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Prompt Photon Identification in the ALICE Experiment: The Isolation Cut Method

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(1)Prompt Photon Identification in the ALICE Experiment: The Isolation Cut Method G. Conesa, H. Delagrange, J. Diaz, Y.V. Kharlov, Y. Schutz. To cite this version: G. Conesa, H. Delagrange, J. Diaz, Y.V. Kharlov, Y. Schutz. Prompt Photon Identification in the ALICE Experiment: The Isolation Cut Method. Nuclear Instruments and Methods in Physics Research Section A: Accelerators, Spectrometers, Detectors and Associated Equipment, Elsevier, 2007, 580, pp.1446-1459. �10.1016/j.nima.2007.06.014�. �in2p3-00138058�. HAL Id: in2p3-00138058 http://hal.in2p3.fr/in2p3-00138058 Submitted on 24 Mar 2007. HAL is a multi-disciplinary open access archive for the deposit and dissemination of scientific research documents, whether they are published or not. The documents may come from teaching and research institutions in France or abroad, or from public or private research centers.. L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des établissements d’enseignement et de recherche français ou étrangers, des laboratoires publics ou privés..

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(35) . 3/%('.U8;? 6M53/.1?42Y' „O.1'"2CO >ƒ{\.13;%¨3;%C'a+C%(?73/? 2n'2('"-;[4> {&5 8B?4tC8;'-/R '"<q ²nDF'3ZUDF' 39'"R '238 $&%(']°;K [ .UR '85\8;05 616U'-9+(-;?4tC57tC.161Z .13F>@? A]0.U8;.U<('23;.1AX>S.12([@5„? 2C' ZªO 6U:C8F3/'5 8G5}+(%(? Z π0 3/? 2Y.U2 f t,Z f tY3/%C572¨.12Yµ µ‰O? 6U61.M8;.1?42C8q$&%('a{\-;?42([ .M<,'23/.y=O"53/.1?42N+(-;?4tC57tC.16U.3F>†.U2CO -/'"548'8_{\.13;%N3/%(' p 3/%(-;'8%C? 6M<N572C<N.M8I^:C548..U2C<,'+'2=<,'23G? AB3;%('aO ?42(T' 8;.1w"'IAX?4-\6U5 -;[4' 3;%(-/'"8;%(? 6M<(8"q($&%('j<,'+'2=<,'2CO'j?7A p 3/.yO53/.1?42E+C-;?4tC57t(.U6U.3F>j{\.13;%E3;%(' 3/%('&{\-;?42([G.M<,'"24T p 3/%(-;'8%C? 6M<).M8B8F3/-;?42([C´-/5 2([ .U2([GAX-;?40 57t? :,3«³ Z  T e 'ª¬j AX?4- th ® )3;?§5 t=?4:,3EoŒ³ŒZF€7, AX? p =6 pth = T ³77 e 'ªT ¬L ® @AX?4-)µ4µ­O ?4616U.U8;.U? 2C8a572C<VAX-;?40 57t? :,3„ Z 2 e 'ª¬L 4 |AX? ® „3;?n57t? :,3†o Zo³%|AX? th pT = 6 f e 'ª¬j ® \AX? - t,Z f t@O ?4616U.M8.U? 2C8"q pth = 2 T $&%('g-53;.U?Š? A3;%C' ZUDF' 3\8.U[ 2C5 6C3/?Š3/%('iDF' 3;Z1DF'3&t=5 O`Z γ [ -/? :(2C<ƒ.U8L-/'+? -;3;'<N.12s$57t(6U'„³§5 2C< .U[48"q „5 2C< Cq °ª2}3;%('LO548'G?7A O ?4616U.U8;.U? 2C8"´ 3/%(.M8¸-53/.1?Š-;.M8'8¸8;6U.1[4%43/61> pp e {\.3/% AX? - th 'ª¬L ® ]t(:(39AX? - f t,Z f taO ? 6U6U.U8;.1?42C8"´ R pT = 2 3;%(.M8«-53/.1?a8%C?{_8«5)0}57*S.U0Š:C0 573 ´5 63/%(? :([4% R = 0.3 53i3;%(.M8&R576U:('I3/%('L°;K ' „O .U'2CO>}.U8\5 610?483i3;%('L%C5 6A 3;%C5 2a573B¯ g(q€\{\.13;%? 2(6U>)5g0?S<('-53;'i.U0a+C-;?R4'0'23 ?7Al3;%('a8.U[ 2=5763/?§tC54O`S[ -/? :(2C<@-53;.U?Cq (?4-_3;%C'Š6M57-/[ '"83 e 'ª¬j 3;%(-/'"8;%(? 6M<(8 b th 572C< ®  h ´3;%C'8;.U[ 2C5 6 pT p =4 3;?§t=5 O`S[ -/? :(2=<@-5T3/[email protected];05 616U'-I3;%C5 2ƒAX?4-I3/%('E6U?{i'-. . \. . . . Q. B. ý

