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0795afa3 | 1 | #include "isajet/pilot.h" |
2 | SUBROUTINE SIGSSZ | |
3 | C | |
4 | C Calculate d(sigma)/d(pt**2)d(y1)d(y2) for supersymmetric | |
5 | C zino or wino plus squark or gluino in MSSM using cross | |
6 | C sections from Baer, Karatas, and Tata, PR D42, 2259. | |
7 | C Also include wino and zino pairs. | |
8 | C | |
9 | C SIGMA = cross section summed over types allowed by | |
10 | C JETTYPE cards. | |
11 | C SIGS(I) = partial cross section for I1 + I2 --> I3 + I4 | |
12 | C INOUT(I) = IOPAK**3*I4 + IOPAK**2*I3 + IOPAK*I2 +I1 | |
13 | C JETTYP -> IDENT mapping: | |
14 | C GLSS, UPSSL, UBSSL, ..., UPSSR, UBSSR, ..., | |
15 | C W1SS+, W1SS-, WS22+, W2SS-, Z1SS, Z2SS, Z3SS, Z4SS | |
16 | C | |
17 | C Extra factor of 1/2 needed for nonidentical final jets. | |
18 | C Y=-log(tan(theta/2)) gives jacobean P1*P2/E1*E2 | |
19 | C | |
20 | C Called from SIGSSY and so does not reinitialize /JETSIG/. | |
21 | C | |
22 | C Ver 7.23: Add test setting SIG=0 for Z_i pairs if | |
23 | C ABS(ZZ)>0.999 and SIG<0. | |
24 | C | |
25 | #if defined(CERNLIB_IMPNONE) | |
26 | IMPLICIT NONE | |
27 | #endif | |
28 | #include "isajet/itapes.inc" | |
29 | #include "isajet/const.inc" | |
30 | #include "isajet/jetpar.inc" | |
31 | #include "isajet/jetsig.inc" | |
32 | #include "isajet/primar.inc" | |
33 | #include "isajet/q1q2.inc" | |
34 | #include "isajet/qcdpar.inc" | |
35 | #include "isajet/sspar.inc" | |
36 | #include "isajet/sssm.inc" | |
37 | #include "isajet/sstype.inc" | |
38 | #include "isajet/wcon.inc" | |
39 | C | |
40 | REAL X(2) | |
41 | EQUIVALENCE (X(1),X1) | |
42 | COMPLEX AQZ(2,4),BQZ(2,4),AQW(2,2),WIJ | |
43 | EQUIVALENCE (S,SHAT),(T,THAT),(U,UHAT) | |
44 | INTEGER JS2JT(25),IW2JS(4),IW2IM(4),IZ2JS(4),IS2UD(25) | |
45 | SAVE JS2JT,IW2JS,IW2IM,IZ2JS,IS2UD | |
46 | INTEGER IDQSS(25),IDZSS(4),IDWSS(4) | |
47 | SAVE IDQSS,IDZSS,IDWSS | |
48 | INTEGER ITHZ(4),ITHW(2) | |
49 | REAL AMWISS(2) | |
50 | REAL XZIWJ(4,2),YZIWJ(4,2) | |
51 | REAL SIG,SIG0,CON,AMQIQ,S,T,U,AMWIW,FAC,AM22,AM12,TT,GP,G, | |
52 | $E1,E2,AMG,YM,XM,GS,THX,THY,AMZIZ,AMSQK | |
53 | INTEGER IX,JQ,IQ,IQ1,IQ2,JW,IW,JTYPW,IH,JTYPZ,IZ,ITHG,IWM | |
54 | COMPLEX ZONE,ZI | |
55 | SAVE ZONE,ZI | |
56 | REAL QFCN,STRUC,PSIFCN,AMASS | |
57 | REAL CON11,CON22,CON12,AMQIQ1,AMQIQ2 | |
58 | INTEGER IX1,IX2 | |
59 | REAL CS2THW,TNTHW,CTTHW,AL(2),BE(2),ESQ,XWI(2),YWI(2) | |
60 | REAL X12,Y12,SN12,AMWIW1,AMWIW2,EQ1,ZZ,XMGG,XMZZ | |
61 | REAL XMGZ,XMUU,XMGU,XMZU,XMDD,XMGD,XMZD,DEL,RSH,SR2 | |
62 | REAL SIGUT,SIGTU,EHAT,PHAT,EBM,TPP,AMWI,AMQ,PROPW | |
63 | REAL SIGUT1,SIGUT2,SIGUT3,SGUT12,SGUT13,SGUT23 | |
64 | REAL SIGTU1,SIGTU2,SIGTU3,SGTU12,SGTU13,SGTU23 | |
65 | REAL AMSQL,AMSQR,KK,AMZIZ1,AMZIZ2 | |
66 | REAL SIGLL,SIGRR,SIGZZ,SIGLZ,SIGRZ,SSGT,SSGST,PROPZ,SSXLAM | |
67 | INTEGER IZ1,JTYPZ1,IZ2,JTYPZ2 | |
68 | INTEGER IW1,JW1,JTYPW1,IDW1,IW2,JW2,JTYPW2,IDW2,IFLQ,IUD(13) | |
69 | C | |
70 | C IDENT codes from /SSTYPE/. (Fortran 77 allows - signs in | |
71 | C parameter statements but not data statements.) | |
72 | INTEGER MSUPL,MSDNL,MSSTL,MSCHL,MSBT1,MSTP1, | |
73 | $MSUPR,MSDNR,MSSTR,MSCHR,MSBT2,MSTP2,MSW1,MSW2 | |
74 | PARAMETER (MSUPL=-ISUPL) | |
75 | PARAMETER (MSDNL=-ISDNL) | |
76 | PARAMETER (MSSTL=-ISSTL) | |
77 | PARAMETER (MSCHL=-ISCHL) | |
78 | PARAMETER (MSBT1=-ISBT1) | |
79 | PARAMETER (MSTP1=-ISTP1) | |
80 | PARAMETER (MSUPR=-ISUPR) | |
81 | PARAMETER (MSDNR=-ISDNR) | |
82 | PARAMETER (MSSTR=-ISSTR) | |
83 | PARAMETER (MSCHR=-ISCHR) | |
84 | PARAMETER (MSBT2=-ISBT2) | |
85 | PARAMETER (MSTP2=-ISTP2) | |
86 | PARAMETER (MSW1=-ISW1) | |
87 | PARAMETER (MSW2=-ISW2) | |
88 | DATA IDQSS/0, | |
89 | $ISUPL,MSUPL,ISDNL,MSDNL,ISSTL,MSSTL,ISCHL,MSCHL,ISBT1,MSBT1, | |
90 | $ISTP1,MSTP1, | |
91 | $ISUPR,MSUPR,ISDNR,MSDNR,ISSTR,MSSTR,ISCHR,MSCHR,ISBT2,MSBT2, | |
92 | $ISTP2,MSTP2/ | |
93 | DATA IDZSS/ISZ1,ISZ2,ISZ3,ISZ4/ | |
94 | DATA IDWSS/ISW1,MSW1,ISW2,MSW2/ | |
95 | DATA IUD/0,1,-1,2,-2,2,-2,1,-1,2,-2,1,-1/ | |
96 | C | |
97 | C JS2JT: Susy jettype -> normal jettype | |
98 | DATA JS2JT/1, | |
99 | $2,3,4,5,6,7,8,9,10,11,12,13,2,3,4,5,6,7,8,9,10,11,12,13/ | |
100 | C IW2JS: Wino index -> susy jettype | |
101 | DATA IW2JS/26,27,28,29/ | |
