
1.1 0.716534 0.00375063
1.3 0.729284 0.00457365
1.5 0.742355 0.00447043
1.7 0.734619 0.00478315
1.9 0.753114 0.00604849
2.1 0.738095 0.00718661
2.3 0.763243 0.00668453
2.5 0.74318 0.00867423
20-40%
pt Mass staterror
0.3 0.719128 0.00315512
0.5 0.711305 0.00420941
0.7 0.727354 0.00340878
0.9 0.722224 0.00313888
1.1 0.722225 0.00382117
1.3 0.719396 0.00400099
1.5 0.739521 0.00434716
1.7 0.749655 0.00494094
1.9 0.747375 0.00527242
2.1 0.752882 0.00641617
2.3 0.750781 0.00596156
2.5 0.762086 0.00775215
2.7 0.756431 0.00911831
2.9 0.762348 0.0138366
3.1 0.775014 0.0108389
3.3 0.748377 0.0122662
40-100%
pt Mass staterror
0.3 0.721006 0.00249983
0.5 0.727749 0.00210821
0.7 0.735557 0.00232732
0.9 0.730135 0.00215774
1.1 0.730394 0.00280779
1.3 0.727209 0.00295576
1.5 0.7392 0.00303848
1.7 0.742297 0.00405568
1.9 0.746242 0.00414647
2.1 0.741181 0.00526007
2.3 0.752708 0.00563966
2.5 0.762087 0.00649412
2.7 0.770088 0.00867695
2.9 0.779983 0.0124443
3.1 0.765476 0.0100728
3.3 0.747641 0.0109029
3.5 0.761591 0.0135728
3.7 0.771192 0.0154356
Minbias
pt Mass staterror
0.3 0.71773 0.00133884
0.5 0.720657 0.00157888
0.7 0.725979 0.00147766
0.9 0.725699 0.00127659
1.1 0.722141 0.00157567
1.3 0.726454 0.00168771
1.5 0.738228 0.00175393
1.7 0.739848 0.00212261
1.9 0.744708 0.00221716
2.1 0.742499 0.00293973
2.3 0.749477 0.00281982
2.5 0.749696 0.00349641
2.7 0.759778 0.00428218
2.9 0.767877 0.00540576
3.1 0.755099 0.00693713
3.3 0.759751 0.0056974
3.5 0.746666 0.0068832
3.7 0.757719 0.00804344
3.9 0.76328 0.00972263
Bottom
p+p
pt mass staterror
0.3 0.729556 0.00127288
0.5 0.741178 0.00148573
0.7 0.747395 0.00183287
0.9 0.746612 0.00217845
1.1 0.74684 0.00263015
1.3 0.743203 0.00255436
1.5 0.754223 0.00306775
1.7 0.746066 0.00317138
1.9 0.745867 0.00357891
2.1 0.74547 0.00377249
2.3 0.745894 0.00445753
2.5 0.745201 0.00531525
2.7 0.743976 0.00577566
High Multiplicity p+p
pt mass staterror
0.3 0.713233 0.00257241
0.5 0.726223 0.0027859
0.7 0.732482 0.00347009
0.9 0.737796 0.00365028
1.1 0.726911 0.00457968
1.3 0.726408 0.00374998
1.5 0.751706 0.00581577
1.7 0.736242 0.00490435
1.9 0.741149 0.00572463
2.1 0.739254 0.00561852
2.3 0.746279 0.00609937
2.5 0.742417 0.00780008
2.7 0.741063 0.00932221
Minimum bias d+Au
pt mass staterror syserror+ syserror-
0.3 0.71773 0.00133884 0.0363919 0.0104403
0.5 0.720657 0.00157888 0.0362055 0.0104403
0.7 0.725979 0.00147766 0.0259739 0.0104403
0.9 0.725699 0.00127659 0.0223919 0.0104403
1.1 0.722141 0.00157567 0.0239149 0.0104403
1.3 0.726454 0.00168771 0.013216 0.0104403
1.5 0.738228 0.00175393 0.012926 0.0104403
1.7 0.739848 0.00212261 0.00869025 0.0104403
1.9 0.744708 0.00221716 0.0104403 0.0104403
2.1 0.742499 0.00293973 0.0104403 0.0104403
2.3 0.749477 0.00281982 0.0104403 0.0104403
2.5 0.749696 0.00349641 0.0104403 0.0104403
2.7 0.759778 0.00428218 0.0104403 0.0104403
2.9 0.767877 0.00540576 0.0104403 0.0104403
3.1 0.755099 0.00693713 0.0104403 0.0104403
3.3 0.759751 0.0056974 0.0104403 0.0104403
3.5 0.746666 0.0068832 0.0104403 0.0104403
3.7 0.757719 0.00804344 0.0104403 0.0104403
3.9 0.76328 0.00972263 0.0104403 0.0104403
Figure 9:
mass crosssection totalerror
0.54955 6.21072 2.13494
0.566366 8.02218 2.13494
0.587988 7.31054 2.07024
0.60961 6.14603 1.9732
0.628829 7.24584 1.9085
0.648048 8.66913 1.9085
0.664865 13.7153 1.9732
0.684084 16.3031 1.81147
0.703303 23.8725 1.77911
0.72012 30.9242 1.74677
0.739339 32.6063 1.71442
0.758559 30.4067 1.64972
0.78018 30.8595 1.58503
0.801802 23.0961 1.55269
0.825826 14.0388 1.52033
0.847447 11.1922 1.42329
0.869069 6.5342 1.39094
0.888288 6.72828 1.32625
0.90991 4.07579 1.29391
0.926727 4.72274 1.19686
0.948348 4.65804 1.19686
0.967568 5.62847 1.19686
0.989189 6.4695 1.16452
1.00841 2.71719 1.06747
1.03003 2.07024 1.06747
1.04925 1.87616 1.00277
1.07087 1.09982 0.970425
1.09009 2.52311 1.00277
1.10931 2.13494 0.90573
Figure 10:
Top
K*0
counts mass staterror
fSumw[75]=4361.35, x=0.745, error=425.961
fSumw[76]=3089.7, x=0.755, error=427.981
fSumw[77]=3871.76, x=0.765, error=431.246
fSumw[78]=3929.44, x=0.775, error=432.878
fSumw[79]=4523.34, x=0.785, error=434.737
fSumw[80]=4006.39, x=0.795, error=435.376
fSumw[81]=4321.38, x=0.805, error=436.552
fSumw[82]=4508.93, x=0.815, error=437.461
fSumw[83]=4540.38, x=0.825, error=437.511
fSumw[84]=3852.5, x=0.835, error=436.997
fSumw[85]=5146.67, x=0.845, error=438.533
fSumw[86]=6560.44, x=0.855, error=439.697
fSumw[87]=8098.89, x=0.865, error=440.502
fSumw[88]=10660.1, x=0.875, error=442.319
fSumw[89]=10706.2, x=0.885, error=440.912
fSumw[90]=9510.56, x=0.895, error=438.063
