Count what is countable, measure what is measurable, and what is not measurable, make measurable.

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1 Count wht is countb, msur wht is msurb, nd wht is not msurb, mk msurb. - Gio Gii Doub porizd DD-fusion Currnt sttus of physics nysis nd dt nysis softwr for PoFusion xprimnt in PNPI, Gtchin Poin Krvchnko on bhf of cobortion 1

2 } Doub porizd DD-fusion d + d t + p MV d + d 3 H + n MV Tot cross sction of rction in trms of th indpndnt chnnspin cross sctions: σ tot = 1 9 (2σ 1,1 +4σ 1,0 + σ 0,0 +2σ 1, 1 ) } } Quintt Tript Singt Our fin go: 2 QSF = σ 1,1 σ tot

3 Doub porizd DD-fusion 3 S prvious tk P. Krvtsov

4 Vrious softwr componnts: Dtctor construction DAQ Rquirmnts: Currnt sttus nd ToDo ist: Offin Toos: nysis 4

5 Vrious softwr componnts: I Dtctor construction DAQ Offin Rquirmnts: optimiztions of physics prformnc using Mont Cro simution, ccptb cost of th compt dtctor, dsign of subdtctors Srvics: dtctor rdout, ctric powr, cooing, sfty systms rdition shiding To do: dtctor moding dtctor intgrtion srvics impmnttion nysis 5

6 Vrious softwr componnts: I Currnt sttus: Dsign of subdtctors Dtctor construction DAQ ABS dissocitor Intrction chmbr Toos: Autodsk Invntor 2012 COMSOL GEANT4, ROOT Offin nysis 6

7 Vrious softwr componnts: I Currnt sttus: mgnt dsign Dsign of subdtctors Mgntic fid ccutions Dtctor construction DAQ Offin nysis mgntic fid pr nd trnsvrs to th xis 7 Toos: Autodsk Invntor 2012 COMSOL GEANT4, ROOT

8 Vrious softwr componnts: I Frrr ABS sourc Dtctor construction Currnt sttus: Dsign of subdtctors Mgntic fid ccutions Frrr ABS sourc ccution DAQ Toos: Offin nysis Autodsk Invntor 2012 COMSOL GEANT4, ROOT To do: 8 5 Dtctor intgrtion Srvics impmnttion

9 Vrious softwr componnts: II Dtctor construction DAQ Offin nysis Rquirmnts: Mov th dt: dtctor->storg Configur nd contro xprimnts Monitor dt fow Monitor dtctors/hrdwr Inform oprtor of probms Exprimnts cn run for dys/wk/months... To do: Triggring Rdout Evnt formtting Evnt buiding Evnt trnsport Evnt storg Run Contro Monitoring Sow contro 9

10 Vrious softwr componnts: II Dtctor MIDAS is Dt Acquisition Systm for mdium sc physics xprimnts construction Th MIDAS DAQ provids: Dt coction from oc nd/or DAQ rmot hrdwr sourcs. Dt rcording to common storg mdi Offin Fu dt fow contro nysis Hrdwr drivrs Evnt-by-vnt nysis through PAW or ROOT bsd ppiction 6 Rquirmnts: Mov th dt: dtctor->storg Configur nd contro xprimnts Monitor dt fow Monitor dtctors/hrdwr Inform oprtor of probms Exprimnts cn run for dys/wk/months... To do: Triggring Rdout Evnt formtting Evnt buiding Evnt trnsport Evnt storg Run Contro Monitoring Sow contro Toos: MIDAS 10

11 Vrious softwr componnts: II Dtctor construction DAQ Offin nysis Rquirmnts: Mov th dt: dtctor->storg Configur nd contro xprimnts Monitor dt fow Monitor dtctors/hrdwr Inform oprtor of probms Exprimnts cn run for dys/wk/months... To do: Triggring Rdout Evnt formtting Evnt buiding Evnt trnsport Evnt storg Run Contro Monitoring Sow contro 6 Toos: MIDAS 11

12 Vrious softwr componnts: III Nd to hv: Dtctor construction DAQ Thory Dtctor simution MC gnrtor Evnt trcking nd rconstruction Physics nysis Offin nysis Toos: Fortrn, C++, GEANT4, ROOT, FUMILI,MINUIT... 12

