CLAS Analysis Framework

Model maid data

Author
D. Drechsel, L. Tiator
Description
MAID approach for evaluation of Nπ observables in the resonance region
Channel
π0p
Q2
0.9 GeV²
φ-dependence Channel Q2, GeV² W, GeV cosθ xB H1, GeV−1 H2, GeV−1 H3, GeV−1 H4, GeV−1 H5, GeV−1 H6, GeV−1
π0p 0.9 1.1 1 0.732 0j -0.0977-0.00349j 0j 0j 0.00757-2.15e-05j 0j
π0p 0.9 1.1 0.985 0.732 0.00868+0.000365j -0.0969-0.00346j -0.000781-2.87e-05j 0.0057+0.000416j 0.00744-2.87e-05j -0.00159-7.16e-06j
π0p 0.9 1.1 0.94 0.732 0.0169+0.000716j -0.0943-0.00336j -0.00307-0.000129j 0.0111+0.000817j 0.00704-3.58e-05j -0.00311-1.43e-05j
π0p 0.9 1.1 0.866 0.732 0.0244+0.00102j -0.09-0.00321j -0.00673-0.000272j 0.0158+0.0012j 0.00642-5.73e-05j -0.00448-2.15e-05j
π0p 0.9 1.1 0.766 0.732 0.0308+0.00128j -0.0844-0.00301j -0.0115-0.000466j 0.0196+0.00153j 0.0056-7.88e-05j -0.00565-2.15e-05j
π0p 0.9 1.1 0.643 0.732 0.0357+0.00147j -0.0776-0.00276j -0.0171-0.000688j 0.0223+0.00183j 0.00465-0.000107j -0.00657-7.16e-06j
π0p 0.9 1.1 0.5 0.732 0.0391+0.00159j -0.0698-0.00249j -0.0232-0.000917j 0.0237+0.00208j 0.00363-0.000129j -0.00721+7.16e-06j
π0p 0.9 1.1 0.342 0.732 0.0407+0.00163j -0.0615-0.00219j -0.0294-0.00114j 0.0237+0.00226j 0.00259-0.000158j -0.00757+3.58e-05j
π0p 0.9 1.1 0.174 0.732 0.0407+0.0016j -0.0528-0.00188j -0.0352-0.00134j 0.0223+0.00241j 0.00162-0.000179j -0.00763+6.45e-05j
π0p 0.9 1.1 0.0 0.732 0.0389+0.0015j -0.0441-0.00159j -0.0403-0.0015j 0.0196+0.00249j 0.000759-0.000201j -0.00744+0.0001j
π0p 0.9 1.1 -0.174 0.732 0.0357+0.00134j -0.0356-0.0013j -0.0441-0.0016j 0.0155+0.00253j 5.02e-05-0.000208j -0.00704+0.000143j
π0p 0.9 1.1 -0.342 0.732 0.0313+0.00114j -0.0278-0.00105j -0.0463-0.00163j 0.0104+0.00253j -0.000473-0.000215j -0.00647+0.000193j
π0p 0.9 1.1 -0.5 0.732 0.0259+0.000917j -0.0207-0.00081j -0.0466-0.00159j 0.00446+0.00251j -0.000802-0.000208j -0.0058+0.000236j
π0p 0.9 1.1 -0.643 0.732 0.0199+0.000688j -0.0146-0.000609j -0.0445-0.00147j -0.00195+0.00246j -0.000953-0.000193j -0.00509+0.000287j
π0p 0.9 1.1 -0.766 0.732 0.014+0.000466j -0.00968-0.000444j -0.0399-0.00128j -0.00838+0.0024j -0.000939-0.000165j -0.0044+0.000322j
π0p 0.9 1.1 -0.866 0.732 0.00843+0.000272j -0.00591-0.000301j -0.0328-0.00102j -0.0143+0.00235j -0.000802-0.000129j -0.0038+0.000358j
π0p 0.9 1.1 -0.94 0.732 0.00396+0.000129j -0.00322-0.000186j -0.0234-0.000716j -0.0191+0.0023j -0.000573-9.31e-05j -0.00333+0.000387j
