NLO-NLL wino-like chargino-neutralino cross sections

The following cross sections are for pure wino-like chargino-neutralino pair production (sum of chi+ chi0 and chi- chi0). They have been calculated for sqrt(s) = 8 TeV at NLO-NLL using the resummino code from B. Fuks et al with CTEQ6.6 PDFs. The calculation assumes the chargino and neutralino are degenerate, with mass denoted below as mchi.

When using these cross sections, please cite the following two references, available below in bibtex format:


@article{Fuks:2012qx,
      author         = "Fuks, Benjamin and Klasen, Michael and Lamprea, David R.
                        and Rothering, Marcel",
      title          = "{Gaugino production in proton-proton collisions at a
                        center-of-mass energy of 8 TeV}",
      journal        = "JHEP",
      volume         = "1210",
      pages          = "081",
      doi            = "10.1007/JHEP10(2012)081",
      year           = "2012",
      eprint         = "1207.2159",
      archivePrefix  = "arXiv",
      primaryClass   = "hep-ph",
      reportNumber   = "IPHC-PHENO-12-07, MS-TP-12-05",
      SLACcitation   = "%%CITATION = ARXIV:1207.2159;%%",
}

@article{Fuks:2013vua,
      author         = "Fuks, Benjamin and Klasen, Michael and Lamprea, David R.
                        and Rothering, Marcel",
      title          = "{Precision predictions for electroweak superpartner
                        production at hadron colliders with Resummino}",
      journal        = "Eur.Phys.J.",
      volume         = "C73",
      pages          = "2480",
      doi            = "10.1140/epjc/s10052-013-2480-0",
      year           = "2013",
      eprint         = "1304.0790",
      archivePrefix  = "arXiv",
      primaryClass   = "hep-ph",
      reportNumber   = "CERN-PH-TH-2013-064, IPHC-PHENO-13-02, MS-TP-13-06",
      SLACcitation   = "%%CITATION = ARXIV:1304.0790;%%",
}

mchi xsec [fb] uncertainty [fb]
100 11513.2 327.456
105 9691.99 300.506
110 8158.86 252.97
115 6868.25 212.954
120 5781.79 179.268
125 4867.2 150.91
130 4229.21 142.026
135 3674.84 123.409
140 3193.14 107.232
145 2774.58 93.1764
150 2410.89 80.9628
155 2137.58 77.4406
160 1895.26 68.6616
165 1680.4 60.8778
170 1489.9 53.9764
175 1321 47.8574
180 1187.85 45.9234
185 1068.13 41.2947
190 960.468 37.1325
195 863.66 33.3898
200 776.61 30.0244
205 705.741 29.3785
210 641.34 26.6976
215 582.815 24.2614
220 529.631 22.0474
225 481.3 20.0355
230 440.979 19.5865
235 404.036 17.9457
240 370.187 16.4422
245 339.175 15.0648
250 310.76 13.8027
255 286.567 13.579
260 264.258 12.5219
265 243.685 11.547
270 224.714 10.6481
275 207.22 9.81914
280 192.068 9.58977
285 178.025 8.88858
290 165.008 8.23866
295 152.943 7.63627
300 141.76 7.07792
305 131.999 7.00292
310 122.911 6.52074
315 114.448 6.07176
320 106.568 5.6537
325 99.23 5.26442
330 92.7227 5.04346
335 86.6421 4.71272
340 80.9603 4.40367
345 75.6511 4.11489
350 70.69 3.84504
355 66.2684 3.83909
360 62.1234 3.59896
365 58.2376 3.37385
370 54.5949 3.16281
375 51.18 2.96498
380 48.114 2.92729
385 45.2317 2.75193
390 42.522 2.58707
395 39.9747 2.43209
400 37.58 2.28639
405 35.3992 2.2092
410 33.3449 2.08099
415 31.4098 1.96023
420 29.587 1.84647
425 27.87 1.73932
430 26.3086 1.68981
435 24.8346 1.59514
440 23.4433 1.50577
445 22.1298 1.42141
450 20.89 1.34178
455 19.7552 1.3321
460 18.6821 1.25974
465 17.6673 1.19131
470 16.7076 1.12659
475 15.8 1.0654
480 14.9666 1.04261
485 14.1772 0.987612
490 13.4294 0.935518
495 12.721 0.886172
500 12.05 0.839429
505 11.4293 0.827275
510 10.8405 0.784659
515 10.2821 0.744238
520 9.75238 0.705899
525 9.25 0.669536
530 8.78566 0.677792
535 8.34464 0.643768
540 7.92575 0.611452
545 7.52789 0.580758
550 7.15 0.551605
555 6.79188 0.523977
560 6.45169 0.497732
565 6.12855 0.472802
570 5.82159 0.449121
575 5.53 0.409628
580 5.26109 0.400727
585 5.00525 0.38124
590 4.76186 0.362702
595 4.5303 0.345064
600 4.31 0.328284
605 4.10549 0.320611
610 3.91069 0.305398
615 3.72513 0.290907
620 3.54837 0.277104
625 3.38 0.263955
630 3.22188 0.264141
635 3.07116 0.251784
640 2.92749 0.240006
645 2.79054 0.228778
650 2.66 0.218076
655 2.53958 0.232024
660 2.42461 0.22152
665 2.31485 0.211492
670 2.21005 0.201917
675 2.11 0.192776
680 2.01599 0.184187
685 1.92616 0.17598
690 1.84034 0.168139
695 1.75834 0.160648
700 1.68 0.152473
705 1.60331 0.173934
710 1.53012 0.165994
715 1.46028 0.158417
720 1.39362 0.151185
725 1.33 0.144284
730 1.27099 0.137882
735 1.2146 0.131765
740 1.16071 0.125919
745 1.10921 0.120332
750 1.06 0.10043
755 1.01421 0.0997067
760 0.970401 0.0953997
765 0.928482 0.0912787
770 0.888375 0.0873358
775 0.85 0.0835631
780 0.8129 0.0838805
785 0.777419 0.0802193
790 0.743486 0.0767179
795 0.711035 0.0733694
800 0.68 0.070167
805 0.64936 0.0700685
810 0.620102 0.0669113
815 0.592161 0.0638964
820 0.565479 0.0610174
825 0.54 0.0582681
830 0.515951 0.0589908
835 0.492974 0.0563636
840 0.471019 0.0538535
845 0.450042 0.0514551
850 0.43 0.0491636
855 0.412656 0.0491414
860 0.396012 0.0471593
865 0.380039 0.0452571
870 0.36471 0.0434317
875 0.35 0.0416799
880 0.334723 0.0424832
885 0.320114 0.0406289
890 0.306141 0.0388555
895 0.292779 0.0371596
900 0.28 0.0355377
905 0.269198 0.0341667
910 0.258813 0.0328486
915 0.248828 0.0315814
920 0.239229 0.030363
925 0.23 0.0285319
930 0.221377 0.0300277
935 0.213078 0.028902
940 0.205089 0.0278184
945 0.197401 0.0267755
950 0.19 0.0257717
955 0.181226 0.0245816
960 0.172858 0.0234465
965 0.164876 0.0223638
970 0.157262 0.0213311
975 0.15 0.0193321
980 0.143453 0.0204239
985 0.137192 0.0195325
990 0.131203 0.0186799
995 0.125477 0.0178646
1000 0.12 0.0170848

-- BenHooberman - 31 Dec 2013

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