fSumw[91]=6943.7, x=0.905, error=432.181
fSumw[92]=4872.41, x=0.915, error=427.244
fSumw[93]=3364.18, x=0.925, error=421.961
fSumw[94]=3156.09, x=0.935, error=417.468
fSumw[95]=2559.64, x=0.945, error=412.552
fSumw[96]=2363.21, x=0.955, error=407.22
fSumw[97]=2236.53, x=0.965, error=401.864
fSumw[98]=1465.61, x=0.975, error=394.821
fSumw[99]=1752.37, x=0.985, error=388.421
fSumw[100]=972.592, x=0.995, error=380.408
fSumw[101]=1663.07, x=1.005, error=374.354
fSumw[102]=1342, x=1.015, error=366.569
fSumw[103]=1663.79, x=1.025, error=360.103
fSumw[104]=1010.53, x=1.035, error=352.439
fSumw[105]=574.038, x=1.045, error=345.375
fSumw[106]=704.892, x=1.055, error=339.085
fSumw[107]=858.095, x=1.065, error=333.192
fSumw[108]=170.712, x=1.075, error=326.003
fSumw[109]=591.644, x=1.085, error=320.691
fSumw[110]=1197.79, x=1.095, error=315.999
fSumw[111]=514.183, x=1.105, error=309.391
fSumw[112]=472.748, x=1.115, error=303.707
fSumw[113]=784.546, x=1.125, error=299.014
fSumw[114]=377.848, x=1.135, error=293.549
fSumw[115]=620.867, x=1.145, error=288.946
fSumw[116]=489.878, x=1.155, error=284.159
fSumw[117]=713.197, x=1.165, error=279.643
fSumw[118]=142.691, x=1.175, error=274.706
fSumw[119]=481.747, x=1.185, error=270.967
fSumw[120]=610.119, x=1.195, error=267.479
Bottom
K*+-
counts mass staterror
fSumw[65]=1588.55, x=0.645, error=285.751
fSumw[66]=1689.46, x=0.655, error=344.027
fSumw[67]=2412.34, x=0.665, error=375.881
fSumw[68]=2076.67, x=0.675, error=395.582
fSumw[69]=2712.08, x=0.685, error=410.342
fSumw[70]=3511.04, x=0.695, error=421.552
fSumw[71]=3842.78, x=0.705, error=430.512
fSumw[72]=3515.36, x=0.715, error=436.745
fSumw[73]=4690.22, x=0.725, error=443.295
fSumw[74]=4427.45, x=0.735, error=447.308
fSumw[75]=4148.79, x=0.745, error=450.339
fSumw[76]=4078.37, x=0.755, error=453.742
fSumw[77]=3529.57, x=0.765, error=455.902
fSumw[78]=3774.31, x=0.775, error=458.89
fSumw[79]=3719.4, x=0.785, error=460.571
fSumw[80]=3341.24, x=0.795, error=462.852
fSumw[81]=2902.53, x=0.805, error=464.188
fSumw[82]=4159.14, x=0.815, error=467.08
fSumw[83]=3971.33, x=0.825, error=468.441
fSumw[84]=4398.91, x=0.835, error=470.947
fSumw[85]=5636.99, x=0.845, error=473.617
fSumw[86]=5895.7, x=0.855, error=475.114
fSumw[87]=8540.46, x=0.865, error=479.666
fSumw[88]=10998.5, x=0.875, error=483.534
fSumw[89]=12107.5, x=0.885, error=486.176
fSumw[90]=10952.4, x=0.895, error=486.098
fSumw[91]=8984.05, x=0.905, error=485.182
fSumw[92]=6056.66, x=0.915, error=482.895
fSumw[93]=3302.19, x=0.925, error=481.514
fSumw[94]=2814.94, x=0.935, error=481.738
fSumw[95]=1859.16, x=0.945, error=481.326
fSumw[96]=891.38, x=0.955, error=481.714
fSumw[97]=1084.42, x=0.965, error=482.354
fSumw[98]=274.41, x=0.975, error=482.114
fSumw[99]=-29.305, x=0.985, error=482.414
fSumw[100]=-283.302, x=0.995, error=482.249
fSumw[101]=-76.3725, x=1.005, error=482.57
fSumw[102]=-827.01, x=1.015, error=481.657
fSumw[103]=-89.875, x=1.025, error=482.762
fSumw[104]=-1702.47, x=1.035, error=480.703
fSumw[105]=-648.512, x=1.045, error=481.58
fSumw[106]=-1768.34, x=1.055, error=479.786
fSumw[107]=-1332.28, x=1.065, error=479.842
fSumw[108]=-762.597, x=1.075, error=479.565
fSumw[109]=-922.43, x=1.085, error=478.763
fSumw[110]=-1485.88, x=1.095, error=477.206
fSumw[111]=-1447.94, x=1.105, error=475.655
fSumw[112]=-1416.81, x=1.115, error=474.978
Figure 11:
Top
Mass
K*0
pt mass staterror syserror
0.15 0.8836 0.0016 0.0055
0.4 0.8831 0.0011 0.0064
0.6 0.8873 0.0011 0.0056
0.8 0.8884 0.0009 0.004
1 0.8907 0.0009 0.0045
1.2 0.8899 0.0009 0.0047
1.4 0.8925 0.0013 0.0043
1.6 0.8918 0.0013 0.0023
K*+-
pt mass staterror syserror
1.05 0.8869 0.0015 0.0045
1.7 0.8905 0.0014 0.0053
2.3 0.891 0.002 0.0063
2.85 0.8882 0.002 0.0093
3.35 0.8873 0.0036 0.003
3.85 0.8874 0.0028 0.003
Bottom
Width
K*0
pt width staterror syserror
0.15 0.05969 0.0054 0.0156
0.4 0.05997 0.0027 0.019
0.6 0.0453 0.0034 0.01
0.8 0.0557 0.0037 0.0068
1 0.04434 0.003 0.027
1.2 0.03909 0.0032 0.013
1.4 0.0499 0.0055 0.018
1.6 0.05435 0.0053 0.017
K*+-
pt width staterror syserror
1.05 0.0508 0.0058 0.0075
1.7 0.05494 0.0053 0.011
2.3 0.05329 0.0064 0.016
2.85 0.0551 0.007 0.018
3.35 0.0565 0.0103 0.0095
3.85 0.0326 0.0079 0.029
Figure 12:
Top
Delta++ Minimum bias d+Au
counts mass staterror
fSumw[48]=-27.8981, x=1.075, error=40.6047
fSumw[49]=78.8022, x=1.085, error=225.339
fSumw[50]=1012.29, x=1.095, error=329.974
fSumw[51]=2436.05, x=1.105, error=387.121
fSumw[52]=3400.47, x=1.115, error=422.627
fSumw[53]=5369.39, x=1.125, error=448.707
fSumw[54]=6732.49, x=1.135, error=466.45