π0p 0.9 1.1 -0.985 0.732 0.00102+2.87e-05j -0.00138-8.6e-05j -0.0122-0.000365j -0.0222+0.00227j -0.000301-5.02e-05j -0.00304+0.000401j
π0p 0.9 1.1 -1 0.732 0j 0j 0j -0.0233+0.00226j 0j -0.00294+0.000408j
π0p 0.9 1.12 1 0.706 0j -0.115-0.00723j 0j 0j 0.00748+0.000279j 0j
π0p 0.9 1.12 0.985 0.706 0.0129+0.00157j -0.113-0.00711j -0.00116-0.000136j 0.00777+0.00106j 0.00733+0.000265j -0.00173-7.16e-05j
π0p 0.9 1.12 0.94 0.706 0.0251+0.00305j -0.11-0.00677j -0.00456-0.000537j 0.015+0.00207j 0.00687+0.000222j -0.00338-0.000129j
π0p 0.9 1.12 0.866 0.706 0.0362+0.00438j -0.104-0.00622j -0.00998-0.00118j 0.0212+0.00297j 0.00615+0.000158j -0.00486-0.000179j
π0p 0.9 1.12 0.766 0.706 0.0455+0.00547j -0.0956-0.0055j -0.0171-0.00199j 0.026+0.00372j 0.00522+6.45e-05j -0.0061-0.000208j
π0p 0.9 1.12 0.643 0.706 0.0527+0.00629j -0.0861-0.00464j -0.0253-0.00293j 0.029+0.00428j 0.00414-3.58e-05j -0.00705-0.000208j
π0p 0.9 1.12 0.5 0.706 0.0575+0.00679j -0.0755-0.0037j -0.0343-0.00393j 0.03+0.00464j 0.00299-0.00015j -0.00768-0.000179j
π0p 0.9 1.12 0.342 0.706 0.0598+0.00697j -0.0641-0.00274j -0.0433-0.00489j 0.0289+0.00479j 0.00183-0.000258j -0.00797-0.000129j
π0p 0.9 1.12 0.174 0.706 0.0596+0.00683j -0.0526-0.0018j -0.0518-0.00574j 0.0256+0.00472j 0.000767-0.000358j -0.00792-4.3e-05j
π0p 0.9 1.12 0.0 0.706 0.057+0.0064j -0.0413-0.000939j -0.0592-0.00641j 0.0203+0.00446j -0.000158-0.000444j -0.00758+6.45e-05j
π0p 0.9 1.12 -0.174 0.706 0.0523+0.00573j -0.0307-0.000193j -0.0648-0.00684j 0.0132+0.00405j -0.000881-0.000502j -0.00699+0.000186j
π0p 0.9 1.12 -0.342 0.706 0.0458+0.00488j -0.0212+0.000394j -0.0682-0.00697j 0.0044+0.00351j -0.00138-0.000537j -0.0062+0.00033j
π0p 0.9 1.12 -0.5 0.706 0.038+0.00392j -0.013+0.00081j -0.0687-0.00679j -0.00557+0.00289j -0.00163-0.000537j -0.00529+0.000473j
π0p 0.9 1.12 -0.643 0.706 0.0294+0.00293j -0.00655+0.00104j -0.066-0.00629j -0.0163+0.00226j -0.00166-0.000509j -0.00434+0.000609j
π0p 0.9 1.12 -0.766 0.706 0.0206+0.00199j -0.00191+0.00109j -0.0595-0.00547j -0.027+0.00166j -0.00151-0.000451j -0.00343+0.000738j
π0p 0.9 1.12 -0.866 0.706 0.0125+0.00117j 0.000824+0.000974j -0.0492-0.00437j -0.0369+0.00113j -0.00122-0.000365j -0.00264+0.000845j
π0p 0.9 1.12 -0.94 0.706 0.00591+0.000537j 0.00176+0.000731j -0.0353-0.00305j -0.0451+0.000724j -0.000838-0.000258j -0.00201+0.000924j
π0p 0.9 1.12 -0.985 0.706 0.00153+0.000136j 0.00128+0.000387j -0.0185-0.00157j -0.0506+0.000466j -0.00043-0.000129j -0.00161+0.000982j
