ZGOUBI USERS' GUIDE - HEP

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256 REFERENCES[25] M.W. Garrett, Calculation of fields [...] by elliptic integrals, J. Appl. Phys., 34, 9, sept. 1963.[26] P.F. Byrd and M.D. Friedman, Handbook of elliptic integrals for engineers and scientists, pp. 282-283, Springer-Verlag, Berlin, 1954.[27] A. Tkatchenko, Computer program UNIPOT, SATURNE, CEA Saclay, 1982.[28] J.L. Chuma, PLOTDATA, TRIUMF Design Note TRI-CO-87-03a.[29] J.L. Hamel, mini graphic library LIBMINIGRAF, CEA-DSM, Saclay, 1996.[30] E. Grorud, J.L. Laclare, G. Leleux, Résonances de dépolarisation dans SATURNE 2, Int. report GOC-GERMA75-48/TP-28, CEA Saclay (1975), and Home Computer Codes POLAR and POPOL, IRF/LNS/GT, CEA Saclay(1975).[31] M. Froissart et R. Stora, Dépolarisation d’un faisceau de protons polarisés dans un synchrotron, NIM 7 (1960)297-305.[32] J. Thirion et P. Birien, Le spectromètre II, Internal Report DPh-N/ME, CEA Saclay, 23 Déc. 1975;H. Catz, Le spectromètre II, Internal Report DPh-N/ME, CEA Saclay, 1980.[33] P. Pile, I-H. Chiang, K. K. Li, C. J. Kost, J. Doornbos, F. Méot et als., A two-stage separated 800-MeV/c Kaonbeamline, TRIUMF and BNL Preprint (1997).[34] F. Méot, The raytracing code Zgoubi, CERN SL/94-82 (AP) (1994), 3rd Intern. Workshop on Optimization andInverse Problems in Electromagnetism, CERN, Geneva, Switzerland, 19-21 Sept. 1994.[35] W. H. Press et als., Numerical recipes, Cambridge Univ. Press (1987).[36] V. O. Kostroun, Simple numerical evaluation of modified Bessel functions and integrals [...], NIM 172 (1980) 371-374.
Indexacceleration, 56, 58, 74, 155, 208, 210AIMANT, 46, 64, 83, 145ALE, 133AUTOREF, 69, 149backward ray-tracing, 132BEND, 19, 70, 150BINARY, 44, 151BORO, 158, 190, 194,¡ ! 1 !196, 36, 39, 42, 74BREVOL, 18, 71, 152CARTEMES, 18, 71, 72, 96, 100, 101, 106, 107, 115,132, 153, 220, 254CAVITE, 58, 74, 75, 133, 155CHAMBR, 56, 76, 76, 156, 209CHANGREF, 53, 69, 76, 77, 78, 157checking field, 132checking trajectories, 132CIBLE, 52, 78, 158COLLIMA, 56, 79, 159, 209constraint (FIT), 46, 48, 179Cromaticity, 126, 126, 131, 188DECAPOLE, 54, 80, 160, 207DIPOLE, 46, 70, 76, 81, 85, 133, 161, 231DIPOLE-M, 64, 66, 83, 107, 135, 162, 202DIPOLES, 85, 164DODECAPO, 19, 54, 88, 166, 207DRIFT, 89, 167EBMULT, 19, 26, 46, 54, 90, 168EL2TUB, 26, 91, 170ELMIR, 92, 171ELMIRC, 93, 172ELMULT, 26, 46, 54, 90, 94, 173ELREVOL, 25, 96, 132, 174END, 43, 45, 178ESL, 53, 89, 167FAISCEAU, 123, 175FAISCNL, 123, 133, 175, 254FAISTORE, 123, 133, 175, 254FFAG magnet, radial, 85, 97, 176FFAG magnet, spiral, 99, 177FIN, 45, 178FIT, 41, 43, 46, 46, 48, 179FLIP, 153, 184, 185, 220FOCALE, 124, 180FOCALEZ, 124, 180fringe fieldsoverlapping, 85GASCAT, 51, 181HISTO, 36, 37, 53, 79, 125, 125, 135, 182, 209², 132 ¤ID, 72, 153IDMAX , 39, 39IEX, 22, 39, 40, 63, 72, 76, 79, 123, 129, 135, 132 ¤÷¨IMAGE, 69, 124, 124, 183IMAGES, 39, 124, 124, 183IMAGESZ, 124, 183IMAGEZ, 124, 183IMAX , 36, 39, 40, 42, 53, 56, 60, 74, 75, 129, 133, 135INTEG, 209integration step size, 135coded, 135negative, 53, 132IORDRE, 19, 21, 54, 68, 72, 82, 84, 87, 115KPOS, 133¡W¢¨ , 58, 102, 123, 127, 133, 175, 186, 200, 254¨¦´MAP2D, 19, 100, 115, 184MAP2D-E, 19, 101, 185maps, summing, 152MARKER, 102, 186, 254MATPROD, 103, 187MATRIX, 41, 46, 48, 69, 103, 126, 126, 149, 188, 195MCDESINT, 36, 37, 39, 43, 52, 53, 56, 125, 189, 209,231MCOBJET, 36, 37, 48, 56, 57, 135, 190, 208Misalignement, 133Monte Carlo, 36, 42, 52, 56, 135, 190, 196multiparticle, 56, 135, 208MULTIPOL, 19, 46, 54, 58, 90, 94, 104, 193, 207multiturn, 35, 58, 74, 133, 208, 231, 244, 254multiturn tracking, 56negative charge, 36, 39, 135, 190, 194negative momentum, 36, 39, 135, 190, 194negative rigidity, 135NPASS, 56, 74, 123, 125, 129, 133, 135, 175, 208, 215OBJET, 39, 48, 52, 57, 69, 74, 76, 124, 131, 133, 135,179, 194OBJETA, 42, 56, 196OCTUPOLE, 54, 105, 197, 207ORDRE, 54, 198outpoi.lis, 106PARTICUL, 52, 55, 60, 62, 63, 79, 90–94, 96, 112, 118,120, 189, 199257
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CEA DSM DAPNIA-02-395 (2002)ZGOUBI
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Table of contentsPART A Description