102 | C IW2IM: Wino index -> match code | |
103 | DATA IW2IM/2,3,2,3/ | |
104 | C IZ2JS: Zino index -> susy jettype | |
105 | DATA IZ2JS/30,31,32,33/ | |
106 | C IS2UD: Susy jettype -> u/d code | |
107 | DATA IS2UD/0,1,1,2,2,2,2,1,1,2,2,1,1,1,1,2,2,2,2,1,1,2,2,1,1/ | |
108 | C | |
109 | DATA ZONE,ZI/(1.,0.),(0.,1.)/ | |
110 | C | |
111 | C Functions | |
112 | QFCN(IQ,IH)=STRUC(X(IH),QSQ,IQ,IDIN(IH))/X(IH) | |
113 | PSIFCN(AM12,AM22,TT)=((S+TT-AM12)/(2*S) | |
114 | $-AM12*(AM22-TT)/(AM12-TT)**2 | |
115 | $+(TT*(AM22-AM12)+AM22*(S-AM22+AM12))/(S*(AM12-TT))) | |
116 | C | |
117 | C Constants from Baer, Barger, Karatas, and Tata, | |
118 | C PR D36, 96, using results from SSMIX | |
119 | C | |
120 | G=SQRT(4*PI*ALFAEM/SN2THW) | |
121 | GP=G*SQRT(SN2THW/(1.-SN2THW)) | |
122 | C GS=SQRT(4.*PI*ALFA3) | |
123 | XM=1./TAN(GAMMAL) | |
124 | YM=1./TAN(GAMMAR) | |
125 | THX=SIGN(1.,XM) | |
126 | THY=SIGN(1.,YM) | |
127 | AMG=AMASS(ISGL) | |
128 | ITHG=+1 | |
129 | C Signed masses | |
130 | AMWISS(1)=AMW1SS | |
131 | AMWISS(2)=AMW2SS | |
132 | C Zi couplings | |
133 | DO 100 IZ=1,4 | |
134 | ITHZ(IZ)=0 | |
135 | IF(AMZISS(IZ).LT.0) ITHZ(IZ)=1 | |
136 | AQZ(1,IZ)=ZI**(ITHZ(IZ)-1)*(-ZONE)**(ITHZ(IZ)+1) | |
137 | $ *(+G/SQRT2*ZMIXSS(3,IZ)+GP/(3*SQRT2)*ZMIXSS(4,IZ)) | |
138 | AQZ(2,IZ)=ZI**(ITHZ(IZ)-1)*(-ZONE)**(ITHZ(IZ)+1) | |
139 | $ *(-G/SQRT2*ZMIXSS(3,IZ)+GP/(3*SQRT2)*ZMIXSS(4,IZ)) | |
140 | BQZ(1,IZ)=+(4./3.)*ZI**(ITHZ(IZ)-1)*GP/SQRT2*ZMIXSS(4,IZ) | |
141 | BQZ(2,IZ)=-(2./3.)*ZI**(ITHZ(IZ)-1)*GP/SQRT2*ZMIXSS(4,IZ) | |
142 | 100 CONTINUE | |
143 | C Wi couplings | |
144 | ITHW(1)=0 | |
145 | IF(AMW1SS.LT.0.) ITHW(1)=1 | |
146 | AQW(1,1)=ZI*G*SIN(GAMMAL) | |
147 | AQW(2,1)=ZI*G*(-ZONE)**ITHW(1)*SIN(GAMMAR) | |
148 | ITHW(2)=0 | |
149 | IF(AMW2SS.LT.0.) ITHW(2)=1 | |
150 | AQW(1,2)=ZI*G*THX*COS(GAMMAL) | |
151 | AQW(2,2)=ZI*G*(-ZONE)**ITHW(2)*THY*COS(GAMMAR) | |
152 | C Quark couplings to Z | |
153 | CS2THW=1.-SN2THW | |
154 | TNTHW=SQRT(SN2THW/CS2THW) | |
155 | CTTHW=1./TNTHW | |
156 | AL(1)=CTTHW/4.-5*TNTHW/12. | |
157 | AL(2)=TNTHW/12.-CTTHW/4. | |
158 | BE(1)=-(CTTHW+TNTHW)/4. | |
159 | BE(2)=-BE(1) | |
160 | ESQ=4*PI*ALFAEM | |
161 | C Chargino couplings to Z | |
162 | XWI(1)=1.-(COS(GAMMAL)**2+COS(GAMMAR)**2)/4./CS2THW | |
163 | XWI(2)=1.-(SIN(GAMMAL)**2+SIN(GAMMAR)**2)/4./CS2THW | |
164 | YWI(1)=(COS(GAMMAR)**2-COS(GAMMAL)**2)/4./CS2THW | |
165 | YWI(2)=(SIN(GAMMAR)**2-SIN(GAMMAL)**2)/4./CS2THW | |
166 | X12=.5*(THX*SIN(GAMMAL)*COS(GAMMAL)- | |
167 | $ THY*SIN(GAMMAR)*COS(GAMMAR)) | |
168 | Y12=.5*(THX*SIN(GAMMAL)*COS(GAMMAL)+ | |
169 | $ THY*SIN(GAMMAR)*COS(GAMMAR)) | |
170 | SN12=-1.*SIGN(1.,AMW1SS)*SIGN(1.,AMW2SS) | |
171 | C | |
172 | C qk qb --> ziss glss | |
173 | C | |
174 | DO 200 IZ=1,4 | |
175 | AMZIZ=ABS(AMZISS(IZ)) | |
176 | JTYPZ=IZ2JS(IZ) | |
177 | C Jet 1 = ziss, jet 2 = glss | |
178 | IF(.NOT.(GOQ(JTYPZ,1).AND.GOQ(1,2))) GO TO 220 | |
179 | CALL TWOKIN(0.,0.,AMZIZ,AMG) | |
180 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 220 | |
181 | GS=SQRT(4*PI*ALFQSQ) | |
182 | E1=SQRT(P(1)**2+AMZIZ**2) | |
183 | E2=SQRT(P(2)**2+AMG**2) | |
184 | FAC=1./(16.*PI*S**2) | |
185 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
186 | C Sum over initial quarks (no top quarks) | |
187 | DO 210 IQ=2,11 | |
188 | IQ1=IQ | |
189 | IQ2=MATCH(IQ1,4) | |
190 | AMQIQ=AMASS(IDQSS(IQ)) | |
191 | SIG0=(AMZIZ**2-T)*(AMG**2-T)/(AMQIQ**2-T)**2 | |
192 | $ +(AMZIZ**2-U)*(AMG**2-U)/(AMQIQ**2-U)**2 | |
193 | $ -2*(-1)**(ITHZ(IZ)+ITHG)*AMG*AMZIZ*S | |
194 | $ /((AMQIQ**2-T)*(AMQIQ**2-U)) | |
195 | SIG0=SIG0*2*GS**2/9 | |
196 | CON=AQZ(IS2UD(IQ),IZ)*CONJG(AQZ(IS2UD(IQ),IZ)) | |
197 | $ +BQZ(IS2UD(IQ),IZ)*CONJG(BQZ(IS2UD(IQ),IZ)) | |
198 | SIG=FAC*CON*SIG0*QFCN(IQ1,1)*QFCN(IQ2,2) | |
199 | SIG=.5*SIG | |
200 | CALL SIGFIL(SIG,IQ1,IQ2,JTYPZ,1) | |
201 | 210 CONTINUE | |
202 | C Jet 1 = glss, jet 2 = ziss | |
203 | 220 IF(.NOT.(GOQ(1,1).AND.GOQ(JTYPZ,2))) GO TO 200 | |
204 | CALL TWOKIN(0.,0.,AMG,AMZIZ) | |
205 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 200 | |
206 | GS=SQRT(4*PI*ALFQSQ) | |
207 | E1=SQRT(P(1)**2+AMG**2) | |
208 | E2=SQRT(P(2)**2+AMZIZ**2) | |
209 | FAC=1./(16.*PI*S**2) | |