π0p 0.9 1.12 -1 0.706 0j 0j 0j -0.0525+0.000373j 0j -0.00148+0.000996j
π0p 0.9 1.14 1 0.682 0j -0.132-0.0156j 0j 0j 0.00732+0.000903j 0j
π0p 0.9 1.14 0.985 0.682 0.0178+0.00434j -0.13-0.0153j -0.0016-0.00038j 0.0106+0.00251j 0.00716+0.000867j -0.00178-0.000186j
π0p 0.9 1.14 0.94 0.682 0.0347+0.00845j -0.125-0.0143j -0.00628-0.00149j 0.0205+0.00487j 0.00667+0.000767j -0.00346-0.000358j
π0p 0.9 1.14 0.866 0.682 0.0498+0.0121j -0.117-0.0128j -0.0137-0.00325j 0.0289+0.00691j 0.0059+0.000609j -0.00496-0.000494j
π0p 0.9 1.14 0.766 0.682 0.0626+0.0152j -0.106-0.0108j -0.0234-0.00552j 0.0352+0.00853j 0.00492+0.000401j -0.00621-0.000588j
π0p 0.9 1.14 0.643 0.682 0.0723+0.0174j -0.0937-0.00838j -0.0347-0.00813j 0.0388+0.0096j 0.00376+0.000165j -0.00715-0.000616j
π0p 0.9 1.14 0.5 0.682 0.0787+0.0188j -0.0796-0.00581j -0.0468-0.0109j 0.0396+0.0101j 0.00254-9.31e-05j -0.00774-0.000588j
π0p 0.9 1.14 0.342 0.682 0.0816+0.0193j -0.0647-0.0032j -0.059-0.0135j 0.0374+0.00994j 0.00133-0.000351j -0.00797-0.000487j
π0p 0.9 1.14 0.174 0.682 0.0811+0.0189j -0.0499-0.000702j -0.0704-0.0159j 0.0322+0.0092j 0.000208-0.000588j -0.00786-0.00033j
π0p 0.9 1.14 0.0 0.682 0.0773+0.0177j -0.0357+0.00153j -0.0801-0.0177j 0.0242+0.00792j -0.000745-0.000795j -0.00742-0.000115j
π0p 0.9 1.14 -0.174 0.682 0.0707+0.0159j -0.0227+0.00337j -0.0876-0.0189j 0.0136+0.0062j -0.00148-0.000946j -0.00671+0.000143j
π0p 0.9 1.14 -0.342 0.682 0.0618+0.0135j -0.0115+0.00473j -0.0919-0.0193j 0.000845+0.00417j -0.00196-0.00104j -0.0058+0.000437j
π0p 0.9 1.14 -0.5 0.682 0.0511+0.0109j -0.00238+0.00552j -0.0925-0.0188j -0.0135+0.00196j -0.00216-0.00107j -0.00476+0.000738j
π0p 0.9 1.14 -0.643 0.682 0.0395+0.00812j 0.00425+0.00574j -0.0888-0.0174j -0.0287-0.000258j -0.00213-0.00102j -0.00368+0.00103j
π0p 0.9 1.14 -0.766 0.682 0.0277+0.00551j 0.00819+0.0054j -0.0802-0.0152j -0.044-0.00234j -0.00188-0.000917j -0.00264+0.0013j
π0p 0.9 1.14 -0.866 0.682 0.0169+0.00325j 0.00938+0.00454j -0.0664-0.0121j -0.0582-0.00413j -0.00149-0.000745j -0.00171+0.00154j
π0p 0.9 1.14 -0.94 0.682 0.00796+0.00149j 0.008+0.00327j -0.0478-0.00845j -0.07-0.0055j -0.00101-0.000523j -0.000989+0.00172j
π0p 0.9 1.14 -0.985 0.682 0.00207+0.00038j 0.00458+0.00171j -0.025-0.00434j -0.0778-0.00636j -0.000509-0.000272j -0.000523+0.00183j
π0p 0.9 1.14 -1 0.682 0j 0j 0j -0.0806-0.00666j 0j -0.000365+0.00186j
π0p 0.9 1.16 1 0.659 0j -0.151-0.0339j 0j 0j 0.00696+0.00194j 0j