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(37) . . c.  . . "V.  . . . pT. - O ? 2C')8.Uw'8\.12 G 3;%C'a-572C[ ' 572=<Y+C5 -3/.UO61'E3;%C-;'8%(?46U<C8 0.1 < R < 0.8 e 'ª¬L® q n'¨5 +(+(6U.1'<Q3/%('Y°;K ´ ‰5 2C< p0th = 2 c 'R '"23/8ayC613;'"-;'<r3/%(-/? :([4% T' 3/%(?,<W3;?T-/'"O ?42C83;-/:CO 3/'"<‰ 3;%C'†$ f K 572C< f J r5 O"O '+(3/572=O '"8a572=<V-/'"8;+=?42C8'8q $&%('G°;K ' „O .U'2CO>{i548]<,' y=2('"<„548B3/%('I-53/.1?j? Aº3;%(' 2S:(0Št'-B? A=.M8?46U573;'<Š6U?{r+(:C-;.13F>Zd+(%C?73;?42C83;?g3;%C'&3;?73576 2S:(0Št'-G?7AB6U?{­+(:C-;.13F>Zd+(%C?73;?42C8 4 q$&%('Š<,'"+='"2C<,'"2CO ' ?7A3;%C']°;K ' „O .U'2CO>I{\.13;%L3/%(']'2C'-/[ >_? A43/%(']+(%(? 3;?42 O5 2C<,.M<(53/'iAX? -DF' 3;Z1DF'3]'R4'23/8l.M8]8;%(?{\2Š.U2 .U[48"q ³L572=< }AX?4572C<Y(q€,´C-/'"8;+'"O 3/.1R4'6U> ´572C< ´ R= 0.1 pth =2 T ? AB e 'ª¬j §5 2C< ® q$&%('E-/573;.U?48\? AB3;%('E.123/'[ -576M8\ 3;%(' .M8?46U573;'"<n6U?{ +(:(-/.3F>Zk+(%(?73/? 2T8;+='O 3;-/:(0 572C<n3/%('„3/?7Z 3/5 646U?{T+(:(-/.13F>4Zk+(%(? 3;?42)8+'"O 3;-/:(0‚´AX?4-t?73/% ZUDF' 3B572=< γ DF' 3;Z1DF'3)'R4'23/8L572=<ƒAX?4-L<(.‡'-/'23jR576U:('"8L? A«3;%C'O? 2(' 8;.1w"'I572C< ´5 -;'_-/'+? -;3;'<.12@$5 t(61' Cq pth $&%('I0}57T.U2}AX'53;:C-;'8BAX? :C2C<„57-/'\3/%('_AX?4616U?{\.12C[ ² ZUDF' 39'"R '"2438 °ª2G3/%('«O"5 8;'B?7Aµ µ}O ? 6U6U.U8;.1?42C8"´3;%(']°;K γ ' „O .U'2CO>E.M8«O61?8'_3;?„o  z.12C<('+'2C<,'"23;6U>a? A3;%(' O ? 2C'8;.Uw'}572C<n? A¸3/%(' 3;%C-;'8%(?46U<´t(:,3jAX?4- f t,Z p f tYO ?4616U.M8.U? 2C8i3/%('-/').M8I5 T2†.U0+=?4-35723G<,'"+='"2C<,'"2CO ' ?7A«3/%('}' „O.1'"2CO >ƒ?42 572C< 3;%('„8;0}576U61'"-g3;%(' R pth O ? 2C'@8;.1w"'@572=<s3;%('@%(.U[ %('"-Š3/%(' T 3;%C-;'8%(?46U<T3;%(' p t='33;'"-B3;%C'\.U8;? 6M53/.1?42E' }O.1'"2CO >4q _T?j<,'"+='"2C<,'"2CO '\? A. . è . ¥ M

(38). c pth T = 6. γ . V¨'Š83;:=<,.1'<†3;%('а;K" ' „O .U'2CO>„AX? ". ¥ M

(39).  . . "J. . c pth T =4.  . \. ". ¥ M

(40). γ . ". X. pth T =2. . " . . . Q. *. JS.