210 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
211 | DO 230 IQ=2,11 | |
212 | IQ1=IQ | |
213 | IQ2=MATCH(IQ1,4) | |
214 | AMQIQ=AMASS(IDQSS(IQ)) | |
215 | SIG0=(AMZIZ**2-T)*(AMG**2-T)/(AMQIQ**2-T)**2 | |
216 | $ +(AMZIZ**2-U)*(AMG**2-U)/(AMQIQ**2-U)**2 | |
217 | $ -2*(-1)**(ITHZ(IZ)+ITHG)*AMG*AMZIZ*S | |
218 | $ /((AMQIQ**2-T)*(AMQIQ**2-U)) | |
219 | SIG0=SIG0*2*GS**2/9 | |
220 | CON=AQZ(IS2UD(IQ),IZ)*CONJG(AQZ(IS2UD(IQ),IZ)) | |
221 | $ +BQZ(IS2UD(IQ),IZ)*CONJG(BQZ(IS2UD(IQ),IZ)) | |
222 | SIG=FAC*CON*SIG0*QFCN(IQ1,1)*QFCN(IQ2,2) | |
223 | SIG=.5*SIG | |
224 | CALL SIGFIL(SIG,IQ1,IQ2,1,JTYPZ) | |
225 | 230 CONTINUE | |
226 | 200 CONTINUE | |
227 | C | |
228 | C qk gl -> ziss qkss | |
229 | C | |
230 | DO 300 IZ=1,4 | |
231 | AMZIZ=ABS(AMZISS(IZ)) | |
232 | JTYPZ=IZ2JS(IZ) | |
233 | DO 310 IQ=2,25 | |
234 | JQ=JS2JT(IQ) | |
235 | IF(IABS(JQ).GE.12) GO TO 310 | |
236 | AMQIQ=AMASS(IDQSS(IQ)) | |
237 | C Jet 1 = ziss, jet 2 = qkss | |
238 | IF(.NOT.(GOQ(JTYPZ,1).AND.GOQ(IQ,2))) GO TO 320 | |
239 | CALL TWOKIN(0.,0.,AMZIZ,AMQIQ) | |
240 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 320 | |
241 | GS=SQRT(4*PI*ALFQSQ) | |
242 | E1=SQRT(P(1)**2+AMZIZ**2) | |
243 | E2=SQRT(P(2)**2+AMQIQ**2) | |
244 | FAC=1./(16.*PI*S**2) | |
245 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
246 | IX=IS2UD(IQ) | |
247 | C Use AQZ for left squarks, BQZ for right | |
248 | IF(IQ.LE.13) THEN | |
249 | CON=AQZ(IX,IZ)*CONJG(AQZ(IX,IZ)) | |
250 | ELSE | |
251 | CON=BQZ(IX,IZ)*CONJG(BQZ(IX,IZ)) | |
252 | ENDIF | |
253 | SIG=GS**2/6*FAC*CON*PSIFCN(AMQIQ**2,AMZIZ**2,T) | |
254 | $ *QFCN(JQ,1)*QFCN(1,2) | |
255 | SIG=.5*SIG | |
256 | CALL SIGFIL(SIG,JQ,1,JTYPZ,IQ) | |
257 | SIG=GS**2/6*FAC*CON*PSIFCN(AMQIQ**2,AMZIZ**2,U) | |
258 | $ *QFCN(1,1)*QFCN(JQ,2) | |
259 | SIG=.5*SIG | |
260 | CALL SIGFIL(SIG,1,JQ,JTYPZ,IQ) | |
261 | C Jet 1 = qkss, jet 2 = ziss | |
262 | 320 IF(.NOT.(GOQ(IQ,1).AND.GOQ(JTYPZ,2))) GO TO 310 | |
263 | CALL TWOKIN(0.,0.,AMQIQ,AMZIZ) | |
264 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 310 | |
265 | GS=SQRT(4*PI*ALFQSQ) | |
266 | E1=SQRT(P(1)**2+AMQIQ**2) | |
267 | E2=SQRT(P(2)**2+AMZIZ**2) | |
268 | FAC=1./(16.*PI*S**2) | |
269 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
270 | IX=IS2UD(IQ) | |
271 | C Use AQZ for left squarks, BQZ for right | |
272 | IF(IQ.LE.13) THEN | |
273 | CON=AQZ(IX,IZ)*CONJG(AQZ(IX,IZ)) | |
274 | ELSE | |
275 | CON=BQZ(IX,IZ)*CONJG(BQZ(IX,IZ)) | |
276 | ENDIF | |
277 | SIG=GS**2/6*CON*FAC*PSIFCN(AMQIQ**2,AMZIZ**2,U) | |
278 | $ *QFCN(JQ,1)*QFCN(1,2) | |
279 | SIG=.5*SIG | |
280 | CALL SIGFIL(SIG,JQ,1,IQ,JTYPZ) | |
281 | SIG=GS**2/6*CON*FAC*PSIFCN(AMQIQ**2,AMZIZ**2,T) | |
282 | $ *QFCN(1,1)*QFCN(JQ,2) | |
283 | SIG=.5*SIG | |
284 | CALL SIGFIL(SIG,1,JQ,IQ,JTYPZ) | |
285 | 310 CONTINUE | |
286 | 300 CONTINUE | |
287 | C | |
288 | C qk gl -> wiss qkss | |
289 | C | |
290 | DO 400 IW=1,4 | |
291 | JW=(IW+1)/2 | |
292 | AMWIW=ABS(AMWISS(JW)) | |
293 | JTYPW=IW2JS(IW) | |
294 | IWM=IW2IM(IW) | |
295 | C Left squarks only - | |
296 | DO 410 IQ=2,11 | |
297 | AMQIQ=AMASS(IDQSS(IQ)) | |
298 | C JQ is the matching incoming quark | |
299 | JQ=JS2JT(IQ) | |
300 | JQ=MATCH(JQ,4) | |
301 | JQ=MATCH(JQ,IWM) | |
302 | IF(JQ.EQ.0.OR.JQ.GE.12) GO TO 410 | |
303 | C Jet 1 = wiss, jet 2 = qkss | |
304 | IF(.NOT.(GOQ(JTYPW,1).AND.GOQ(IQ,2))) GO TO 420 | |
305 | CALL TWOKIN(0.,0.,AMWIW,AMQIQ) | |
306 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 420 | |
307 | GS=SQRT(4*PI*ALFQSQ) | |
308 | E1=SQRT(P(1)**2+AMWIW**2) | |
309 | E2=SQRT(P(2)**2+AMQIQ**2) | |
310 | FAC=1./(16.*PI*S**2) | |
311 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
312 | IX=IS2UD(JQ) | |
313 | CON=AQW(IX,JW)*CONJG(AQW(IX,JW)) | |
314 | SIG=GS**2/6*FAC*CON*PSIFCN(AMQIQ**2,AMWIW**2,T) | |
315 | $ *QFCN(JQ,1)*QFCN(1,2) | |
316 | SIG=.5*SIG | |
317 | CALL SIGFIL(SIG,JQ,1,JTYPW,IQ) | |
318 | SIG=GS**2/6*FAC*CON*PSIFCN(AMQIQ**2,AMWIW**2,U) | |
319 | $ *QFCN(1,1)*QFCN(JQ,2) | |
320 | SIG=.5*SIG | |
321 | CALL SIGFIL(SIG,1,JQ,JTYPW,IQ) | |
322 | C Jet 1 = qkss, jet 2 = wiss | |
323 | 420 IF(.NOT.(GOQ(IQ,1).AND.GOQ(JTYPW,2))) GO TO 410 | |
324 | CALL TWOKIN(0.,0.,AMQIQ,AMWIW) | |
325 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 410 | |