13 Thory. Prti wv xpnsion for scttring mpitud two-body rction with spin 1+1 1/2+1/2 Diffrnti cross sction of th rction with porizd prtics: Ampitud: mtrix

14 Thory. Prti wv xpnsion for scttring mpitud two-body rction with spin 1+1 1/2+1/2 Diffrnti cross sction of th rction with porizd prtics: Ampitud: mtrix

15 Thory. Prti wv xpnsion for scttring mpitud two-body rction with spin 1+1 1/2+1/2 Diffrnti cross sction of th rction with porizd prtics: Ampitud: mtrix 4 9 Fctoriztion using pntrbiity ssumption for nrgy dpndnc: compx prti wv R Js s (E) =C(E) ˆR Js s 15

16 Thory. Prti wv xpnsion for scttring mpitud two-body rction with spin 1+1 1/2+1/2 Diffrnti cross sction of th rction with porizd prtics: Ampitud: mtrix 4 9 S S 0 0 Singt-singt J b 0 1 Singt-tript b J c 1 0 Tript-singt c J d 1 1 Tript-tript d J 2 0 Quintt-singt J f 2 1 Quintt-tript f J 16

17 Thory. Prti wv xpnsion for scttring mpitud two-body rction with spin 1+1 1/2+1/2 Diffrnti cross sction of th rction with porizd prtics: Ampitud: mtrix 4 9 S S A stts with prti wvs up to =4 tkn into ccount 0 0 Singt-singt J b 0 1 Singt-tript b J c 1 0 Tript-singt c J d 1 1 Tript-tript d J 2 0 Quintt-singt J f 2 1 Quintt-tript f J.. 17

18 Thory. Prti wv xpnsion for scttring mpitud two-body rction with spin 1+1 1/2+1/2 Diffrnti cross sction of th rction with porizd prtics: Ampitud: mtrix 4 9 S S A stts with prti wvs up to =4 tkn into ccount 0 0 Singt-singt J b 0 1 Singt-tript b J c 1 0 Tript-singt c J d 1 1 Tript-tript d J 2 0 Quintt-singt J f 2 1 Quintt-tript f J.. 18

19 Obsrvbs unporizd cross sction Anyzing powrs Spin-corrtion cofficints 19

20 Obsrvbs Exprimnts 2 H(d,p) 3 H 2 H(d,n) 3 H 2 H(d,p) 3 H 2 H(d,n) 3 H σ0 Ay Azz Axz Czz 2 H(d,p) 3 H 2 H(d,n) 3 H Cyy Czz,zz Cy,zz Cy,xz Czz,xz 2 H(d,p) 3 H 2 H(d,n) 3 H 2 H(d,p) 3 H 2 H(d,n) 3 H P y K x x K y y 20

21 Obsrvbs Exprimnts 2 H(d,p) 3 H 2 H(d,n) 3 H σ < 1 S S0> singt->singt singt->tript tript->tript 2 22 < 1 D D2> b 2 22 < 1 D D2>... d 2 11 < 3 P2 2-3 P2> 2 H(d,p) 3 H 2 H(d,n) 3 H Ay Azz Axz 2 H(d,p) 3 H 2 H(d,n) 3 H Czz Cyy Czz,zz Cy,zz Cy,xz Czz,xz 2 H(d,p) 3 H 2 H(d,n) 3 H P y 2 H(d,p) 3 H 2 H(d,n) 3 H K x x K y y 21

22 Obsrvbs Exprimnts 2 H(d,p) 3 H 2 H(d,n) 3 H σ < 1 S S0> singt->singt singt->tript tript->tript 2 22 < 1 D D2> b 2 22 < 1 D D2>... d 2 11 < 3 P2 2-3 P2> 2 H(d,p) 3 H 2 H(d,n) 3 H Ay Azz Axz 2 H(d,p) 3 H 2 H(d,n) 3 H Czz Cyy Czz,zz Cy,zz Cy,xz Czz,xz 2 H(d,p) 3 H 2 H(d,n) 3 H P y 2 H(d,p) 3 H 2 H(d,n) 3 H K x x K y y 22