π0p 0.9 1.16 0.985 0.659 0.0232+0.0101j -0.149-0.0331j -0.00208-0.000888j 0.0142+0.00566j 0.00679+0.00188j -0.00173-0.00038j
π0p 0.9 1.16 0.94 0.659 0.0452+0.0197j -0.143-0.0308j -0.00816-0.00348j 0.0273+0.0109j 0.00631+0.00169j -0.00337-0.000731j
π0p 0.9 1.16 0.866 0.659 0.0649+0.0283j -0.132-0.027j -0.0178-0.00759j 0.0383+0.0154j 0.00553+0.00139j -0.00483-0.00101j
π0p 0.9 1.16 0.766 0.659 0.0813+0.0354j -0.118-0.0221j -0.0304-0.0129j 0.0465+0.0188j 0.00454+0.001j -0.00603-0.00121j
π0p 0.9 1.16 0.643 0.659 0.0938+0.0407j -0.101-0.0163j -0.0449-0.019j 0.0511+0.0209j 0.00338+0.000545j -0.00693-0.0013j
π0p 0.9 1.16 0.5 0.659 0.102+0.0439j -0.0832-0.0101j -0.0605-0.0254j 0.0518+0.0216j 0.00216+5.73e-05j -0.00748-0.00127j
π0p 0.9 1.16 0.342 0.659 0.105+0.0451j -0.0644-0.0038j -0.076-0.0316j 0.0485+0.0207j 0.000946-0.000437j -0.00767-0.00112j
π0p 0.9 1.16 0.174 0.659 0.104+0.0442j -0.0457+0.00218j -0.0904-0.0371j 0.0411+0.0184j -0.000165-0.000888j -0.00752-0.000845j
π0p 0.9 1.16 0.0 0.659 0.0993+0.0414j -0.0282+0.00747j -0.103-0.0414j 0.03+0.0147j -0.0011-0.00128j -0.00704-0.000473j
π0p 0.9 1.16 -0.174 0.659 0.0905+0.0371j -0.0126+0.0118j -0.112-0.0442j 0.0157+0.00999j -0.00182-0.00158j -0.0063-1.43e-05j
π0p 0.9 1.16 -0.342 0.659 0.0788+0.0316j 0.000509+0.0148j -0.117-0.0451j -0.00142+0.00451j -0.00227-0.00178j -0.00535+0.000509j
π0p 0.9 1.16 -0.5 0.659 0.065+0.0253j 0.0105+0.0164j -0.118-0.0439j -0.0205-0.00133j -0.00244-0.00185j -0.00427+0.00105j
π0p 0.9 1.16 -0.643 0.659 0.0501+0.019j 0.0171+0.0165j -0.113-0.0407j -0.0406-0.00718j -0.00236-0.00178j -0.00315+0.00158j
π0p 0.9 1.16 -0.766 0.659 0.0351+0.0129j 0.0201+0.0153j -0.102-0.0354j -0.0608-0.0126j -0.00206-0.0016j -0.00206+0.00208j
π0p 0.9 1.16 -0.866 0.659 0.0214+0.00757j 0.0194+0.0127j -0.0842-0.0283j -0.0795-0.0173j -0.00162-0.00131j -0.00109+0.0025j
π0p 0.9 1.16 -0.94 0.659 0.0101+0.00347j 0.0152+0.00909j -0.0605-0.0197j -0.095-0.0208j -0.0011-0.000931j -0.000322+0.00282j
π0p 0.9 1.16 -0.985 0.659 0.00262+0.000888j 0.00838+0.00474j -0.0318-0.0101j -0.105-0.0231j -0.000545-0.00048j 0.000165+0.00302j
π0p 0.9 1.16 -1 0.659 0j 0j 0j -0.109-0.0239j 0j 0.000337+0.00309j
π0p 0.9 1.18 1 0.637 0j -0.166-0.0696j 0j 0j 0.00591+0.00335j 0j
π0p 0.9 1.18 0.985 0.637 0.0267+0.0209j -0.163-0.0679j -0.00239-0.00183j 0.017+0.0118j 0.00576+0.00325j -0.00154-0.000638j
π0p 0.9 1.18 0.94 0.637 0.052+0.0406j -0.155-0.0628j -0.00939-0.00716j 0.0328+0.0227j 0.00533+0.00294j -0.003-0.00123j