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PART ADescription of software conte
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8¤¥ PARTICUL Particle characteris
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10ELECTROMAGNETIC ELEMENTSDecapoleD
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!!%" && 131 NUMERICAL CALCULATION
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1.2 Integration of the Lorentz Equa
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1.2 Integration of the Lorentz Equa
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4Ž ^ ˜ ¡§ ^"- ^ ˜ ¡ ^¡wTGT
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in fourth order. The coefficients
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4 ´ ´""4§> ´4 >4>1.4 Calculati
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A cylindrically symmetric field can
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Introducing also ¡The derivatives
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30 3 SYNCHROTRON RADIATION¾ÍôVT
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32 3 SYNCHROTRON RADIATIONÉ Éwher
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354 DESCRIPTION OF THE AVAILABLE PR
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4.2 Definition of an Object 37where
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4.2 Definition of an Object 39\Pqî
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4.2 Definition of an Object 41¹q
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4.3 Declaration of options 43\P4.3
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4.3 Declaration of options 45END or
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4.3 Declaration of options 47· £
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4.3 Declaration of options 49{ww{{q
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4.3 Declaration of options 51GASCAT
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4.3 Declaration of options 53·{N$
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4.3 Declaration of options 55PARTIC
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4.3 Declaration of options 57RESET:
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4.3 Declaration of options 59if qî
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4.3 Declaration of options 61P4©@4
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4.3 Declaration of options 63:£¨
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u2 >04.4 Optical Elements and relat
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4.4 Optical Elements and related nu
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4.5 Output Procedures 123¨ ¢ < ¤
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4.5 Output Procedures 1254·444"4HI
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4.5 Output Procedures 127PICKUPS: B
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4.5 Output Procedures 129wSPNPRNL,
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4.5 Output Procedures 131TWISS: Cal
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4.6 Complementary Features 133U@©@
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4.6 Complementary Features 135¢ww@
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Keywords and input data formatting
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146 Keywords and input data formatt
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Page 231 and 232: Examples 231oÑwü¦INTRODUCTIONSev
Page 233 and 234: 2331 MONTE CARLO IMAGES IN SPES 2Fi
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Page 237 and 238: 237zgoubi data file.800 MeV/c KAON
Page 239 and 240: 2393 IN-FLIGHT DECAY IN SPES 3Figur
Page 241 and 242: 241Excerpt of zgoubi output : histo
Page 243 and 244: 243Excerpt of zgoubi output : first
Page 245 and 246: 245zgoubi data file (begining and e
Page 247 and 248: 247zgoubi data file.MICROBEAM LINE,
Page 249: 2499 HISTO HISTOGRAHISTOGRAMME DE L
Page 253 and 254: 253INTRODUCTIONThe basic zgoubi FOR
Page 255: REFERENCES 255References[1] F. Méo
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