326 | GS=SQRT(4*PI*ALFQSQ) | |
327 | E1=SQRT(P(1)**2+AMQIQ**2) | |
328 | E2=SQRT(P(2)**2+AMWIW**2) | |
329 | FAC=1./(16.*PI*S**2) | |
330 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
331 | IX=IS2UD(JQ) | |
332 | CON=AQW(IX,JW)*CONJG(AQW(IX,JW)) | |
333 | SIG=GS**2/6*FAC*CON*PSIFCN(AMQIQ**2,AMWIW**2,U) | |
334 | $ *QFCN(JQ,1)*QFCN(1,2) | |
335 | SIG=.5*SIG | |
336 | CALL SIGFIL(SIG,JQ,1,IQ,JTYPW) | |
337 | SIG=GS**2/6*FAC*CON*PSIFCN(AMQIQ**2,AMWIW**2,T) | |
338 | $ *QFCN(1,1)*QFCN(JQ,2) | |
339 | SIG=.5*SIG | |
340 | CALL SIGFIL(SIG,1,JQ,IQ,JTYPW) | |
341 | 410 CONTINUE | |
342 | 400 CONTINUE | |
343 | C | |
344 | C qk qb -> wiss glss | |
345 | C | |
346 | DO 500 IW=1,4 | |
347 | JW=(IW+1)/2 | |
348 | AMWIW=ABS(AMWISS(JW)) | |
349 | JTYPW=IW2JS(IW) | |
350 | IWM=IW2IM(IW) | |
351 | C Jet 1 = wiss, jet 2 = glss | |
352 | IF(.NOT.(GOQ(JTYPW,1).AND.GOQ(1,2))) GO TO 520 | |
353 | CALL TWOKIN(0.,0.,AMWIW,AMG) | |
354 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 520 | |
355 | GS=SQRT(4*PI*ALFQSQ) | |
356 | E1=SQRT(P(1)**2+AMWIW**2) | |
357 | E2=SQRT(P(2)**2+AMG**2) | |
358 | FAC=1./(16.*PI*S**2) | |
359 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
360 | C Loop over quarks (no top quarks) | |
361 | DO 510 IQ=2,11 | |
362 | IQ1=IQ | |
363 | IQ2=MATCH(IQ1,IWM) | |
364 | IF(IQ2.EQ.0.OR.IQ2.GE.12) GO TO 510 | |
365 | AMQIQ1=AMASS(IDQSS(IQ1)) | |
366 | IX1=IS2UD(IQ1) | |
367 | AMQIQ2=AMASS(IDQSS(IQ2)) | |
368 | IX2=IS2UD(IQ2) | |
369 | CON11=AQW(IX1,JW)*CONJG(AQW(IX1,JW)) | |
370 | CON22=AQW(IX2,JW)*CONJG(AQW(IX2,JW)) | |
371 | CON12=2*(-1)**ITHG*REAL(AQW(IX1,JW)*AQW(IX2,JW)) | |
372 | SIG=CON11*(AMWIW**2-T)*(AMG**2-T)/(AMQIQ2**2-T)**2 | |
373 | $ +CON22*(AMWIW**2-U)*(AMG**2-U)/(AMQIQ1**2-U)**2 | |
374 | $ +CON12*AMG*AMWIW*S/((AMQIQ2**2-T)*(AMQIQ1**2-U)) | |
375 | SIG=2*GS**2/9*SIG*FAC*QFCN(IQ1,1)*QFCN(IQ2,2) | |
376 | SIG=.5*SIG | |
377 | CALL SIGFIL(SIG,IQ1,IQ2,JTYPW,1) | |
378 | C No interchange needed here | |
379 | 510 CONTINUE | |
380 | C Jet 1 = glss, jet 2 = wiss | |
381 | 520 IF(.NOT.(GOQ(1,1).AND.GOQ(JTYPW,2))) GO TO 500 | |
382 | CALL TWOKIN(0.,0.,AMG,AMWIW) | |
383 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 500 | |
384 | GS=SQRT(4*PI*ALFQSQ) | |
385 | E1=SQRT(P(1)**2+AMG**2) | |
386 | E2=SQRT(P(2)**2+AMWIW**2) | |
387 | FAC=1./(16.*PI*S**2) | |
388 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
389 | C Loop over quarks (no top quarks) | |
390 | DO 530 IQ=2,11 | |
391 | IQ1=IQ | |
392 | IQ2=MATCH(IQ1,IWM) | |
393 | IF(IQ2.EQ.0.OR.IQ2.GE.12) GO TO 530 | |
394 | AMQIQ1=AMASS(IDQSS(IQ1)) | |
395 | IX1=IS2UD(IQ1) | |
396 | AMQIQ2=AMASS(IDQSS(IQ2)) | |
397 | IX2=IS2UD(IQ2) | |
398 | CON11=AQW(IX1,JW)*CONJG(AQW(IX1,JW)) | |
399 | CON22=AQW(IX2,JW)*CONJG(AQW(IX2,JW)) | |
400 | CON12=2*(-1)**ITHG*REAL(AQW(IX1,JW)*AQW(IX2,JW)) | |
401 | SIG=CON11*(AMWIW**2-U)*(AMG**2-U)/(AMQIQ2**2-U)**2 | |
402 | $ +CON22*(AMWIW**2-T)*(AMG**2-T)/(AMQIQ1**2-T)**2 | |
403 | $ +CON12*AMG*AMWIW*S/((AMQIQ2**2-U)*(AMQIQ1**2-T)) | |
404 | SIG=2*GS**2/9*SIG*FAC*QFCN(IQ1,1)*QFCN(IQ2,2) | |
405 | SIG=.5*SIG | |
406 | CALL SIGFIL(SIG,IQ1,IQ2,1,JTYPW) | |
407 | C NO INTERCHANGE NEEDED HERE | |
408 | 530 CONTINUE | |
409 | 500 CONTINUE | |
410 | C | |
411 | C Gaugino pair production. The W,Z poles are assumed | |
412 | C to be outside the physical region. | |
413 | C Constants from SSWZBF: | |
414 | C | |
415 | SR2=SQRT(2.) | |
416 | DO 601 IZ=1,4 | |
417 | XZIWJ(IZ,1)=.5*(SIGN(1.,AMWISS(1))*SIGN(1.,AMZISS(IZ)) | |
418 | $ *(COS(GAMMAR)*ZMIXSS(1,IZ)/SR2+SIN(GAMMAR)*ZMIXSS(3,IZ)) | |
419 | $ -COS(GAMMAL)*ZMIXSS(2,IZ)/SR2+SIN(GAMMAL)*ZMIXSS(3,IZ)) | |
420 | YZIWJ(IZ,1)=.5*(-SIGN(1.,AMWISS(1))*SIGN(1.,AMZISS(IZ)) | |
421 | $ *(COS(GAMMAR)*ZMIXSS(1,IZ)/SR2+SIN(GAMMAR)*ZMIXSS(3,IZ)) | |
422 | $ -COS(GAMMAL)*ZMIXSS(2,IZ)/SR2+SIN(GAMMAL)*ZMIXSS(3,IZ)) | |
423 | XZIWJ(IZ,2)=.5*(SIGN(1.,AMWISS(2))*SIGN(1.,AMZISS(IZ))*THY | |
424 | $ *(-SIN(GAMMAR)*ZMIXSS(1,IZ)/SR2+COS(GAMMAR)*ZMIXSS(3,IZ)) | |
425 | $ +THX*(SIN(GAMMAL)*ZMIXSS(2,IZ)/SR2+COS(GAMMAL)*ZMIXSS(3,IZ))) | |
426 | YZIWJ(IZ,2)=.5*(-SIGN(1.,AMWISS(2))*SIGN(1.,AMZISS(IZ)) | |
427 | $ *THY*(-SIN(GAMMAR)*ZMIXSS(1,IZ)/SR2+COS(GAMMAR)*ZMIXSS(3,IZ)) | |