fSumw[55]=6436.98, x=1.145, error=478.076
fSumw[56]=6735.65, x=1.155, error=485.41
fSumw[57]=8611.49, x=1.165, error=491.302
fSumw[58]=8164.31, x=1.175, error=493.556
fSumw[59]=8243.77, x=1.185, error=494.589
fSumw[60]=7581.23, x=1.195, error=494.094
fSumw[61]=6550.34, x=1.205, error=492.437
fSumw[62]=5796.9, x=1.215, error=491.009
fSumw[63]=4994.84, x=1.225, error=489.716
fSumw[64]=2392.77, x=1.235, error=486.889
fSumw[65]=2534.59, x=1.245, error=486.546
fSumw[66]=2042.91, x=1.255, error=484.103
fSumw[67]=1351.85, x=1.265, error=480.339
fSumw[68]=1391.1, x=1.275, error=475.923
fSumw[69]=911.999, x=1.285, error=470.23
fSumw[70]=325.141, x=1.295, error=463.869
fSumw[71]=648.064, x=1.305, error=457.952
fSumw[72]=1423.78, x=1.315, error=452.746
fSumw[73]=471.916, x=1.325, error=444.886
fSumw[74]=646.43, x=1.335, error=437.65
fSumw[75]=909.293, x=1.345, error=430.631
fSumw[76]=1069.21, x=1.355, error=423.301
fSumw[77]=737.351, x=1.365, error=414.961
fSumw[78]=1793.59, x=1.375, error=408.61
fSumw[79]=726.631, x=1.385, error=399.645
fSumw[80]=571.799, x=1.395, error=391.715
fSumw[81]=474.762, x=1.405, error=383.362
fSumw[82]=451.457, x=1.415, error=375.414
fSumw[83]=606.68, x=1.425, error=367.547
fSumw[84]=670.956, x=1.435, error=359.027
fSumw[85]=173.32, x=1.445, error=349.919
fSumw[86]=793.041, x=1.455, error=342.179
fSumw[87]=1062.45, x=1.465, error=333.666
fSumw[88]=1171.6, x=1.475, error=325.239
fSumw[89]=296.733, x=1.485, error=315.666
fSumw[90]=451.347, x=1.495, error=307.306
fSumw[91]=390.797, x=1.505, error=298.553
fSumw[92]=811.15, x=1.515, error=290.96
fSumw[93]=967.661, x=1.525, error=282.738
fSumw[94]=884.768, x=1.535, error=274.749
fSumw[95]=626.963, x=1.545, error=266.547
fSumw[96]=115.062, x=1.555, error=258.06
fSumw[97]=178.517, x=1.565, error=250.764
fSumw[98]=567.689, x=1.575, error=244.555
fSumw[99]=885.167, x=1.585, error=237.928
fSumw[100]=315.782, x=1.595, error=230.295
fSumw[101]=730.723, x=1.605, error=224.408
fSumw[102]=521.974, x=1.615, error=217.257
fSumw[103]=286.268, x=1.625, error=210.149
fSumw[104]=485.4, x=1.635, error=204.038
fSumw[105]=394.152, x=1.645, error=197.26
fSumw[106]=522.142, x=1.655, error=190.921
fSumw[107]=508.882, x=1.665, error=184.52
fSumw[108]=730.003, x=1.675, error=179.227
fSumw[109]=650.23, x=1.685, error=172.043
fSumw[110]=536.95, x=1.695, error=165.993
fSumw[111]=599.524, x=1.705, error=159.446
fSumw[112]=250.094, x=1.715, error=152.271
fSumw[113]=231.478, x=1.725, error=145.956
fSumw[114]=228.736, x=1.735, error=139.75
fSumw[115]=369.889, x=1.745, error=133.94
fSumw[116]=454.587, x=1.755, error=128.539
fSumw[117]=209.401, x=1.765, error=121.278
fSumw[118]=239.504, x=1.775, error=115.533
fSumw[119]=116.158, x=1.785, error=109.046
fSumw[120]=315.312, x=1.795, error=103.46
fSumw[121]=202.243, x=1.805, error=97.2807
fSumw[122]=175.309, x=1.815, error=91.0079
fSumw[123]=372.222, x=1.825, error=86.1247
fSumw[124]=151.324, x=1.835, error=78.9157
fSumw[125]=201.577, x=1.845, error=73.2797
fSumw[126]=177.768, x=1.855, error=67.0098
fSumw[127]=74.1329, x=1.865, error=60.5848
fSumw[128]=102.29, x=1.875, error=54.36
fSumw[129]=86.2452, x=1.885, error=48.0836
fSumw[130]=58.3791, x=1.895, error=41.2483
fSumw[131]=50.194, x=1.905, error=35.5682
fSumw[132]=15.6347, x=1.915, error=28.9347
fSumw[133]=1.6572, x=1.925, error=22.979
fSumw[134]=35.332, x=1.935, error=18.2308
fSumw[135]=2.7607, x=1.945, error=12.0444
fSumw[136]=-3.074, x=1.955, error=6.93212
fSumw[137]=-0.5947, x=1.965, error=2.36933
Bottom
Delta++ Minimum bias p+p
counts mass staterror
fSumw[9]=403.32, x=1.085, error=47.5228
fSumw[10]=694.56, x=1.095, error=69.7954
fSumw[11]=836.4, x=1.105, error=82.0403
fSumw[12]=1056.8, x=1.115, error=90.1422
fSumw[13]=1154.08, x=1.125, error=95.4312
fSumw[14]=1354.04, x=1.135, error=99.9862
fSumw[15]=1385.32, x=1.145, error=102.333
fSumw[16]=1612.12, x=1.155, error=105.448
fSumw[17]=1767.12, x=1.165, error=107.172
fSumw[18]=1886.8, x=1.175, error=108.57
fSumw[19]=1964.4, x=1.185, error=108.988
fSumw[20]=1977.32, x=1.195, error=108.631
fSumw[21]=1649.32, x=1.205, error=105.863
fSumw[22]=1413.6, x=1.215, error=102.99
fSumw[23]=1425.16, x=1.225, error=101.576
fSumw[24]=1198.6, x=1.235, error=99.1374
fSumw[25]=963.24, x=1.245, error=96.5962
fSumw[26]=847.28, x=1.255, error=94.8564
fSumw[27]=839.6, x=1.265, error=93.5989
fSumw[28]=803.04, x=1.275, error=92.1143
fSumw[29]=838.6, x=1.285, error=90.7462
fSumw[30]=786.92, x=1.295, error=89.027
fSumw[31]=874.84, x=1.305, error=88.2318
fSumw[32]=625.64, x=1.315, error=85.4741
fSumw[33]=709.36, x=1.325, error=84.5007