23 Offin nysis schm INPUT from xprimnts prti wv nysis for two-body rction with spin 1+1 1/2+1/2 23

24 Offin nysis schm INPUT from xprimnts prti wv nysis for two-body rction with spin 1+1 1/2+1/2 Minimiztion procdur P r t i m p i t u d s 24

25 INPUT from xprimnts prti wv nysis for two-body rction with spin 1+1 1/2+1/2 Minimiztion procdur Schm P r t i m p i t u d s O b s r v b not incudd in th fit t diffrnt nrgy 25

26 INPUT from xprimnts prti wv nysis for two-body rction with spin 1+1 1/2+1/2 Minimiztion procdur Schm P r t i m p i t u d s O dσ0(e)/dω b s r v b Evnt gnrtor Dtctor simution Evnt trcking nd rconstruction not incudd in th fit t diffrnt nrgy Anysis of nw xprimnt dt 26

27 EXPERIMENTS: Rfrnc Tgishi t. Phys. Rv. C 46 (1992) Bckr t. Fw Body Sys. 13 (1992) Imig t. Phys. Rv. C 73 (2006) Kurikin t. Eur. Phys. J. 162 (2008) Jnk t. Eur. Phys. J. A 33 (2007) Lonrd t. Phys. Rv. C 73 (2006) Ftchr t. Phys. Rv. C 49 (1994) Brown t. Phys. Rv. C 41 (1990) Grubr t. Nuc. Phys. A 369 (1981) Ying t. Nuc. Phys. A 206 (1973) Schut t. Nuc. Phys. A 192 (1972) Ropr t. Fw-Body Syst. 47 (2010) Lisowsky t. Nuc. Phys. A 242 (1975) Currnt sttus dσ0/dω O b Cgg t. Phys. Rv. C 8 (1973) Kozm t. Nuc. Phys. A 442 (1985) Ditz t. Nuc Phys. A 158 (1970) Asory t. Nuc. Phys. A 280 (1977) Bhof t. Nuc Phys. A 108 (1968) Sikkm t. Nuc. Phys. A 245 (1975) Thus t. Nuc. Phys. 80 (1966) Wnz t. Phys. Rv. 88 (1952) INPUT from xprimnts Huntr t. Phys. Rv. 76 (1949) Jtsch t. Hv. Phys. Ast 43 (1970) Stinbrg t. Phys. Rv. 186 (1969) Kruss t. Nuc. Phys. A 465 (1987) Bir t. Phys. Rv. 74 (1948) Frnz t. Nuc. Phys. A 122 (1968) prti wv nysis for two-body rction with spin 1+1 1/2+1/2 Minimiztion procdur P r t i J b J c J d J J f J m p i t u d s σ0 Ay Azz Axz Czz Cyy s r Czz,zz Cy,zz Cy,xz v Czz,xz P y K x x K y y b Evnt gnrtor Dtctor simution Evnt trcking nd rconstruction Anysis of nw xprimnt dt 27