(41) R = 0.1. 1. Isolated γ / all γ. Isolated γ / all γ. R = 0.1 pT,thres = 6 GeV/c pT,thres = 4 GeV/c. 0.8. pT,thres = 2 GeV/c. 0.6. 1 pT,thres = 6 GeV/c. 0.4. 0.2. 0.2. 40. 60. pT,thres = 2 GeV/c. 0.6. 0.4. 0 20. pT,thres = 4 GeV/c. 0.8. 0 20. 80 100 p T (GeV/c). 40. 60. R = 0.2. 1. Isolated γ / all γ. Isolated γ / all γ. R = 0.2 pT,thres = 6 GeV/c pT,thres = 4 GeV/c. 0.8. pT,thres = 2 GeV/c. 0.6. 60. 0 20. 80 100 p T (GeV/c). pT. Ž. Œ R = 0.2 ¤  . 7¦. . Œ. pT  Œ. . pT,thres = 2 GeV/c. 0.6. 0.2. 40. pT,thres = 4 GeV/c. 0.8. 0.2. š. ¤ 7¦. pT,thres = 6 GeV/c. 0.4. <ú ø<êyä~å<óú í2ûhhýPìnúPéû¨òõ;úPæ<êlónóòUéPóå éPîš <ìnèpî*é<$òUó1ø<ä ¡)<é<ñ éñ6ì•òU¨òlä~óä~ñpóé|óéé<ó%èš$r è

(42) 2îUòlä æ<pèñpèàpä~ètîBú<éPìnæPñpé ë0ónÛòUó%ó üPé $ ï 2ìn4#é $óê ä < èpéòUè ä )<èP òlæ<êyètîlæ<óð <(î $óê––ñpóð~ð~ä~îUä~óéPî û . 1. 0.4. 0 20. 80 100 p T (GeV/c). 40. 60. 80 100 p T (GeV/c). Pú ø<êlä~å<úóí2ûh PìnúPéû¨òõ;ú<æ<êyónóòlé<óå é<îš <ìnèpî(é!<$òló ø<ä )fé<ñtéñ6ì•òlhòlä~óä~ñpóé|óé é<ó%èš$S è

(43) 2îUòlä æ<pèñpè/pä~èpîú<é<ìnæ<ñ6é ë0ónòló%ó üPé $ ï ìn4#é $ˆóê ä < èpé!òlè ä )fèP òUæ<êyèpîUæ<óð PîPô &Pç€Pô &ñpóð~ð~ä~îUä~óéPî û . . R¥ = 0.1 M

(44). š. ¤ 7¦. pT. ³,q€,q.  N. Ž. Œ R = 0.2 ¤  .    . pT.  . . . ¦. .    . . Œ. pT  Œ. . F. R¥ = 0.1 M

(45).   ¶ .    1 1¶ O R /. "J. e 'ª¬L® h 5 2C<}.13/8&<,'"+='"2C<,'2=O ' 3;%C-;'8%(?46U< b th pT = 2 {\.13;% .M8)2('"[ 6U.1[4.1t(6U' q$&%('§?4+,3;.U0Š:C0 R5 61:('8)? A\3;%(' °;K x+C5 -/5 0' 3;'"-/8"´4O? 2C8;.M<,'-/.12C[)t=? 3;%§8;.U[ 2C5 6C3/?ŠtC54O`4Z [ -/? :C2C<}-53;.U?E5 2C<}' }O.1'"2CO >4´S{¸'"-;'IAX? :(2C<„3;?at=' R= e 'ª¬j 572=< ® q th. $&%('а;K †0' 3;%C?S<Y8'3/8I5a3/%(-/'"8;%(? 6M< 3/?„3/%(' Σ 8:(0 ?7A93/%('g3;-572C8;R '"-/8;'I0?40a'"23;:(0 ? A5 6163;p%CT'j+C57-;3;.1Z O 6U'"8BAX?4:(2C<}.U2§5j[4.1R4'2„O? 2('I5 -;?4:(2C<E3;%C'I+(%(? 3;?42§O5 2,Z <,.U<C53;'4q n'&8F3/:C<,.U'"<j3/%('i' „O .U'2CO>L?7A(3/%('«0' 3/%(?,<jAX?43;%(-/'"8;%(? 6M<¨RŒ5 61:C'"8j? A&Cq ,´]o ´€†5 2C<s± e 'ª¬L ® AX? -Lµ4µ O ? 6U6U.U8;.1?42C8"´7572C<at' 3F{i''2„³L5 2C<}³7 e 'ª¬L ® iAX? - f t,Z f t O ? 6U6U.U8;.1?42C8"q °k39'0'-/[ '<G3;%C573AX? - f t,Z f tŠO ?4616U.U8;.U? 2C8. V. pT. ". 0.2. . pT = 2. S. . . Σ pT.