fSumw[34]=754.64, x=1.335, error=82.931
fSumw[35]=682, x=1.345, error=81.0965
fSumw[36]=731.2, x=1.355, error=79.9184
fSumw[37]=690.28, x=1.365, error=77.9067
fSumw[38]=530.8, x=1.375, error=75.89
fSumw[39]=434.4, x=1.385, error=73.4981
fSumw[40]=699.28, x=1.395, error=74.0134
fSumw[41]=436.88, x=1.405, error=70.8938
fSumw[42]=464.48, x=1.415, error=69.6641
fSumw[43]=503.24, x=1.425, error=68.6028
fSumw[44]=530.96, x=1.435, error=67.2107
fSumw[45]=341.28, x=1.445, error=64.589
fSumw[46]=443.52, x=1.455, error=64.1732
fSumw[47]=402.68, x=1.465, error=62.8298
fSumw[48]=407.36, x=1.475, error=61.1632
fSumw[49]=442.24, x=1.485, error=60.4654
fSumw[50]=450.44, x=1.495, error=59.2419
fSumw[51]=274, x=1.505, error=56.7091
fSumw[52]=298.24, x=1.515, error=55.5955
fSumw[53]=404.24, x=1.525, error=55.3048
fSumw[54]=273.2, x=1.535, error=53.0289
fSumw[55]=242.84, x=1.545, error=51.5338
fSumw[56]=244.16, x=1.555, error=50.3133
fSumw[57]=323.24, x=1.565, error=49.8078
fSumw[58]=284.16, x=1.575, error=48.153
fSumw[59]=302.28, x=1.585, error=46.9683
fSumw[60]=335.44, x=1.595, error=46.0222
fSumw[61]=245.64, x=1.605, error=43.978
fSumw[62]=165.04, x=1.615, error=41.8769
fSumw[63]=229.96, x=1.625, error=41.2558
fSumw[64]=210.68, x=1.635, error=39.7279
fSumw[65]=204.24, x=1.645, error=38.2243
fSumw[66]=162.24, x=1.655, error=36.5062
fSumw[67]=149.6, x=1.665, error=35.2254
fSumw[68]=169.28, x=1.675, error=34.3019
fSumw[69]=207.36, x=1.685, error=33.5889
fSumw[70]=149.76, x=1.695, error=31.8097
fSumw[71]=131.2, x=1.705, error=30.2679
fSumw[72]=122.36, x=1.715, error=28.9857
fSumw[73]=119.52, x=1.725, error=27.985
fSumw[74]=122.2, x=1.735, error=27.0589
fSumw[75]=68.64, x=1.745, error=24.7441
fSumw[76]=80.32, x=1.755, error=23.7448
fSumw[77]=111.84, x=1.765, error=23.6003
fSumw[78]=59.56, x=1.775, error=21.1602
fSumw[79]=76.8, x=1.785, error=20.6363
fSumw[80]=69.08, x=1.795, error=19.3275
fSumw[81]=53.04, x=1.805, error=18.1812
fSumw[82]=51.64, x=1.815, error=16.923
fSumw[83]=21.36, x=1.825, error=15.2883
fSumw[84]=40.6, x=1.835, error=14.9155
fSumw[85]=16.52, x=1.845, error=12.8871
fSumw[86]=24.84, x=1.855, error=12.0819
fSumw[87]=12.16, x=1.865, error=10.654
fSumw[88]=7.12, x=1.875, error=9.26447
fSumw[89]=17.4, x=1.885, error=8.92233
fSumw[90]=18.08, x=1.895, error=7.9595
fSumw[91]=14.04, x=1.905, error=6.73178
fSumw[92]=11.28, x=1.915, error=5.98478
fSumw[93]=4.16, x=1.925, error=4.1167
fSumw[94]=4.32, x=1.935, error=3.55168
fSumw[95]=2.12, x=1.945, error=2.28701
fSumw[96]=-0.2, x=1.955, error=1.0469
fSumw[97]=0.84, x=1.965, error=1.00638
Figure 13:
Top
Mass
pt mass ststerror syserror
0.3 1.204 0.003 0.0160963
0.5 1.174 0.002 0.0148661
0.7 1.18 0.002 0.00514198
0.9 1.179 0.001 0.00501597
1.1 1.188 0.001 0.00500899
1.3 1.191 0.002 0.00502494
1.5 1.192 0.003 0.0245153
Bottom
Width
pt mass ststerror syserror
0.3 0.0946 0.0045 0.0260768
0.5 0.0986 0.0036 0.0131529
0.7 0.1097 0.0033 0.0111803
0.9 0.1173 0.0027 0.0200998
1.1 0.1224 0 0.0181108
1.3 0.1029 0.0074 0.0320624
1.5 0.076 0.005 0.0260768
Figure 14:
Top
Mass
pt mass staterror syserror
0.3 1.19062 0.00270307 0.01
0.5 1.1794 0.0032125 0.01
0.7 1.18815 0.00268268 0.01
0.9 1.19803 0.00199262 0.01
1.1 1.19502 0.00186712 0.01
1.3 1.19569 0.00232823 0.01
1.5 1.20305 0.00600217 0.01
Bottom
Width
pt mass staterror syserror
0.3 0.0993197 0.0102585 0.015
0.5 0.173491 0.0146147 0.015
0.7 0.117469 0.0109176 0.015
0.9 0.120487 0.0073739 0.015
1.1 0.131955 0.00748366 0.015
1.3 0.0885197 0.00527961 0.015
1.5 0.123844 0.018954 0.015
Figure 15:
counts pt staterror
fSumw[126]=333.518, x=1.255, error=81.0543
fSumw[127]=711.47, x=1.265, error=173.669
fSumw[128]=922.022, x=1.275, error=210.445
fSumw[129]=1593.12, x=1.285, error=234.005
fSumw[130]=1597.65, x=1.295, error=249.885
fSumw[131]=2502.57, x=1.305, error=263.142
fSumw[132]=6589.4, x=1.315, error=280.005
fSumw[133]=7198.01, x=1.325, error=288.232
fSumw[134]=4067.06, x=1.335, error=289.078
fSumw[135]=3229.26, x=1.345, error=293.205
fSumw[136]=3412.36, x=1.355, error=298.166
fSumw[137]=4595.03, x=1.365, error=304.461
fSumw[138]=5794.62, x=1.375, error=310.392
fSumw[139]=5179.21, x=1.385, error=312.962
fSumw[140]=3912.77, x=1.395, error=314.083
fSumw[141]=3210.3, x=1.405, error=315.78
fSumw[142]=1488.06, x=1.415, error=316.644
fSumw[143]=1847.92, x=1.425, error=319.038
fSumw[144]=2285.14, x=1.435, error=322.081
fSumw[145]=565.273, x=1.445, error=321.662
fSumw[146]=1012.58, x=1.455, error=323.775
fSumw[147]=802.9, x=1.465, error=324.903
fSumw[148]=420.173, x=1.475, error=325.03