428 | $ +THX*(SIN(GAMMAL)*ZMIXSS(2,IZ)/SR2+COS(GAMMAL)*ZMIXSS(3,IZ))) | |
429 | 601 CONTINUE | |
430 | C | |
431 | C Zino + wino: W* and squark graphs included | |
432 | C | |
433 | DO 610 IW=1,4 | |
434 | JW=(IW+1)/2 | |
435 | AMWIW=ABS(AMWISS(JW)) | |
436 | JTYPW=IW2JS(IW) | |
437 | IWM=IW2IM(IW) | |
438 | DO 620 IZ=1,4 | |
439 | AMZIZ=ABS(AMZISS(IZ)) | |
440 | JTYPZ=IZ2JS(IZ) | |
441 | AMQ=AMASS(IDQSS(2)) | |
442 | C Jet 1 = wiss, jet 2 = zjss | |
443 | IF(.NOT.(GOQ(JTYPW,1).AND.GOQ(JTYPZ,2))) GO TO 630 | |
444 | CALL TWOKIN(0.,0.,AMWIW,AMZIZ) | |
445 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 630 | |
446 | E1=SQRT(P(1)**2+AMWIW**2) | |
447 | E2=SQRT(P(2)**2+AMZIZ**2) | |
448 | FAC=1./(16.*PI*S**2) | |
449 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
450 | C Loop over quarks (no top quarks) | |
451 | SIGUT1=(XZIWJ(IZ,JW)**2+YZIWJ(IZ,JW)**2) | |
452 | $ *((AMWIW**2-U)*(AMZIZ**2-U)+(AMWIW**2-T)*(AMZIZ**2-T))/4. | |
453 | $ +2*XZIWJ(IZ,JW)*YZIWJ(IZ,JW) | |
454 | $ *((AMWIW**2-U)*(AMZIZ**2-U)-(AMWIW**2-T)*(AMZIZ**2-T))/4. | |
455 | $ +AMWIW*AMZIZ*(XZIWJ(IZ,JW)**2-YZIWJ(IZ,JW)**2)*S/2. | |
456 | PROPW=(S-AMW**2)**2+AMW**2*GAMW**2 | |
457 | SIGUT1=2*G**4/3./PROPW*SIGUT1 | |
458 | SIGUT2=(AQZ(2,IZ)*CONJG(AQZ(2,IZ)))* | |
459 | $ (AQW(1,JW)*CONJG(AQW(1,JW))) | |
460 | $ *(AMWIW**2-U)*(AMZIZ**2-U)/4./3./(U-AMQ**2)**2 | |
461 | SIGUT3=(AQZ(1,IZ)*CONJG(AQZ(1,IZ)))* | |
462 | $ (AQW(2,JW)*CONJG(AQW(2,JW))) | |
463 | $ *(AMWIW**2-T)*(AMZIZ**2-T)/4./3./(T-AMQ**2)**2 | |
464 | SGUT12=-G**2*SR2*(S-AMW**2)/PROPW/(U-AMQ**2)/12.* | |
465 | $ REAL(CONJG(AQZ(2,IZ))*AQW(1,JW)*(-ZI)**(ITHZ(IZ)))* | |
466 | $ (8*(XZIWJ(IZ,JW)+YZIWJ(IZ,JW))*(AMZIZ**2-U)*(AMWIW**2-U)/4. | |
467 | $ +4*(XZIWJ(IZ,JW)-YZIWJ(IZ,JW))*AMWIW*AMZIZ*S/2.) | |
468 | SGUT13=G**2*SR2*(S-AMW**2)/PROPW/(T-AMQ**2)/12.* | |
469 | $ REAL(CONJG(AQW(2,JW))*AQZ(1,IZ)*(-ZI)**(ITHZ(IZ)))* | |
470 | $ (8*(XZIWJ(IZ,JW)-YZIWJ(IZ,JW))*(AMZIZ**2-T)*(AMWIW**2-T)/4. | |
471 | $ +4*(XZIWJ(IZ,JW)+YZIWJ(IZ,JW))*AMWIW*AMZIZ*S/2.) | |
472 | SGUT23=-4*AMWIW*AMZIZ*S/2./(U-AMQ**2)/(T-AMQ**2)/12.* | |
473 | $ REAL(AQZ(1,IZ)*AQZ(2,IZ)*CONJG(AQW(1,JW)*AQW(2,JW))) | |
474 | SIGUT=SIGUT1+SIGUT2+SIGUT3+SGUT12+SGUT13+SGUT23 | |
475 | C | |
476 | SIGTU1=(XZIWJ(IZ,JW)**2+YZIWJ(IZ,JW)**2) | |
477 | $ *((AMWIW**2-T)*(AMZIZ**2-T)+(AMWIW**2-U)*(AMZIZ**2-U))/4. | |
478 | $ +2*XZIWJ(IZ,JW)*YZIWJ(IZ,JW) | |
479 | $ *((AMWIW**2-T)*(AMZIZ**2-T)-(AMWIW**2-U)*(AMZIZ**2-U))/4. | |
480 | $ +AMWIW*AMZIZ*(XZIWJ(IZ,JW)**2-YZIWJ(IZ,JW)**2)*S/2. | |
481 | SIGTU1=2*G**4/3./PROPW*SIGTU1 | |
482 | SIGTU2=(AQZ(2,IZ)*CONJG(AQZ(2,IZ)))* | |
483 | $ (AQW(1,JW)*CONJG(AQW(1,JW))) | |
484 | $ *(AMWIW**2-T)*(AMZIZ**2-T)/4./3./(T-AMQ**2)**2 | |
485 | SIGTU3=(AQZ(1,IZ)*CONJG(AQZ(1,IZ)))* | |
486 | $ (AQW(2,JW)*CONJG(AQW(2,JW))) | |
487 | $ *(AMWIW**2-U)*(AMZIZ**2-U)/4./3./(U-AMQ**2)**2 | |
488 | SGTU12=-G**2*SR2*(S-AMW**2)/PROPW/(T-AMQ**2)/12.* | |
489 | $ REAL(CONJG(AQZ(2,IZ))*AQW(1,JW)*(-ZI)**(ITHZ(IZ)))* | |
490 | $ (8*(XZIWJ(IZ,JW)+YZIWJ(IZ,JW))*(AMZIZ**2-T)*(AMWIW**2-T)/4. | |
491 | $ +4*(XZIWJ(IZ,JW)-YZIWJ(IZ,JW))*AMWIW*AMZIZ*S/2.) | |
492 | SGTU13=G**2*SR2*(S-AMW**2)/PROPW/(U-AMQ**2)/12.* | |
493 | $ REAL(CONJG(AQW(2,JW))*AQZ(1,IZ)*(-ZI)**(ITHZ(IZ)))* | |
494 | $ (8*(XZIWJ(IZ,JW)-YZIWJ(IZ,JW))*(AMZIZ**2-U)*(AMWIW**2-U)/4. | |
495 | $ +4*(XZIWJ(IZ,JW)+YZIWJ(IZ,JW))*AMWIW*AMZIZ*S/2.) | |
496 | SGTU23=-4*AMWIW*AMZIZ*S/2./(T-AMQ**2)/(U-AMQ**2)/12.* | |
497 | $ REAL(AQZ(1,IZ)*AQZ(2,IZ)*CONJG(AQW(1,JW)*AQW(2,JW))) | |
498 | SIGTU=SIGTU1+SIGTU2+SIGTU3+SGTU12+SGTU13+SGTU23 | |
499 | IF (IWM.EQ.2) THEN | |
500 | SIG=.5*SIGUT*FAC*QFCN(5,1)*QFCN(2,2) | |
501 | CALL SIGFIL(SIG,5,2,JTYPW,JTYPZ) | |
502 | SIG=.5*SIGUT*FAC*QFCN(7,1)*QFCN(8,2) | |
503 | CALL SIGFIL(SIG,7,8,JTYPW,JTYPZ) | |
504 | SIG=.5*SIGTU*FAC*QFCN(2,1)*QFCN(5,2) | |
505 | CALL SIGFIL(SIG,2,5,JTYPW,JTYPZ) | |
506 | SIG=.5*SIGTU*FAC*QFCN(8,1)*QFCN(7,2) | |
507 | CALL SIGFIL(SIG,8,7,JTYPW,JTYPZ) | |
508 | ELSE | |
509 | SIG=.5*SIGTU*FAC*QFCN(4,1)*QFCN(3,2) | |
510 | CALL SIGFIL(SIG,4,3,JTYPW,JTYPZ) | |
511 | SIG=.5*SIGTU*FAC*QFCN(6,1)*QFCN(9,2) | |
512 | CALL SIGFIL(SIG,6,9,JTYPW,JTYPZ) | |
513 | SIG=.5*SIGUT*FAC*QFCN(3,1)*QFCN(4,2) | |
514 | CALL SIGFIL(SIG,3,4,JTYPW,JTYPZ) | |