π0p 0.9 1.18 0.866 0.637 0.0746+0.0582j -0.143-0.0547j -0.0205-0.0156j 0.0459+0.0319j 0.00465+0.00246j -0.00431-0.00171j
π0p 0.9 1.18 0.766 0.637 0.0935+0.0728j -0.126-0.0441j -0.0349-0.0265j 0.0556+0.0388j 0.00378+0.00183j -0.00538-0.00206j
π0p 0.9 1.18 0.643 0.637 0.108+0.0837j -0.107-0.0317j -0.0515-0.039j 0.061+0.0429j 0.00277+0.00109j -0.00618-0.00223j
π0p 0.9 1.18 0.5 0.637 0.117+0.0904j -0.0854-0.0182j -0.0693-0.0522j 0.0616+0.0438j 0.00169+0.000294j -0.00668-0.00221j
π0p 0.9 1.18 0.342 0.637 0.121+0.0928j -0.0634-0.0047j -0.087-0.065j 0.0574+0.0414j 0.000645-0.000502j -0.00686-0.00198j
π0p 0.9 1.18 0.174 0.637 0.119+0.0909j -0.0419+0.00812j -0.103-0.0763j 0.0484+0.0358j -0.000322-0.00125j -0.00674-0.00158j
π0p 0.9 1.18 0.0 0.637 0.113+0.0852j -0.0219+0.0194j -0.117-0.0852j 0.0349+0.0274j -0.00112-0.00188j -0.00633-0.000996j
π0p 0.9 1.18 -0.174 0.637 0.103+0.0763j -0.0043+0.0285j -0.127-0.091j 0.0176+0.0168j -0.00173-0.00239j -0.0057-0.000272j
π0p 0.9 1.18 -0.342 0.637 0.0896+0.0649j 0.0101+0.0348j -0.133-0.0928j -0.00282+0.00448j -0.0021-0.00272j -0.00486+0.000537j
π0p 0.9 1.18 -0.5 0.637 0.0738+0.0522j 0.0208+0.038j -0.134-0.0904j -0.0255-0.00859j -0.00222-0.00284j -0.00392+0.00139j
π0p 0.9 1.18 -0.643 0.637 0.0569+0.039j 0.0273+0.0379j -0.128-0.0837j -0.0495-0.0216j -0.00212-0.00277j -0.00292+0.00224j
π0p 0.9 1.18 -0.766 0.637 0.0399+0.0265j 0.0295+0.0348j -0.116-0.0728j -0.0734-0.0337j -0.00183-0.00249j -0.00196+0.00302j
π0p 0.9 1.18 -0.866 0.637 0.0243+0.0156j 0.0272+0.0288j -0.0959-0.0582j -0.0956-0.044j -0.00142-0.00204j -0.00108+0.00368j
π0p 0.9 1.18 -0.94 0.637 0.0115+0.00716j 0.0209+0.0206j -0.0691-0.0406j -0.114-0.0519j -0.000946-0.00145j -0.000394+0.00419j
π0p 0.9 1.18 -0.985 0.637 0.00298+0.00182j 0.0114+0.0107j -0.0363-0.0208j -0.127-0.0569j -0.000466-0.000752j 5.73e-05+0.00451j
π0p 0.9 1.18 -1 0.637 0j 0j 0j -0.131-0.0586j 0j 0.000215+0.00462j
π0p 0.9 1.2 1 0.617 0j -0.152-0.119j 0j 0j 0.00359+0.00436j 0j
π0p 0.9 1.2 0.985 0.617 0.0218+0.0348j -0.15-0.116j -0.00196-0.00305j 0.0153+0.0202j 0.0035+0.00422j -0.00112-0.000824j
π0p 0.9 1.2 0.94 0.617 0.0424+0.0678j -0.143-0.107j -0.0077-0.012j 0.0294+0.0389j 0.00323+0.00383j -0.00218-0.00159j
π0p 0.9 1.2 0.866 0.617 0.0608+0.0972j -0.132-0.0932j -0.0168-0.026j 0.0411+0.0548j 0.00281+0.00322j -0.00313-0.00222j
π0p 0.9 1.2 0.766 0.617 0.0761+0.122j -0.117-0.0746j -0.0286-0.0442j 0.0497+0.0665j 0.00226+0.00241j -0.00394-0.00267j