fSumw[149]=815.1, x=1.485, error=326.121
fSumw[150]=651.344, x=1.495, error=326.552
fSumw[151]=750.85, x=1.505, error=327.207
fSumw[152]=222.576, x=1.515, error=326.385
fSumw[153]=858.452, x=1.525, error=326.843
fSumw[154]=640.95, x=1.535, error=326.084
fSumw[155]=374.339, x=1.545, error=325.272
fSumw[156]=500.032, x=1.555, error=324.522
fSumw[157]=733.652, x=1.565, error=323.759
fSumw[158]=319.18, x=1.575, error=321.853
fSumw[159]=-38.1545, x=1.585, error=320.31
fSumw[160]=99.0089, x=1.595, error=318.66
fSumw[161]=319.238, x=1.605, error=318.035
fSumw[162]=218.348, x=1.615, error=315.849
fSumw[163]=538.192, x=1.625, error=314.583
fSumw[164]=11.0904, x=1.635, error=311.945
fSumw[165]=-47.2876, x=1.645, error=310.068
fSumw[166]=66.7753, x=1.655, error=308.063
fSumw[167]=167.229, x=1.665, error=306.132
fSumw[168]=156.073, x=1.675, error=303.991
fSumw[169]=209.776, x=1.685, error=301.726
fSumw[170]=-70.5423, x=1.695, error=299.145
fSumw[171]=296.104, x=1.705, error=297.427
fSumw[172]=-181.852, x=1.715, error=294.25
fSumw[173]=-194.808, x=1.725, error=292.14
fSumw[174]=81.1457, x=1.735, error=290.188
fSumw[175]=-44.345, x=1.745, error=287.554
fSumw[176]=-389.8, x=1.755, error=285.034
fSumw[177]=-680.232, x=1.765, error=281.954
fSumw[178]=-688.472, x=1.775, error=279.792
fSumw[179]=-241.92, x=1.785, error=277.986
fSumw[180]=-227.559, x=1.795, error=275.392
fSumw[181]=-291.49, x=1.805, error=273.176
Figure 16:
counts pt staterror
fSumw[54]=33.3564, x=1.428, error=6.29119
fSumw[55]=6810.29, x=1.436, error=137.132
fSumw[56]=869.439, x=1.444, error=148.834
fSumw[57]=638.157, x=1.452, error=168.227
fSumw[58]=763.406, x=1.46, error=184.913
fSumw[59]=568.756, x=1.468, error=197.513
fSumw[60]=1660.05, x=1.476, error=209.917
fSumw[61]=1447.52, x=1.484, error=217.027
fSumw[62]=1765.09, x=1.492, error=223.885
fSumw[63]=2259.49, x=1.5, error=230.337
fSumw[64]=2824.44, x=1.508, error=235.739
fSumw[65]=3335.5, x=1.516, error=240.204
fSumw[66]=2896.65, x=1.524, error=241.914
fSumw[67]=1632.74, x=1.532, error=241.759
fSumw[68]=1478.22, x=1.54, error=243.683
fSumw[69]=1436.82, x=1.548, error=245.061
fSumw[70]=592.349, x=1.556, error=244.698
fSumw[71]=714.595, x=1.564, error=245.642
fSumw[72]=720.797, x=1.572, error=246.57
fSumw[73]=976.812, x=1.58, error=246.885
fSumw[74]=427.155, x=1.588, error=246.233
fSumw[75]=421.894, x=1.596, error=245.734
fSumw[76]=532.44, x=1.604, error=245.664
fSumw[77]=470.961, x=1.612, error=244.723
fSumw[78]=328.308, x=1.62, error=243.584
fSumw[79]=396.49, x=1.628, error=242.674
fSumw[80]=417.264, x=1.636, error=241.519
fSumw[81]=224.711, x=1.644, error=239.484
fSumw[82]=322.31, x=1.652, error=238.054
fSumw[83]=197.531, x=1.66, error=236.245
fSumw[84]=391.576, x=1.668, error=234.673
fSumw[85]=-254.959, x=1.676, error=231.102
fSumw[86]=-39.4851, x=1.684, error=229.718
fSumw[87]=-236.864, x=1.692, error=227.045
fSumw[88]=-215.148, x=1.7, error=224.721
fSumw[89]=-191.39, x=1.708, error=222.296
fSumw[90]=-182.586, x=1.716, error=219.835
fSumw[91]=-130.357, x=1.724, error=217.364
fSumw[92]=-388.166, x=1.732, error=213.77
fSumw[93]=-233.479, x=1.74, error=211.188
fSumw[94]=-159.45, x=1.748, error=208.334
fSumw[95]=-206.46, x=1.756, error=205.223
fSumw[96]=-13.1025, x=1.764, error=202.299
fSumw[97]=-182.671, x=1.772, error=198.912
fSumw[98]=-320.817, x=1.78, error=195.467
Figure 17:
pt mass staterror syserror
0.625 1.374 0.003 0.007
1.125 1.374 0.002 0.004
1.325 1.38 0.002 0.004
1.625 1.377 0.003 0.004
1.875 1.381 0.003 0.004
2.125 1.381 0.003 0.004
2.325 1.386 0.003 0.005
2.625 1.387 0.006 0.007
2.875 1.386 0.003 0.005
Figure 18:
pt mass staterror syserror
0.7 1.511 0.004 0.009
0.9 1.514 0.002 0.009
1.1 1.518 0.002 0.009
1.3 1.518 0.002 0.009
1.55 1.508 0.003 0.009
Figure 19:
pt width staterror syserror
0.7 0.018 0.003 0.007
0.9 0.03 0.004 0.007
1.1 0.034 0.004 0.007
1.3 0.028 0.004 0.007
1.55 0.014 0.003 0.007
Figure 20:
40-100%
pt 1/2piptd2N/dydpt staterror
0.3 0.242539 0.00491485
0.5 0.218185 0.00359084
0.7 0.130922 0.00256044
0.9 0.0783285 0.00138087
1.1 0.0381967 0.000832929
1.3 0.019988 0.000476499
1.5 0.0113984 0.00029319
1.7 0.00554047 0.00018503
1.9 0.00386474 0.000129541
2.1 0.00209484 8.36058e-05
2.3 0.00143924 6.19941e-05
2.5 0.000810535 4.05264e-05
2.7 0.000421199 3.27436e-05
2.9 0.000260283 2.35355e-05
3.1 0.000206928 1.66016e-05
3.3 0.000145835 1.296e-05
3.5 8.51123e-05 1.00987e-05
3.7 5.74492e-05 7.92758e-06
20-40%
pt 1/2piptd2N/dydpt staterror
0.3 2.12184 0.0570827
0.5 1.26534 0.040634
0.7 1.01142 0.0291537
0.9 0.65989 0.0160292
1.1 0.343066 0.00971571
1.3 0.157283 0.00554645