515 | SIG=.5*SIGUT*FAC*QFCN(9,1)*QFCN(6,2) | |
516 | CALL SIGFIL(SIG,9,6,JTYPW,JTYPZ) | |
517 | END IF | |
518 | C Jet 1 = zjss, jet 2 = wiss | |
519 | 630 IF(.NOT.(GOQ(JTYPZ,1).AND.GOQ(JTYPW,2))) GO TO 620 | |
520 | CALL TWOKIN(0.,0.,AMZIZ,AMWIW) | |
521 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 610 | |
522 | E1=SQRT(P(1)**2+AMZIZ**2) | |
523 | E2=SQRT(P(2)**2+AMWIW**2) | |
524 | FAC=1./(16.*PI*S**2) | |
525 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
526 | C Loop over quarks (no top quarks) | |
527 | SIGUT1=(XZIWJ(IZ,JW)**2+YZIWJ(IZ,JW)**2) | |
528 | $ *((AMWIW**2-U)*(AMZIZ**2-U)+(AMWIW**2-T)*(AMZIZ**2-T))/4. | |
529 | $ +2*XZIWJ(IZ,JW)*YZIWJ(IZ,JW) | |
530 | $ *((AMWIW**2-U)*(AMZIZ**2-U)-(AMWIW**2-T)*(AMZIZ**2-T))/4. | |
531 | $ +AMWIW*AMZIZ*(XZIWJ(IZ,JW)**2-YZIWJ(IZ,JW)**2)*S/2. | |
532 | PROPW=(S-AMW**2)**2+AMW**2*GAMW**2 | |
533 | SIGUT1=2*G**4/3./PROPW*SIGUT1 | |
534 | SIGUT2=(AQZ(2,IZ)*CONJG(AQZ(2,IZ)))* | |
535 | $ (AQW(1,JW)*CONJG(AQW(1,JW))) | |
536 | $ *(AMWIW**2-U)*(AMZIZ**2-U)/4./3./(U-AMQ**2)**2 | |
537 | SIGUT3=(AQZ(1,IZ)*CONJG(AQZ(1,IZ)))* | |
538 | $ (AQW(2,JW)*CONJG(AQW(2,JW))) | |
539 | $ *(AMWIW**2-T)*(AMZIZ**2-T)/4./3./(T-AMQ**2)**2 | |
540 | SGUT12=-G**2*SR2*(S-AMW**2)/PROPW/(U-AMQ**2)/12.* | |
541 | $ REAL(CONJG(AQZ(2,IZ))*AQW(1,JW)*(-ZI)**(ITHZ(IZ)))* | |
542 | $ (8*(XZIWJ(IZ,JW)+YZIWJ(IZ,JW))*(AMZIZ**2-U)*(AMWIW**2-U)/4. | |
543 | $ +4*(XZIWJ(IZ,JW)-YZIWJ(IZ,JW))*AMWIW*AMZIZ*S/2.) | |
544 | SGUT13=G**2*SR2*(S-AMW**2)/PROPW/(T-AMQ**2)/12.* | |
545 | $ REAL(CONJG(AQW(2,JW))*AQZ(1,IZ)*(-ZI)**(ITHZ(IZ)))* | |
546 | $ (8*(XZIWJ(IZ,JW)-YZIWJ(IZ,JW))*(AMZIZ**2-T)*(AMWIW**2-T)/4. | |
547 | $ +4*(XZIWJ(IZ,JW)+YZIWJ(IZ,JW))*AMWIW*AMZIZ*S/2.) | |
548 | SGUT23=-4*AMWIW*AMZIZ*S/2./(U-AMQ**2)/(T-AMQ**2)/12.* | |
549 | $ REAL(AQZ(1,IZ)*AQZ(2,IZ)*CONJG(AQW(1,JW)*AQW(2,JW))) | |
550 | SIGUT=SIGUT1+SIGUT2+SIGUT3+SGUT12+SGUT13+SGUT23 | |
551 | C | |
552 | SIGTU1=(XZIWJ(IZ,JW)**2+YZIWJ(IZ,JW)**2) | |
553 | $ *((AMWIW**2-T)*(AMZIZ**2-T)+(AMWIW**2-U)*(AMZIZ**2-U))/4. | |
554 | $ +2*XZIWJ(IZ,JW)*YZIWJ(IZ,JW) | |
555 | $ *((AMWIW**2-T)*(AMZIZ**2-T)-(AMWIW**2-U)*(AMZIZ**2-U))/4. | |
556 | $ +AMWIW*AMZIZ*(XZIWJ(IZ,JW)**2-YZIWJ(IZ,JW)**2)*S/2. | |
557 | SIGTU1=2*G**4/3./PROPW*SIGTU1 | |
558 | SIGTU2=(AQZ(2,IZ)*CONJG(AQZ(2,IZ)))* | |
559 | $ (AQW(1,JW)*CONJG(AQW(1,JW))) | |
560 | $ *(AMWIW**2-T)*(AMZIZ**2-T)/4./3./(T-AMQ**2)**2 | |
561 | SIGTU3=(AQZ(1,IZ)*CONJG(AQZ(1,IZ)))* | |
562 | $ (AQW(2,JW)*CONJG(AQW(2,JW))) | |
563 | $ *(AMWIW**2-U)*(AMZIZ**2-U)/4./3./(U-AMQ**2)**2 | |
564 | SGTU12=-G**2*SR2*(S-AMW**2)/PROPW/(T-AMQ**2)/12.* | |
565 | $ REAL(CONJG(AQZ(2,IZ))*AQW(1,JW)*(-ZI)**(ITHZ(IZ)))* | |
566 | $ (8*(XZIWJ(IZ,JW)+YZIWJ(IZ,JW))*(AMZIZ**2-T)*(AMWIW**2-T)/4. | |
567 | $ +4*(XZIWJ(IZ,JW)-YZIWJ(IZ,JW))*AMWIW*AMZIZ*S/2.) | |
568 | SGTU13=G**2*SR2*(S-AMW**2)/PROPW/(U-AMQ**2)/12.* | |
569 | $ REAL(CONJG(AQW(2,JW))*AQZ(1,IZ)*(-ZI)**(ITHZ(IZ)))* | |
570 | $ (8*(XZIWJ(IZ,JW)-YZIWJ(IZ,JW))*(AMZIZ**2-U)*(AMWIW**2-U)/4. | |
571 | $ +4*(XZIWJ(IZ,JW)+YZIWJ(IZ,JW))*AMWIW*AMZIZ*S/2.) | |
572 | SGTU23=-4*AMWIW*AMZIZ*S/2./(T-AMQ**2)/(U-AMQ**2)/12.* | |
573 | $ REAL(AQZ(1,IZ)*AQZ(2,IZ)*CONJG(AQW(1,JW)*AQW(2,JW))) | |
574 | SIGTU=SIGTU1+SIGTU2+SIGTU3+SGTU12+SGTU13+SGTU23 | |
575 | IF (IWM.EQ.2) THEN | |
576 | SIG=.5*SIGTU*FAC*QFCN(5,1)*QFCN(2,2) | |
577 | CALL SIGFIL(SIG,5,2,JTYPZ,JTYPW) | |
578 | SIG=.5*SIGTU*FAC*QFCN(7,1)*QFCN(8,2) | |
579 | CALL SIGFIL(SIG,7,8,JTYPZ,JTYPW) | |
580 | SIG=.5*SIGUT*FAC*QFCN(2,1)*QFCN(5,2) | |
581 | CALL SIGFIL(SIG,2,5,JTYPZ,JTYPW) | |
582 | SIG=.5*SIGUT*FAC*QFCN(8,1)*QFCN(7,2) | |
583 | CALL SIGFIL(SIG,8,7,JTYPZ,JTYPW) | |
584 | ELSE | |
585 | SIG=.5*SIGUT*FAC*QFCN(4,1)*QFCN(3,2) | |
586 | CALL SIGFIL(SIG,4,3,JTYPZ,JTYPW) | |
587 | SIG=.5*SIGUT*FAC*QFCN(6,1)*QFCN(9,2) | |
588 | CALL SIGFIL(SIG,6,9,JTYPZ,JTYPW) | |
589 | SIG=.5*SIGTU*FAC*QFCN(3,1)*QFCN(4,2) | |
590 | CALL SIGFIL(SIG,3,4,JTYPZ,JTYPW) | |
591 | SIG=.5*SIGTU*FAC*QFCN(9,1)*QFCN(6,2) | |
592 | CALL SIGFIL(SIG,9,6,JTYPZ,JTYPW) | |
593 | END IF | |
594 | 620 CONTINUE | |
595 | 610 CONTINUE | |
596 | C | |
597 | C Chargino pair production | |
598 | C added squark exchange contribution 7/11/97 | |
599 | C | |