(46) 14. R = 0.1 Signal γ / Bkg γ. Signal γ / Bkg γ. R = 0.1 pT,thres = 2 GeV/c pT,thres = 4 GeV/c. 12. pT,thres = 6 GeV/c. 10. 14. 6. 6. 4. 4. 2. 2 60. pT,thres = 6 GeV/c. 10 8. 40. pT,thres = 4 GeV/c. 12. 8. 0 20. pT,thres = 2 GeV/c. 0 20. 80 100 p (GeV/c). 40. 60. T. T. R = 0.2 Signal γ / Bkg γ. Signal γ / Bkg γ. R = 0.2 14. pT,thres = 2 GeV/c pT,thres = 4 GeV/c. 12. pT,thres = 6 GeV/c. 10. 6. 4. 4. 2. 2 60. ¤. 7¦. Ž. ¤ . ª¦ Œ pth T. γ . . k¦. 7. Œ. pT¥. Œ. M

(47). Ž. R = 0.1 Œ. Œ. ¤ . ¤ 7¦. Œ. V. b. . 80 100 p (GeV/c). ¤. ¦. Ž. ¤ . ª¦ Œ pth T. γ . ". F. ª¦. . pT¥. Œ. M

(48). Ž. R = 0.1 Œ. Œ. ¤ . ¤ 7¦. Œ}. F. {\%('-/' .M8¸5jA#5 O 3/? -«3;%C573«3/5 ` '8].U243/?E54OO ?4:(23]3;%C' f (R) -;'8+? 2C8;'@AX:(2CO 3/.1?42W5 2C<W5 OO'+,3572CO'‚?7AI3/%('‚R57-/.1?4:C8 <,' 3/'"O 3/? -8i.12SR ?461R4'"<ºq .M8\'"^:C5 63;?? 2C'g{\%C'2N<,' Z f (R) 3;'"O 3;?4--/'"8;+=?42C8;'¸572=<E54OO '"+,3/5 2CO 'i57-/'«.U[ 2(?4-;'<ºq°ª2E?4:(O5 8;' ´"{¸'«3;?S? ` ´"<('"<,:CO'"<LAX-/? 0 f (R) = 0.95 − 1.5 × R y(33/.12([„3;%('E0a'572NR576U:('8_?7Al3/%('j3;-572=8R4'-8'L0? 0'2(Z 3;:(0 8;:(0 AX? -¸<(' 3;'O 3/'"<}'"R '238]-/'+? -;3;'"<.U2@$57tC61' Cq $&%(.M8=0a'3;%(?,<\{&5 857+C+(61.U'"<\3;?«-/'"O? 2C83;-/:CO 3;'"<&'"R '"2438 3;?NO5 6UO:(6U573;'a3;%C'}°;K ¨' „O .U'2CO>ƒAX?4-L3;%('„<,.1‡'-/'23 RŒ5 61:C'"8]? Aº3;%('gO ?42('I8;.1w"'I-/'+? -;3;'"<.U2§$57t(6U' ,q. ". Σp = 2 T , R × f (R). 60. yêúPä êlä~ò€å<óëí2û ìn PúPé û:ò-ú<ä~ åæ<éfón4 ìnòlð ó$é<êlä îó<í èp&é!ë òlä )fç -yè èp- ò5 è ú<'ð~êló1èpóé!í2òlî úú<¨òø<òUêyú<ó ä æ<ò€&<ë ónìnòlóñ[ìnùé<é åî êyó&! ø<ë+é 4-- 5 $ˆä êy<óð~èpóí é! òlä y)fú<èpè ò#ø ç yè6<òšó è 'é èt6éïPòlìnî é AìnîAìB$ó%ø<$cé<üPñ6ï òlä~Aìóéné ó%$ ï<è $ˆóPê ìné ôP&Pç ôøP&2ú ñpóìnð~ð~é ä~îUä~óPé<ûîtü û . . Œa. 40. T. .M8)2(? 3)3;%('@57+(+(-/? +C-;.M53/'a+=57-570' 3/'-L3;?¨O ? 0+C5 -;'-/' Z 8;:(638AX?4-<,.1‡'-/'23O? 2('i8.Uw'89<,:('«3;?G.3883;-/? 2([IRŒ5 -;.M5Z 3;.U? 2Š{\.3/% Lq$5 t(61' _[4.1R4'"83/%('¸0'572Š5 2C<L-;?S? 30'"5 2 8/^4:=57-/'§R576U:('"8a? AI3;%C'†+=57-;3;.MO 6U'†<,.M83;-/.1t(:(3;.U? 2C8a.U2C8.M<,' <,.1‡'"-;'"23\O? 2('j8;.1w"'"8"q ¨'gAX? :C2C<@3;%C573\5a0? -/'L57+(+(-/?7Z ? 2G3;%C'B0a?40'2,Z +(-/.U573;'l+C5 -/5 0a'3;'"-.M8º5¸3;%(-/'"8;%(?46U< Σ0pT 3;:C0 8;:(0 <,'"2C8.13F>}<,' y=2('"<„548. Σ0pT. pT,thres = 6 GeV/c. 0 20. 80 100 p (GeV/c). yêú<ä êyä~ò€å<óëí2ûNìnþúPé û ò-!ú<ä~ åæ<éfón4 ìnòlð ó$ˆé<êyä îó<í èp&éëTòUä )<ç -yè è6- ;ò¡5 è8ú<'ð~êyó1èpóéí2òUî úPúPhòø<òlêlú<óä æPò€&fë0ónìnòUóñ[ìnù!é<é åî.êl&ó øPë é 4-- 5 $ä êl<óð~èpó1í é òUä y)<ú<è6è øPò  ç yèp<ò/ó1¡è 'é èp[é!ïœòlìnî éšìnîAì7$ˆó%øP$Hé<üPñ6òUï ä~Þìóé‚né ó%$ ï:è $óê PAìné ۖ–;ñpø<óú ð~ð~šä~îUìnä~óé é<îtû Pû ü Œ. pT,thres = 4 GeV/c. 10. 6. 40. pT,thres = 2 GeV/c. 12. 8. T. . 14. 8. 0 20. 80 100 p (GeV/c). B. "J . h. . .