28 EXPERIMENTS: Rfrnc Tgishi t. Phys. Rv. C 46 (1992) Bckr t. Fw Body Sys. 13 (1992) Imig t. Phys. Rv. C 73 (2006) Kurikin t. Eur. Phys. J. 162 (2008) Jnk t. Eur. Phys. J. A 33 (2007) Lonrd t. Phys. Rv. C 73 (2006) Ftchr t. Phys. Rv. C 49 (1994) Brown t. Phys. Rv. C 41 (1990) Grubr t. Nuc. Phys. A 369 (1981) Ying t. Nuc. Phys. A 206 (1973) Schut t. Nuc. Phys. A 192 (1972) Ropr t. Fw-Body Syst. 47 (2010) Lisowsky t. Nuc. Phys. A 242 (1975) In progrss dσ0/dω O b Cgg t. Phys. Rv. C 8 (1973) Kozm t. Nuc. Phys. A 442 (1985) Ditz t. Nuc Phys. A 158 (1970) Asory t. Nuc. Phys. A 280 (1977) Bhof t. Nuc Phys. A 108 (1968) Sikkm t. Nuc. Phys. A 245 (1975) Thus t. Nuc. Phys. 80 (1966) Wnz t. Phys. Rv. 88 (1952) INPUT from xprimnts Huntr t. Phys. Rv. 76 (1949) Jtsch t. Hv. Phys. Ast 43 (1970) Stinbrg t. Phys. Rv. 186 (1969) Kruss t. Nuc. Phys. A 465 (1987) Bir t. Phys. Rv. 74 (1948) Frnz t. Nuc. Phys. A 122 (1968) prti wv nysis for two-body rction with spin 1+1 1/2+1/2 Minimiztion procdur Anysis of nw xprimnt dt J P b J c J r t d J i J m bsd on rsut for mtrix mnts from Kön T-mtrix fit f J Soid ins r from our ccution p i t u d s σ0 Ay Azz Axz Czz Cyy s r Czz,zz Cy,zz Cy,xz v Czz,xz P y K x x K y y b QSF Evnt gnrtor Dtctor simution Evnt trcking nd rconstruction Systmtic 28

29 EXPERIMENTS: Rfrnc Tgishi t. Phys. Rv. C 46 (1992) Bckr t. Fw Body Sys. 13 (1992) Imig t. Phys. Rv. C 73 (2006) Kurikin t. Eur. Phys. J. 162 (2008) Jnk t. Eur. Phys. J. A 33 (2007) Lonrd t. Phys. Rv. C 73 (2006) Ftchr t. Phys. Rv. C 49 (1994) Brown t. Phys. Rv. C 41 (1990) Grubr t. Nuc. Phys. A 369 (1981) Ying t. Nuc. Phys. A 206 (1973) Schut t. Nuc. Phys. A 192 (1972) Ropr t. Fw-Body Syst. 47 (2010) Lisowsky t. Nuc. Phys. A 242 (1975) Opn qustions dσ0/dω O b Cgg t. Phys. Rv. C 8 (1973) Kozm t. Nuc. Phys. A 442 (1985) Ditz t. Nuc Phys. A 158 (1970) Asory t. Nuc. Phys. A 280 (1977) Bhof t. Nuc Phys. A 108 (1968) Sikkm t. Nuc. Phys. A 245 (1975) Thus t. Nuc. Phys. 80 (1966) Wnz t. Phys. Rv. 88 (1952) INPUT from xprimnts Huntr t. Phys. Rv. 76 (1949) Jtsch t. Hv. Phys. Ast 43 (1970) Stinbrg t. Phys. Rv. 186 (1969) Kruss t. Nuc. Phys. A 465 (1987) Bir t. Phys. Rv. 74 (1948) Frnz t. Nuc. Phys. A 122 (1968) prti wv nysis for two-body rction with spin 1+1 1/2+1/2 Minimiztion procdur Anysis of nw xprimnt dt P r t i 29 J b J c J d J J f J m p i t u d s σ0 Ay Azz Axz Czz Cyy s r Czz,zz Cy,zz Cy,xz v Czz,xz P y K x x K y y b Evnt gnrtor Dtctor simution Evnt trcking nd rconstruction + Optimiztion of dtctor construction Prdiction of xprimnt ngur distributions Estimtion of running tim Infunc of mgntic fid Possib sourcs of systmtics