600 | DO 700 IW1=1,4 | |
601 | JW1=(IW1+1)/2 | |
602 | AMWIW1=ABS(AMWISS(JW1)) | |
603 | JTYPW1=IW2JS(IW1) | |
604 | IDW1=IDWSS(IW1) | |
605 | DO 710 IW2=1,4 | |
606 | JW2=(IW2+1)/2 | |
607 | AMWIW2=ABS(AMWISS(JW2)) | |
608 | JTYPW2=IW2JS(IW2) | |
609 | IDW2=IDWSS(IW2) | |
610 | IF (.NOT.(GOQ(JTYPW1,1).AND.GOQ(JTYPW2,2))) GO TO 710 | |
611 | CALL TWOKIN(0.,0.,AMWIW1,AMWIW2) | |
612 | IF (X1.GE.1..OR.X2.GE.1.) GO TO 710 | |
613 | E1=SQRT(P(1)**2+AMWIW1**2) | |
614 | E2=SQRT(P(2)**2+AMWIW2**2) | |
615 | FAC=1./(16.*PI*S**2) | |
616 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
617 | DO 720 IQ1=2,11 | |
618 | IFLQ=IS2UD(IQ1) | |
619 | IF (IFLQ.EQ.1) THEN | |
620 | EQ1=2./3. | |
621 | ELSE | |
622 | EQ1=-1./3. | |
623 | END IF | |
624 | IQ2=MATCH(IQ1,4) | |
625 | IF (IQ1.EQ.2.OR.IQ1.EQ.3) AMSQK=AMDLSS | |
626 | IF (IQ1.EQ.4.OR.IQ1.EQ.5) AMSQK=AMULSS | |
627 | IF (IQ1.EQ.6.OR.IQ1.EQ.7) AMSQK=AMCLSS | |
628 | IF (IQ1.EQ.8.OR.IQ1.EQ.9) AMSQK=AMSLSS | |
629 | IF (IQ1.EQ.10.OR.IQ1.EQ.11) AMSQK=AMB1SS | |
630 | IF (IQ2.EQ.0.OR.IQ2.GE.12) GO TO 720 | |
631 | IF (IDW1.EQ.-IDW2) THEN | |
632 | C Convert ISAJET t_hat to particle-particle t_hat | |
633 | IF (IUD(IQ1)*IDW1.GT.0) THEN | |
634 | TPP=U | |
635 | ELSE | |
636 | TPP=T | |
637 | END IF | |
638 | ZZ=(2*TPP-2*AMWIW1**2+S)/SQRT(S*S-4*S*AMWIW1**2) | |
639 | EHAT=SQRT(S)/2. | |
640 | PHAT=SQRT(EHAT**2-AMWIW1**2) | |
641 | XMGG=16.*ESQ*ESQ*(EHAT**2*(1.+ZZ**2)+ | |
642 | $ AMWIW1**2*(1.-ZZ**2))/S*EQ1**2 | |
643 | XMZZ=16*ESQ*ESQ*CTTHW**2*S/((S-AMZ**2)**2+ | |
644 | $ (GAMZ*AMZ)**2)*((XWI(JW1)**2+YWI(JW1)**2)* | |
645 | $ (AL(IFLQ)**2+BE(IFLQ)**2)* | |
646 | $ (EHAT**2*(1.+ZZ**2)+AMWIW1**2*(1.-ZZ**2))-2.* | |
647 | $ YWI(JW1)**2*(AL(IFLQ)**2+ | |
648 | $ BE(IFLQ)**2)*AMWIW1**2-8*XWI(JW1)*YWI(JW1)* | |
649 | $ AL(IFLQ)*BE(IFLQ)*EHAT*PHAT*ZZ) | |
650 | XMGZ=(-EQ1)*(-32.)*ESQ*ESQ*CTTHW*(S-AMZ**2)/ | |
651 | $ ((S-AMZ**2)**2+(GAMZ*AMZ)**2)* | |
652 | $ (AL(IFLQ)*XWI(JW1)*(EHAT**2* | |
653 | $ (1.+ZZ**2)+AMWIW1**2*(1.-ZZ**2))-2* | |
654 | $ BE(IFLQ)*YWI(JW1)*EHAT*PHAT*ZZ) | |
655 | XMUU=ESQ*ESQ*SIN(GAMMAR)**4*S*(EHAT-PHAT*ZZ)**2/ | |
656 | $ SN2THW**2/(EHAT**2+PHAT**2-2*EHAT*PHAT*ZZ+ | |
657 | $ AMSQK**2)**2 | |
658 | XMGU=EQ1*4*ESQ*ESQ*SIN(GAMMAR)**2* | |
659 | $ ((EHAT-PHAT*ZZ)**2+AMWIW1**2)/SN2THW/ | |
660 | $ (EHAT**2+PHAT**2-2*EHAT*PHAT*ZZ+AMSQK**2) | |
661 | XMZU=4*ESQ*ESQ*CTTHW*SIN(GAMMAR)**2*(S-AMZ**2) | |
662 | $ *(AL(IFLQ)-BE(IFLQ))*S/SN2THW/((S-AMZ**2)**2+ | |
663 | $ (GAMZ*AMZ)**2)*((XWI(JW1)-YWI(JW1))* | |
664 | $ ((EHAT-PHAT*ZZ)**2+AMWIW1**2)+2*YWI(JW1)* | |
665 | $ AMWIW1**2)/(EHAT**2+PHAT**2-2*EHAT*PHAT*ZZ+ | |
666 | $ AMSQK**2) | |
667 | XMDD=ESQ*ESQ*SIN(GAMMAL)**4*S*(EHAT+PHAT*ZZ)**2/ | |
668 | $ SN2THW**2/(EHAT**2+PHAT**2+2*EHAT*PHAT*ZZ+ | |
669 | $ AMSQK**2)**2 | |
670 | XMGD=-4*EQ1*ESQ*ESQ*SIN(GAMMAL)**2* | |
671 | $ ((EHAT+PHAT*ZZ)**2+AMWIW1**2)/SN2THW/ | |
672 | $ (EHAT**2+PHAT**2+2*EHAT*PHAT*ZZ+AMSQK**2) | |
673 | XMZD=-4*ESQ*ESQ*CTTHW*SIN(GAMMAL)**2*(S-AMZ**2) | |
674 | $ *(AL(IFLQ)-BE(IFLQ))*S/SN2THW/((S-AMZ**2)**2+ | |
675 | $ (GAMZ*AMZ)**2)*((XWI(JW1)+YWI(JW1))* | |
676 | $ ((EHAT+PHAT*ZZ)**2+AMWIW1**2)-2*YWI(JW1)* | |
677 | $ AMWIW1**2)/(EHAT**2+PHAT**2+2*EHAT*PHAT*ZZ+ | |
678 | $ AMSQK**2) | |
679 | IF (IFLQ.EQ.1) THEN | |
680 | SIG=(XMGG+XMZZ+XMGZ+XMDD+XMGD+XMZD)/12. | |
681 | ELSE | |
682 | SIG=(XMGG+XMZZ+XMGZ+XMUU+XMGU+XMZU)/12. | |
683 | END IF | |
684 | SIG=SIG*FAC*QFCN(IQ1,1)*QFCN(IQ2,2) | |
685 | SIG=.5*SIG | |
686 | C IF(SIG.LT.0.AND.ABS(ZZ).GT.0.999) SIG=0 | |
687 | CALL SIGFIL(SIG,IQ1,IQ2,JTYPW1,JTYPW2) | |
688 | ELSEIF (IDW1*IDW2.LT.0) THEN | |
689 | PHAT=SQRT(S*S+AMWIW1**4+AMWIW2**4-2*S*AMWIW1**2 | |
690 | $ -2*S*AMWIW2**2-2*AMWIW1**2*AMWIW2**2)/2./SQRT(S) | |
691 | IF (IUD(IQ1)*IDW1.GT.0) THEN | |
692 | TPP=U | |
693 | ELSE | |
694 | TPP=T | |
695 | END IF | |
696 | IF (IDW1.LT.0) THEN | |
697 | AMWI=AMWIW1 | |
698 | ELSE | |
699 | AMWI=AMWIW2 | |
700 | END IF | |
701 | EHAT=SQRT(PHAT**2+AMWI**2) | |
702 | EBM=SQRT(S)/2. | |
703 | ZZ=(TPP-AMWI**2+SQRT(S)*EHAT)/SQRT(S)/PHAT | |
704 | DEL=(AMW2SS**2-AMW1SS**2)/4./EBM | |
705 | XMZZ=4*(CTTHW+TNTHW)**2/((S-AMZ**2)**2+ | |
706 | $ (GAMZ*AMZ)**2)*((X12**2+Y12**2)* | |
707 | $ (AL(IFLQ)**2+BE(IFLQ)**2)* | |