1.5 0.0975311 0.0034808
1.7 0.0572021 0.00220426
1.9 0.0360629 0.00147458
2.1 0.021578 0.0010107
2.3 0.0142781 0.000740486
2.5 0.00804335 0.000504464
2.7 0.00472487 0.000384378
2.9 0.0024959 0.000278923
3.1 0.0019357 0.000201994
3.3 0.00125349 0.000153498
0-20%
pt 1/2piptd2N/dydpt staterror
0.3 4.99906 0.150641
0.5 3.02701 0.106945
0.7 2.53286 0.0780371
0.9 1.53965 0.0429729
1.1 0.893696 0.0259196
1.3 0.4004 0.0150723
1.5 0.250683 0.00941963
1.7 0.163723 0.00596279
1.9 0.0917133 0.00424478
2.1 0.0480011 0.00273514
2.3 0.0322027 0.00203381
2.5 0.0200689 0.00136861
Minimum bias
pt 1/2piptd2N/dydpt staterror
0.3 34.0406 0.390217
0.5 22.7627 0.287792
0.7 16.8112 0.207577
0.9 11.3293 0.113357
1.1 5.78602 0.0687585
1.3 2.79015 0.0395504
1.5 1.70353 0.024679
1.7 0.937517 0.0156116
1.9 0.603488 0.0109695
2.1 0.332343 0.00714619
2.3 0.225218 0.0052676
2.5 0.132282 0.000357146
2.7 0.0741926 0.00275121
2.9 0.0420455 0.00198054
3.1 0.0311973 0.00142177
3.3 0.021766 0.00110067
3.5 0.0144148 0.000836761
3.7 0.00895824 0.000655645
3.9 0.00630653 0.000509564
Figure 21:
K*0
Minimum bias
pt 1/2piptd2N/dydpt staterror
0.15 0.597909 0.0292821
0.4 0.534754 0.0220145
0.6 0.423564 0.0158914
0.8 0.257495 0.00879568
1 0.159133 0.00580891
1.2 0.0924897 0.003831
1.4 0.0517724 0.00268525
1.6 0.0319984 0.000803754
0-20%
pt 1/2piptd2N/dydpt staterror
0.15 0.0839055 0.0157622
0.4 0.0854732 0.00840849
0.6 0.0706838 0.00599708
0.8 0.0442796 0.00305391
1 0.0303613 0.00222244
1.2 0.018958 0.0015541
1.4 0.0123516 0.00115221
1.6 0.00795117 0.00160251
20-40%
pt 1/2piptd2N/dydpt staterror
0.15 0.0213471 0.00265955
0.4 0.0235752 0.00205739
0.6 0.0169882 0.00144946
0.8 0.0117816 0.000805154
1 0.00797187 0.000515326
1.2 0.00455275 0.000311621
1.4 0.00254358 0.000228873
1.6 0.00154762 0.000132621
40-100%
pt 1/2piptd2N/dydpt staterror
0.15 0.00471653 0.00028235
0.4 0.00373693 0.0001844
0.6 0.00307303 0.000145801
0.8 0.00154762 7.53142e-05
1 0.000947692 4.7588e-05
1.2 0.000580791 3.26315e-05
1.4 0.000304515 2.24912e-05
1.6 0.000188689 1.35876e-05
K*+-
Minimum bias
pt 1/2piptd2N/dydpt staterror
0.15 0.105751 0.00581813
0.4 0.0253646 0.00117063
0.6 0.00670054 0.000418679
0.8 0.00246707 0.00017382
1 0.000718731 8.31355e-05
1.2 0.000282644 3.81798e-05
0-20%
pt 1/2piptd2N/dydpt staterror
0.15 0.0206653 0.00208473
0.4 0.00586978 0.000422205
0.6 0.00141126 0.000150575
0.8 0.000559765 6.07692e-05
1 0.000155875 3.30208e-05
1.2 7.7586e-05 1.48535e-05
20-40%
pt 1/2piptd2N/dydpt staterror
0.15 0.00450702 0.000497698
0.4 0.00115425 0.000102686
0.6 0.000409152 4.02724e-05
0.8 0.000136305 1.92791e-05
1 3.6034e-05 5.95142e-06
1.2 1.10644e-05 3.83566e-06
40-100%
pt 1/2piptd2N/dydpt staterror
0.15 0.000764935 5.19321e-05
0.4 0.00017574 1.25342e-05
0.6 4.03714e-05 4.00349e-06
0.8 1.60353e-05 1.82832e-06
1 5.69778e-06 8.58885e-07
1.2 1.63874e-06 3.93983e-07
Figure 22:
d+Au
Minimum bias
pt 1/2piptd2N/dydpt staterror
0.3 0.0258522 0.0022124
0.5 0.0221467 0.00126106
0.7 0.0152753 0.000651115
0.9 0.0109231 0.00032329
1.1 0.007036 0.000197202
1.3 0.00425578 0.000134337
1.5 0.00240954 0.000149009
0-20%
pt 1/2piptd2N/dydpt staterror
0.3 0.0473732 0.00964053
0.5 0.0419133 0.00364495
0.7 0.0296521 0.00257506
0.9 0.0222421 0.00290213
1.1 0.0157288 0.00070714
1.3 0.0100264 0.000576644
1.5 0.00606093 0.000603067
20-40%
pt 1/2piptd2N/dydpt staterror
0.3 0.037218 0.004745
0.5 0.0297507 0.00294949
0.7 0.020485 0.00205018
0.9 0.0152759 0.000846909
1.1 0.00978156 0.000303184
1.3 0.00648781 0.000329689
1.5 0.00377808 0.000396567
40-100%
pt 1/2piptd2N/dydpt staterror
0.3 0.0179255 0.00181206
0.5 0.0134 0.00166814
0.7 0.00834159 0.000919508
0.9 0.00676806 0.000160573
1.1 0.00470478 9.93566e-05
1.3 0.0026756 0.000106652
1.5 0.00148935 0.000125943
p+p
Minimum bias
pt 1/2piptd2N/dydpt stat+sys error
0.3 0.0119959 0.00228482
0.5 0.00856749 0.00142947
0.7 0.00576923 0.000873786
0.9 0.00307015 0.000398852
1.1 0.00180639 0.000251354
1.3 0.00121126 0.000195458
1.5 0.00144931 0.000466416
Figure 23:
Minimum bias
pt 1/2piptd2N/dydpt stat+sys error
0.713173 0.0350098 0.00307127
1.12918 0.019584 0.00140747
1.37786 0.0123065 0.00087726
1.62703 0.00865288 0.000635233
1.87647 0.00545112 0.000459283
2.12609 0.00288739 0.000277885
2.37584 0.0016521 0.00025947
2.62564 0.000965976 0.000213787
3.12872 0.000269718 6.22427e-05
0-20%
pt 1/2piptd2N/dydpt stat+sys error
1.26381 0.00499993 0.000744835
1.75692 0.0021639 0.000337664
2.25384 0.000830982 0.000170358
3.00745 0.000171055 7.81586e-05
20-40%
pt 1/2piptd2N/dydpt stat+sys error
1.26381 0.00251155 0.00041458
1.75692 0.00122111 0.000198806