(49) !9ì%&<ð~è/ý. !9ì%&Pð~èàþ €éòlètåêlì•òlè  Ž 4E-è

(50) 2ñpä~ètéPñpë$óêcêlèpñpóé<îlòlêyø<ñ6òUèF2––Þìn錏ô&Pç ô& è ' èpéòUîä~éôHãö.- ìn錏+!¡ô Ž û. êlîU€éì•ä~óòUòUéPä~èpó/åî ûêló ì•&PòUòUè ìnìnä~é é<îlè ä~å7éf&ìnëð ìnòlêlæ<èç è yòlè6æ<ò èr4 òlñpóàóé<í2ä~éèèpòlòlîlètæ<ä åtèóêlBì•òlìnè$ˆé ó7ÛêS&f–!ú<ìn–Ûìnñ[êyù!ìnòlåä~é ñpêlð~óèøPôPí2é &óç ôPí2l&2èpè6é!òyñpç òlóyø<èpð~ð~íò ä ç òlæ<êlèpîlæ<óð Nû   è  è  è  ––‚ñpóð~ð~ä~îlä~óé<î Pû  û Pû ü Pû ý û Pû àç Pû Pû •ç Pû þ û Pô &ç Pô &ñpóð~ð~ä~îlä~óé<î Pû  û Pû ü <û ü û Pû àç Pû <û àç  û ý !9%ì &<ð~ è úf47ì ìn$ètê ø<ìnòUé<ä~éBñpñ6ð~'nòlè ä~ìnó<ð~éø<ä~îlèšòl%ó êyìn$hä é &<òU7øPæ<òlèÞ6¡ä~óñpó!é<óónîBé<ò*èÞ%ó 4$rîUòUètä pèæPìnéèš$òl-óêl÷!ê/ìnøfé<ìnìn î ð~'êyðSè èpòlêyæ<îU62èÞèà4Eåí2èt- óéP+í2ètêló%èpì•$’éòlòlòUè æ<øPÚèší)úfã ìnîU øPê òlí%ä~ñtÿ ð~ìnèpîî ìné |óé<ð ëB$óê <è6òlèpñpòlè ‚ú<ìnêyòlä~ñpð~ètîtû . ¤  ª¦ 㠎. F. F R  pth T . . . pth T = 2. ¥ M

(51). Œ. Œ. . c pth T = 4. Œ ¤ . ¥ M

(52). c pth T =6.  . . . . . . . . . .  . . . . . . . . . . ¤. Œ. «. ¥. . Œ¦. ¤š¥ M

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