30 EXPERIMENTS: Rfrnc Tgishi t. Phys. Rv. C 46 (1992) Bckr t. Fw Body Sys. 13 (1992) Imig t. Phys. Rv. C 73 (2006) Kurikin t. Eur. Phys. J. 162 (2008) Jnk t. Eur. Phys. J. A 33 (2007) Lonrd t. Phys. Rv. C 73 (2006) Opn qustions dσ0/dω O b Cgg t. Phys. Rv. C 8 (1973) Kozm t. Nuc. Phys. A 442 (1985) Ditz t. Nuc Phys. A 158 (1970) Asory t. Nuc. Phys. A 280 (1977) Bhof t. Nuc Phys. A 108 (1968) Sikkm t. Nuc. Phys. A 245 (1975) Thus t. Nuc. Phys. 80 (1966) Wnz t. Phys. Rv. 88 (1952) INPUT from xprimnts Ftchr t. Phys. Rv. C 49 (1994) Brown t. Phys. Rv. C 41 (1990) Huntr t. Phys. Rv. 76 (1949) FUMILI Grubr t. Nuc. Phys. A 369 (1981) Jtsch t. Hv. (FORTRAN Phys. Ast 43 (1970) pckg)minuit Ying t. Nuc. Phys. A 206 (1973) Stinbrg t. Phys. Rv. 186 (1969) Schut t. Nuc. Phys. A 192 (1972)(C++, Kruss t CERN. Nuc. Phys. ib) A 465 (1987) Ropr t. Fw-Body Syst. 47 (2010) Bir t. Phys. Rv. 74 (1948) rc Lisowsky t. Nuc. Phys. A 242 (1975) Frnz t. Nuc. Phys. A 122 (1968) Couomb corrction ccutions J i prti wv d+dn+ nysis 3 H t t d for two-body Usg rction of rsut of two Kön T-mtrix J u with spin nyss 1+1 1/2+1/2 Cross sction normiztion J d Minimiztion procdur Anysis of nw xprimnt dt J P b J i 30 f J m p s σ0 Ay Azz Axz Czz Cyy s r Czz,zz Cy,zz Cy,xz v Czz,xz P y K x x K y y b Evnt gnrtor Dtctor simution Evnt trcking nd rconstruction + Optimiztion of dtctor construction Prdiction of xprimnt ngur distributions Estimtion of running tim Infunc of mgntic fid Possib sourcs of systmtics

31 EXPERIMENTS: Rfrnc Tgishi t. Phys. Rv. C 46 (1992) Bckr t. Fw Body Sys. 13 (1992) Imig t. Phys. Rv. C 73 (2006) Kurikin t. Eur. Phys. J. 162 (2008) Jnk t. Eur. Phys. J. A 33 (2007) Lonrd t. Phys. Rv. C 73 (2006) Opn qustions dσ0/dω O b Cgg t. Phys. Rv. C 8 (1973) Kozm t. Nuc. Phys. A 442 (1985) Ditz t. Nuc Phys. A 158 (1970) Asory t. Nuc. Phys. A 280 (1977) Bhof t. Nuc Phys. A 108 (1968) Sikkm t. Nuc. Phys. A 245 (1975) Thus t. Nuc. Phys. 80 (1966) Wnz t. Phys. Rv. 88 (1952) INPUT from xprimnts Ftchr t. Phys. Rv. C 49 (1994) Brown t. Phys. Rv. C 41 (1990) Huntr t. Phys. Rv. 76 (1949) FUMILI Grubr t. Nuc. Phys. A 369 (1981) Jtsch t. Hv. (FORTRAN Phys. Ast 43 (1970) pckg)minuit Ying t. Nuc. Phys. A 206 (1973) Stinbrg t. Phys. Rv. 186 (1969) Schut t. Nuc. Phys. A 192 (1972)(C++, Kruss t CERN. Nuc. Phys. ib) A 465 (1987) Ropr t. Fw-Body Syst. 47 (2010) Bir t. Phys. Rv. 74 (1948) rc Lisowsky t. Nuc. Phys. A 242 (1975) Frnz t. Nuc. Phys. A 122 (1968) Couomb corrction ccutions J i prti wv d+dn+ nysis 3 H t t d for two-body Usg rction of rsut of two Kön T-mtrix J u with spin nyss 1+1 1/2+1/2 Cross sction normiztion J d Minimiztion procdur J P b J i f J m p s σ0 Ay Azz Axz Czz Cyy s r Czz,zz Cy,zz Cy,xz v Czz,xz P y K x x K y y b Evnt gnrtor Dtctor simution Evnt trcking nd rconstruction + Optimiztion of dtctor construction Prdiction of xprimnt ngur distributions Estimtion of running tim Infunc of mgntic fid Possib sourcs of systmtics Anysis of nw xprimnt dt Formt of xprimnt dt Msurmnt of spincorrtion cofficints Extrction of QSF 31

32 Thnk you! 32

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