708 | $ (EBM**2+PHAT**2*ZZ**2-DEL**2-SN12*AMWIW1*AMWIW2)+ | |
709 | $ 2*X12**2*SN12*(AL(IFLQ)**2+ BE(IFLQ)**2)*AMWIW1* | |
710 | $ AMWIW2-8*X12*Y12*AL(IFLQ)*BE(IFLQ)*EBM*PHAT*ZZ) | |
711 | XMUU=SIN(GAMMAR)**2*COS(GAMMAR)**2*((EBM-PHAT*ZZ) | |
712 | $ **2-DEL**2)/SN2THW**2/(2*EBM*(EBM-DEL)-2*EBM*PHAT* | |
713 | $ ZZ+AMSQK**2-AMW1SS**2)**2 | |
714 | XMZU=-2*THY*(CTTHW+TNTHW)*SIN(GAMMAR)*COS(GAMMAR)* | |
715 | $ (S-AMZ**2)*(AL(IFLQ)-BE(IFLQ))/SN2THW/((S-AMZ**2) | |
716 | $ **2+(GAMZ*AMZ)**2)*((X12-Y12)*((EBM-PHAT*ZZ)**2- | |
717 | $ DEL**2-SN12*AMWIW1*AMWIW2)+2*X12*SN12*AMWIW1* | |
718 | $ AMWIW2)/(2*EBM*(EBM-DEL)-2*EBM*PHAT*ZZ+AMSQK**2 | |
719 | $ -AMW1SS**2) | |
720 | XMDD=SIN(GAMMAL)**2*COS(GAMMAL)**2*((EBM+PHAT*ZZ) | |
721 | $ **2-DEL**2)/SN2THW**2/(2*EBM*(EBM-DEL)+2*EBM*PHAT* | |
722 | $ ZZ+AMSQK**2-AMW1SS**2)**2 | |
723 | XMZD=-2*THX*(CTTHW+TNTHW)*SIN(GAMMAL)*COS(GAMMAL)* | |
724 | $ (S-AMZ**2)*(AL(IFLQ)-BE(IFLQ))/SN2THW/((S-AMZ**2) | |
725 | $ **2+(GAMZ*AMZ)**2)*((X12+Y12)*((EBM+PHAT*ZZ)**2- | |
726 | $ DEL**2+SN12*AMWIW1*AMWIW2)-2*Y12*SN12*AMWIW1* | |
727 | $ AMWIW2)/(2*EBM*(EBM-DEL)+2*EBM*PHAT*ZZ+AMSQK**2 | |
728 | $ -AMW1SS**2) | |
729 | IF (IFLQ.EQ.1) THEN | |
730 | SIG=ESQ*ESQ*(XMZZ+XMDD+XMZD)*S/12. | |
731 | ELSE | |
732 | SIG=ESQ*ESQ*(XMZZ+XMUU+XMZU)*S/12. | |
733 | END IF | |
734 | SIG=SIG*FAC*QFCN(IQ1,1)*QFCN(IQ2,2) | |
735 | SIG=.5*SIG | |
736 | CALL SIGFIL(SIG,IQ1,IQ2,JTYPW1,JTYPW2) | |
737 | END IF | |
738 | 720 CONTINUE | |
739 | 710 CONTINUE | |
740 | 700 CONTINUE | |
741 | C | |
742 | C qk qb --> ziss zjss | |
743 | C | |
744 | DO 800 IZ1=1,4 | |
745 | AMZIZ1=ABS(AMZISS(IZ1)) | |
746 | JTYPZ1=IZ2JS(IZ1) | |
747 | DO 810 IZ2=1,4 | |
748 | AMZIZ2=ABS(AMZISS(IZ2)) | |
749 | JTYPZ2=IZ2JS(IZ2) | |
750 | IF(.NOT.(GOQ(JTYPZ1,1).AND.GOQ(JTYPZ2,2))) GO TO 810 | |
751 | CALL TWOKIN(0.,0.,AMZIZ1,AMZIZ2) | |
752 | IF(X1.GE.1..OR.X2.GE.1.) GO TO 810 | |
753 | E1=SQRT(P(1)**2+AMZIZ1**2) | |
754 | E2=SQRT(P(2)**2+AMZIZ2**2) | |
755 | FAC=1./(16.*PI*S**2) | |
756 | FAC=FAC*S/SCM*(P(1)*P(2)/(E1*E2))*UNITS | |
757 | WIJ=SQRT(G**2+GP**2)*ZI**(ITHZ(IZ2))*(-ZI)**(ITHZ(IZ1))* | |
758 | $ (ZMIXSS(1,IZ1)*ZMIXSS(1,IZ2)-ZMIXSS(2,IZ1)* | |
759 | $ ZMIXSS(2,IZ2))/4. | |
760 | RSH=SQRT(S) | |
761 | PROPZ=(S-AMZ**2)**2+AMZ**2*GAMZ**2 | |
762 | KK=SQRT(S*S+(AMZIZ1**2-AMZIZ2**2)**2-2*S* | |
763 | $ (AMZIZ1**2+AMZIZ2**2))/2./RSH | |
764 | C Sum over initial quarks (no top quarks) | |
765 | DO 820 IQ=2,11 | |
766 | IQ1=IQ | |
767 | IQ2=MATCH(IQ1,4) | |
768 | AMSQL=AMASS(IDQSS(IQ)) | |
769 | AMSQR=AMASS(IDQSS(IQ+12)) | |
770 | PHAT=SQRT(SSXLAM(S,AMZIZ1**2,AMZIZ2**2))/2./RSH | |
771 | EHAT=SQRT(PHAT**2+AMZIZ1**2) | |
772 | ZZ=(T-AMZIZ1**2+RSH*EHAT)/RSH/PHAT | |
773 | IF (IUD(IQ).LT.0) ZZ=-ZZ | |
774 | IFLQ=IS2UD(IQ) | |
775 | SIGLL=AQZ(IFLQ,IZ1)*CONJG(AQZ(IFLQ,IZ1))*AQZ(IFLQ,IZ2)* | |
776 | $ CONJG(AQZ(IFLQ,IZ2))*SSGT(S,AMSQL,ZZ,IZ1,IZ2) | |
777 | SIGRR=BQZ(IFLQ,IZ1)*CONJG(BQZ(IFLQ,IZ1))*BQZ(IFLQ,IZ2)* | |
778 | $ CONJG(BQZ(IFLQ,IZ2))*SSGT(S,AMSQR,ZZ,IZ1,IZ2) | |
779 | SIGZZ=4*ESQ*WIJ*CONJG(WIJ)*(AL(IFLQ)**2+BE(IFLQ)**2)* | |
780 | $ (S*S-(AMZIZ1**2-AMZIZ2**2)**2+4*(-1.)**(ITHZ(IZ1)+ | |
781 | $ ITHZ(IZ2)+1)*S*AMZIZ1*AMZIZ2+4*S*KK*KK*ZZ*ZZ)/PROPZ | |
782 | SIGLZ=-SQRT(ESQ)*(AL(IFLQ)-BE(IFLQ))*(S-AMZ**2)/2./ | |
783 | $ PROPZ*(REAL(WIJ*CONJG(AQZ(IFLQ,IZ1))*AQZ(IFLQ,IZ2))* | |
784 | $ SSGST(S,AMSQL,ZZ,IZ1,IZ2)+(-1.)**(ITHZ(IZ1)+ITHZ(IZ2))* | |
785 | $ REAL(WIJ*AQZ(IFLQ,IZ1)*CONJG(AQZ(IFLQ,IZ2)))* | |
786 | $ SSGST(S,AMSQL,-ZZ,IZ1,IZ2)) | |
787 | SIGRZ=-SQRT(ESQ)*(-1.)**(ITHZ(IZ1)+ITHZ(IZ2)+1)* | |
788 | $ (AL(IFLQ)+BE(IFLQ))*(S-AMZ**2)/2./ | |
789 | $ PROPZ*(REAL(WIJ*CONJG(BQZ(IFLQ,IZ1))*BQZ(IFLQ,IZ2))* | |
790 | $ SSGST(S,AMSQR,ZZ,IZ1,IZ2)+(-1.)**(ITHZ(IZ1)+ITHZ(IZ2))* | |
791 | $ REAL(WIJ*BQZ(IFLQ,IZ1)*CONJG(BQZ(IFLQ,IZ2)))* | |
792 | $ SSGST(S,AMSQR,-ZZ,IZ1,IZ2)) | |
793 | SIG=KK*(SIGLL+SIGRR+SIGZZ+SIGLZ+SIGRZ)/3./PHAT | |
794 | C Below factor of 2 for id particles and jettyp switch | |
795 | SIG=SIG*FAC*QFCN(IQ1,1)*QFCN(IQ2,2)/2. | |
796 | IF(SIG.LT.0.AND.ABS(ZZ).GT.0.999) SIG=0 | |
797 | CALL SIGFIL(SIG,IQ1,IQ2,JTYPZ1,JTYPZ2) | |
798 | 820 CONTINUE | |
799 | 810 CONTINUE | |
800 | 800 CONTINUE | |
801 | RETURN | |
802 | END |