$B#Q#C#D$K$*$1$k%G%P%$
$BC^GHBg3X!&J*M}3X7O(B
$B;0L@9/O:(B

$B#J!?&WN3;R(B
$B&R(B〜$B#1#G#e#V!?#f#m!"#c(B〜$B#0!%#1#G#e#V#f#m$GNI$$0lCW(B

Satz$B!">>0f$NDs0F(B
$B#Q#C#D$K$*$1$k%G%P%$
$B%W%i%:%^BN@Q$N$h$jBg$-$JCf?4>WFM$G$O!"#J!?&W$N<}NLDc2<(B
⇨$B>WFM78?t0MB8@-$N4QB,(B
$BH>7B$NBg$-$J&W!G$O#J!?&W$h$jM^@)$5$l$k(B
⇨$B#J!?&W!?&W!GHf$N4QB,(B
$B2#1?F0NL$NBg$-$J#J!?&W$OAjBPO@E*8z2L$K$h$j%O%I%m%s2=A0$K%W%i%:%^NN0h$rDL$jH4$1$k!#(B
⇨$B2#1?F0NL0MB8@-$N4QB,(B

$B8EE5E*%G%P%$
$B9b29$G$O7B$,Bg$-$/$J$k(B

$B#Q#G#P>Z5r$H$7$F$N#J!?&WM^@)8z2L$NFCD'(B
$B#1!K(BPrimary n-n collisions$B$G$N$_#J!?&W@8@.$5$l$k!#(B
$B$=$N
⇨$B@8B8N($,DL$jH4$1$F$/$kJ*
$B#2!K(BInitial/Final State Interaction$B$,LdBj(B
$B2?$i$+$N=i4|2aDx$G>/$J$/@8@.$5$l$F$$$J$$$+!)(B
⇨Drell-Yan$B2aDx$N4QB,(B
$B#J!?&W$H&W!G$O(BInitial/Final State Interaction$B$OF1DxEY!*!)(B
⇨$B#J!?&W!?&W!GHf$N4QB,(B

$B#J!?&W$NB,Dj(B
Dimuon Spectrometer =
$B!!!!!!!!!!!!!!!!!!(B Muon Absorber + Magnetic Spectrometer
B(I%(Bdl ~ 1~2 Tm
Mass Resolution ~ 3.3 %
$BB,Dj$NFq$7$5(B
Rare object
Small cross section; <$B&L(B-barn in pp
Small branching ratio ; B$B&L&L(B ~ 7%
$B!!!!(B⇩
Thick Target ; 17% of Int. Len.
High Beam Intensity ; 107$B!!(B ions/sec.
Normalization of cross section

$B
$B#J!?&WM^@)8z2L$N2r
$B%/%)!<%/J*
$B!!(B6) 1987 Nordkirchen, Germany
$B!!(B7) 1988 Lenox, USA
$B!!(B8) 1990 Menton, France
$B!!(B9) 1991 Gatlinburg, USA
10) 1993 Borlange, Sweden
11) 1995 Montrey, USA
12) 1996 Heidelberg, Germany
13) 1997 Tsukuba, Japan
14) 1999 Torino, Italy

$B#J!?&W@8@.NL$N@dBPCM(B
$B%P%C%/%0%i%&%s%IItJ,$NA}2C$N$?$a$K!"#J!?&WM^@)$H!I8+$($?!I$N$G$O$J$$!#(B
$B@dBPCM$K$*$$$F#73dDxEY$K8:>/!*(B

Drell-Yan Process
Drell-Yan Process
$B%/%)!<%/!&%/%)!<%/>WFM(B
$B3K;R!&3K;R#1WFM$NIQEY$KBP1~(B
$B0lDj$G$"$k$3$H$+$i!"#J!?&W@8@.$^$G$N=i4|>WFM$G%(%M%k%.!<$rB;<:$7!"$=$N$?$a$K<}NL$,8:>/$7$?$b$N$G$O$J$$$3$H$N>Z5r$H9M$($i$l$k!#(B

$B#J!?&W<}NL$H(BDrell-Yan$B2aDx$NHf(B
$B#L!J#f#m!K!((B
$B#J!?&W$,DL2a$9$k3KJ*

$B#1#9#9#9G/$N>u67(B
$B@55,2=$NJ}K!$NJQ99$K$h$j8m:9$r>.$5$/!*(B
Drell-Yan$B$NE}7W8m:9$,7hDj(B
Drell-Yan$B$+$i(BInclusivePair$B$K$h$k@55,2=(B

$B$h$jJ#(B$B;($J9=B$$r<(:6!*!)(B
$B#2=EogCM!)(B
$B$h$j9b29$G$O!"&V$,M;$1!"(B
$B$=$7$F!"#J!?&W$,M;$1$k!)(B
$B#2=EogCM$,3NG'$G$-$l$P!"4V0c$$$J$/#Q#G#P!*(B

$B%/%)!<%/!&%0%k%*%s%W%i%:%^@8@.!*!)(B
CERN(I%(BSPS$B$NA4=E%$%*%s
$B9qFb!&30$NJsF;(B
$B#27n#1#0F|3F
$B#27n#2#4F|FIGd?7J92J3XMs$J$I(B
$B!H3N>Z$G$O$J$$$b$N$N#Q#G#P@8@.$r<(:6$9$k
$BF|K\J*M}3X2q;o!"J?@.#1#2G/#1#17n9f$G>R2p(B
$B3N>Z$O!"$h$j9b%(%M%k%.!<

$B#2#0#0#1G/$N8=>u(B
2 Accidents !?
$B$h$jE}7W@:EY$N9b$/$J$k8+J}(B
$B!H(B2 Accidents$B!I$r

Non-QGP Model$B$K$h$k@bL@!J#1!K(B
Co-Mover Model
$B%O%I%m%K%C%/$J#2

Non-QGP Model$B$K$h$k@bL@!J#2!K(B
Et fluctuations incluided
$BogCME*?6$kIq$$$,$J$$!)(B
$BM[;R!&86;R3K>WFM%G!<%?$rL5;k(B

QGP$B@8@.$r2>Dj$7$?LO7?(B
Blaizot;gradual suppression, Et fluctuation
Nardi; two thresholds(X,J/psi), no Et fluctuations

Pt$B0MB8@-(B
$B$h$jDc$$(Bpt$BNN0h$GM^@)$,Bg$-$$!*(B
QGP$B%7%J%j%*$H9gCW(B