2.38261 0.000321161 5.8788e-05
3.12872 6.28311e-05 2.45839e-05
40-100%
pt 1/2piptd2N/dydpt stat+sys error
1.26381 0.00108791 0.000174173
1.75692 0.000517357 8.29387e-05
2.25384 0.000214934 3.94758e-05
3.00745 3.40187e-05 1.12191e-05
Figure 24:
pt 1/2piptd2N/dydpt stat+sys error
0.699999 0.00214387 0.000341447
0.9 0.00172451 0.000219105
1.1 0.00125899 0.000157788
1.3 0.00087465 0.000130481
1.55 0.000661518 0.000140018
Figure 25:
Pion
pt 1/2piptd2N/dydpt error
0.376962 6.34 0.512343
0.471275 3.64 0.294127
0.567539 2.16 0.176112
0.664906 1.288 0.106038
0.762955 0.818 0.0679843
0.861452 0.525 0.0442311
0.96026 0.338 0.0290578
1.05929 0.23 0.0201673
1.15849 0.1533 0.0139089
1.30752 0.0879 0.00778361
1.50652 0.0414 0.00394163
1.70575 0.0208 0.00220342
1.90515 0.01102 0.0016883
2.25435 0.00519 0.00101977
2.75356 0.001224 0.000159286
3.25301 0.000381 4.96812e-05
3.75261 0.0001284 1.67544e-05
4.25231 4.58e-05 6.01932e-06
4.75206 1.915e-05 2.54601e-06
5.50178 6.02e-06 8.06897e-07
6.50151 1.713e-06 2.35371e-07
7.50131 4.59e-07 6.98333e-08
8.50115 1.756e-07 3.2417e-08
9.50103 7.99e-08 1.65412e-08
Proton + Anti-proton
pt 1/2piptd2N/dydpt error
1.04827 0.31 0.0483733
1.09399 0.243 0.0359042
1.1475 0.1956 0.0289193
1.20662 0.1442 0.0214295
1.27122 0.1133 0.0169626
1.34003 0.0825 0.0129944
1.41543 0.069 0.00800543
1.49179 0.0518 0.00528881
1.61119 0.0341 0.00326066
1.76914 0.0182 0.0018877
1.94161 0.01042 0.00103919
2.11893 0.0057 0.000631684
2.43769 0.00245 0.000263118
2.90557 0.00047 6.29999e-05
3.38265 0.0001694 2.36454e-05
3.86553 5.16e-05 7.48498e-06
4.35228 2.061e-05 3.13186e-06
4.84173 7.32e-06 1.1766e-06
5.57941 2.227e-06 4.53172e-07
6.56733 4.05e-07 1.04779e-07
7.55843 1.36e-07 3.45193e-08
8.5516 4.83e-08 1.61336e-08
9.5462 2.092e-08 9.114e-09
Rho0
pt 1/2piptd2N/dydpt error
0.826378 0.459548 0.00526793
0.918096 0.307296 0.00388519
1.04062 0.226951 0.00280229
1.18444 0.152946 0.00153032
1.34272 0.0781113 0.00092824
1.51093 0.037667 0.00053393
1.68609 0.0229977 0.000333166
1.86625 0.0126565 0.000210757
2.0501 0.00814709 0.000148088
2.23672 0.00448663 9.64736e-05
2.42547 0.00304044 7.11126e-05
2.61589 0.00178581 4.82147e-06
2.80765 0.0010016 3.71413e-05
3.00048 0.000567614 2.67373e-05
3.1942 0.000421164 1.91939e-05
3.38864 0.000293841 1.4859e-05
3.5837 0.0001946 1.12963e-05
3.77927 0.000120936 8.85121e-06
3.97529 8.51382e-05 6.87911e-06
K* + anti-K*
pt 1/2piptd2N/dydpt error
0.904524 0.298955 0.0146411
0.977581 0.267377 0.0110073
1.07502 0.211782 0.0079457
1.19819 0.128748 0.00439784
1.34002 0.0795665 0.00290446
1.49521 0.0462449 0.0019155
1.66002 0.0258862 0.00134262
1.83185 0.0159992 0.000401877
1.37774 0.0528755 0.00290907
1.91981 0.0126823 0.000585315
2.46691 0.00335027 0.000209339
2.98633 0.00123354 8.691e-05
3.46672 0.000359366 4.15677e-05
3.95198 0.000141322 1.90899e-05
Delta++ + anti-Delta++
pt 1/2piptd2N/dydpt error
1.26606 0.0969457 0.0082965
1.32774 0.0830501 0.00472897
1.41524 0.0572824 0.00244168
1.52411 0.0409616 0.00121234
1.65012 0.026385 0.000739507
1.78966 0.0159592 0.000503764
1.93982 0.00903577 0.000558784
Sigma*
pt 1/2piptd2N/dydpt error
1.55783 0.0252071 0.00221132
1.78698 0.0141005 0.00101338
1.95365 0.00886065 0.000631627
2.13669 0.00623007 0.000457368
2.33225 0.00392481 0.000330683
2.53742 0.00207892 0.000200077
2.75006 0.00118951 0.000186818
2.96854 0.000695503 0.000153927
3.42157 0.000194197 4.48148e-05
Lambda*
pt 1/2piptd2N/dydpt error
1.67298 0.017151 0.00273157
1.76603 0.0137961 0.00175284
1.87587 0.0100719 0.00126231
1.99972 0.0069972 0.00104385
2.17057 0.00529214 0.00112015
Figure 26:
Pion
nch <pt> error
2.9 0.35 0.02
4 0.36 0.02
7.5 0.37 0.02
10.2 0.36 0.02
15 0.38 0.02
22.1 0.36 0.03
45 0.38 0.03
77.8 0.39 0.03
125 0.4 0.03
194 0.4 0.03
286.8 0.41 0.03
421.2 0.42 0.03
555.3 0.42 0.03
685.5 0.42 0.03
Proton
nch <pt> error
2.9 0.65 0.03
4 0.75 0.08
7.5 0.82 0.05
10.2 0.81 0.04
15 0.86 0.04
22.1 0.75 0.07
45 0.81 0.07
77.8 0.86 0.08
125 0.9 0.09
194 0.94 0.09
286.8 0.99 0.11
421.2 1.02 0.12
555.3 1.07 0.14
685.5 1.1 0.16
Kaon
nch <pt> error
2.9 0.5 0.03
4 0.57 0.05
7.5 0.59 0.03
10.2 0.59 0.03
15 0.61 0.03
22.1 0.55 0.14
45 0.58 0.14
77.8 0.61 0.15
125 0.62 0.15
194 0.64 0.16
286.8 0.67 0.18
421.2 0.68 0.19
555.3 0.7 0.21
685.5 0.72 0.23
rho0
nch <pt> error
2.9 0.616 0.062
4 0.764 0.081
7.5 0.808 0.099
10.2 0.805 0.083
15 0.815 0.085
46.6 0.83 0.1
K*
nch <pt> error
2.9 0.811 0.142042
4 0.904 0.152971
7.5 0.961 0.161245
10.2 0.977 0.1772
15 0.997 0.183848
48.3 1.031 0.121758
159.5 1.08 0.130384
354 1.117 0.139714
620.4 1.08 0.124535
Figure 27:
Pion
nch <pt> error
2.9 0.35 0.02
4 0.36 0.02
7.5 0.37 0.02
10.2 0.36 0.02
15 0.38 0.02
22.1 0.36 0.03
45 0.38 0.03
77.8 0.39 0.03
125 0.4 0.03
194 0.4 0.03
286.8 0.41 0.03
421.2 0.42 0.03
555.3 0.42 0.03
685.5 0.42 0.03
Proton
nch <pt> error
2.9 0.65 0.03
4 0.75 0.08
7.5 0.82 0.05
10.2 0.81 0.04
15 0.86 0.04
22.1 0.75 0.07
45 0.81 0.07
77.8 0.86 0.08
125 0.9 0.09
194 0.94 0.09
286.8 0.99 0.11
421.2 1.02 0.12
555.3 1.07 0.14
685.5 1.1 0.16
Kaon
nch <pt> error
2.9 0.5 0.03
4 0.57 0.05
7.5 0.59 0.03
10.2 0.59 0.03
15 0.61 0.03
22.1 0.55 0.14
45 0.58 0.14
77.8 0.61 0.15
125 0.62 0.15
194 0.64 0.16
286.8 0.67 0.18
421.2 0.68 0.19
555.3 0.7 0.21
685.5 0.72 0.23
Delta++
nch <pt> error
2.9 0.632 0.131605
4 0.899 0.146113
7.5 0.887 0.143402
10.2 0.924 0.15331
15 0.977 0.163817
Sigma*
nch <pt> error
2.9 1.02 0.0728011
4 1.22 0.122066
7.5 1.13 0.08544
10.2 1.2 0.122066
15 1.33 0.116619
685.5 1.28 0.174929
Lambda*
nch <pt> error
2.7 1.08 0.102956
7.3 1.17 0.192094
Figure 28:
Figure 29:
nch ratio error
2.9 0.183 0.027 p+p
4.0 0.211 0.068 d+Au
7.5 0.175 0.054 d+Au
10.2 0.139 0.056 d+Au
15.0 0.158 0.036 d+Au
46.6 0.169 0.037 Au+Au
Figure 30:
nch ratio error
2.9 0.35 0.01 p+p
4.0 0.34 0.04 d+Au
7.5 0.28 0.03 d+Au
10.2 0.29 0.03 d+Au
15.0 0.29 0.03 d+Au
48.3 0.26 0.02 Au+Au
159.5 0.26 0.02 Au+Au
354 0.24 0.02 Au+Au
620.4 0.23 0.01 Au+Au
Figure 31:
nch ratio error
2.9 0.132 0.049 p+p
4.0 0.203 0.028 d+Au
7.5 0.185 0.028 d+Au
10.2 0.192 0.028 d+Au
15.0 0.206 0.028 d+Au
Figure 32:
nch ratio error
2.9 0.29 0.05 p+p
4.0 0.23 0.06 d+Au
7.5 0.23 0.03 d+Au
10.2 0.21 0.04 d+Au
15.0 0.24 0.04 d+Au
352.4 0.30 0.07 Au+Au
Figure 33:
nch ratio error
2.9 0.092 0.026 p+p
7.5 0.106 0.024 d+Au
33.55 0.075 0.024 Au+Au
620.4 0.0399 0.0145 Au+Au
Figure 34:
Delta++/p
nch ratio(AuAu)/ratio(pp) error
4.0 1.54 0.61
7.5 1.40 0.56
10.2 1.45 0.58
15 1.56 0.59
K*/K-
nch ratio(AuAu)/ratio(pp) error
4.0 0.97 0.17
7.5 0.80 0.14
10.2 0.83 0.14
15.0 0.83 0.14
48.3 0.74 0.17
159.5 0.74 0.20
354 0.69 0.17
620.4 0.66 0.17
rho0/pi-
nch ratio(AuAu)/ratio(pp) error
4.0 1.15 0.40
7.5 0.96 0.32
10.2 0.86 0.33
15.0 0.76 0.24
46.6 0.92 0.24
Lambda*/L
nch ratio(AuAu)/ratio(pp) error
7.5 1.15 0.41
33.55 0.81 0.34
620.4 0.42 0.19
Sigma*/L
nch ratio(AuAu)/ratio(pp) error
4.0 0.79 0.24
7.5 0.79 0.17
10.2 0.72 0.18
15.0 0.83 0.19
352.4 1.03 0.30
Figure 35:
pions
pt RdAu
0.35 0.57
0.45 0.59
0.55 0.612
0.65 0.637
0.75 0.705
0.85 0.741
0.95 0.782
1.05 0.867
1.15 0.907
1.3 0.971
1.5 1.05
1.7 1.1
1.9 1.07
2.25 1.36
2.75 1.13
3.25 1.24
3.75 1.26
4.25 1.09
4.75 1.23
5.5 1.26
6.5 1.49
7.5 1.31
8.5 1.45
charged hadrons
pt RdAu
1.05 0.89
1.15 0.95
1.25 1
1.35 1.04
1.45 1.08
1.55 1.12
1.65 1.18
1.75 1.21
1.85 1.25
1.95 1.28
2.05 1.34
2.15 1.34
2.25 1.37
2.35 1.38
2.459 1.44
2.7 1.44
2.9 1.4
3.16 1.42
3.55 1.48
4.06 1.47
4.7 1.46
5.48 1.36
6.42 1.36
rho0
pt Rdau staterror syserror
0.3 0.386134 0.00603363 0.0386134
0.5 0.496114 0.00879548 0.0496114
0.7 0.77435 0.0159353 0.077435
0.9 1.02467 0.0219603 0.102467
1.1 1.02163 0.0251327 0.102163
1.3 0.83333 0.0219475 0.083333
1.5 0.983962 0.0298759 0.0983962
1.7 0.838815 0.0263703 0.0838815
1.9 0.840883 0.0288759 0.0840883
2.1 0.819294 0.0316505 0.0819294
2.3 0.90648 0.0388031 0.090648
2.5 0.810017 0.0342127 0.0810017
2.7 0.735556 0.0436151 0.0735556
2.9 0.755001 0.051864 0.0755001
3.1 0.862907 0.0583783 0.0862907
3.3 0.91504 0.0650718 0.091504
3.5 0.909208 0.0696577 0.0909208
3.7 0.838044 0.0742822 0.0838044
3.9 0.86503 0.082194 0.086503
Figure 36:
pions
pt RdAu
0.35 0.57
0.45 0.59
0.55 0.612
0.65 0.637
0.75 0.705
0.85 0.741
0.95 0.782
1.05 0.867
1.15 0.907
1.3 0.971
1.5 1.05
1.7 1.1
1.9 1.07
2.25 1.36
2.75 1.13
3.25 1.24
3.75 1.26
4.25 1.09
4.75 1.23
5.5 1.26
6.5 1.49
7.5 1.31
8.5 1.45
charged hadrons
pt RdAu
1.05 0.89
1.15 0.95
1.25 1
1.35 1.04
1.45 1.08
1.55 1.12
1.65 1.18
1.75 1.21
1.85 1.25
1.95 1.28
2.05 1.34
2.15 1.34
2.25 1.37
2.35 1.38
2.459 1.44
2.7 1.44
2.9 1.4
3.16 1.42
3.55 1.48
4.06 1.47
4.7 1.46
5.48 1.36
6.42 1.36
K*0
pt Rdau staterror syserror
0.15 0.315123 0.0154329 0.0472684
0.4 0.428748 0.0176505 0.0643122
0.6 0.569272 0.0213581 0.0853908
0.8 0.626774 0.0214097 0.0940161
1 0.717657 0.026197 0.107649
1.2 0.76587 0.031723 0.11488
1.4 0.767835 0.0398249 0.115175
1.6 0.823694 0.02069 0.123554
K*+-
pt Rdau staterror syserror
1.05 0.686533 0.037776 0.10298
1.7 1.0489 0.0484146 0.157335
2.3 1.14045 0.0712938 0.171067
2.85 1.54035 0.0102474 0.231053
3.35 1.16864 0.113969 0.175295
For any questions please contact STAR Physics Analysis
Co-ordinator :
Bedanga Mohanty - bedanga@rcf.rhic.bnl.gov