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
0.8 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 0.8 1.94 0.94 0.217 0.001+0.00912j -0.0528-0.0143j -0.00261-0.00224j -0.0208+0.0126j 0.0119-0.00391j 0.0047+0.000186j
π0p 0.8 1.94 0.866 0.217 -0.00191+0.01j -0.0415-0.0108j -0.00459-0.00393j -0.0338+0.0153j 0.00924-0.00263j 0.00618+0.000466j
π0p 0.8 1.94 0.766 0.217 -0.00491+0.00785j -0.0282-0.00776j -0.00636-0.00473j -0.0454+0.0149j 0.00593-0.00109j 0.00679+0.000903j
π0p 0.8 1.94 0.643 0.217 -0.00602+0.00338j -0.0136-0.00615j -0.00817-0.00387j -0.0526+0.0121j 0.00259+0.000509j 0.00649+0.00146j
π0p 0.8 1.94 0.5 0.217 -0.00475-0.00198j 0.00143-0.00636j -0.0102-0.0012j -0.0541+0.00819j -0.000179+0.00195j 0.00533+0.00204j
π0p 0.8 1.94 0.342 0.217 -0.00194-0.00656j 0.0159-0.00799j -0.0124+0.00267j -0.05+0.00471j -0.00193+0.00305j 0.0035+0.00254j
π0p 0.8 1.94 0.174 0.217 0.000989-0.00907j 0.0284-0.00998j -0.014+0.0066j -0.0417+0.00281j -0.00252+0.00372j 0.00135+0.00279j
π0p 0.8 1.94 0.0 0.217 0.00292-0.00893j 0.0375-0.0111j -0.0143+0.00923j -0.0306+0.0029j -0.00207+0.00389j -0.000645+0.00271j
π0p 0.8 1.94 -0.174 0.217 0.00343-0.00644j 0.0422-0.0102j -0.0127+0.00952j -0.0181+0.00459j -0.000903+0.00361j -0.00196+0.0022j
π0p 0.8 1.94 -0.342 0.217 0.00286-0.00263j 0.0424-0.00705j -0.00969+0.00716j -0.00544+0.00684j 0.00058+0.00299j -0.00216+0.00126j
π0p 0.8 1.94 -0.5 0.217 0.00196+0.00117j 0.0387-0.00208j -0.00625+0.00267j 0.00651+0.00837j 0.00198+0.00219j -0.000974-5.02e-05j
π0p 0.8 1.94 -0.643 0.217 0.00137+0.00379j 0.0326+0.00347j -0.00388-0.00263j 0.0165+0.00823j 0.003+0.00135j 0.0016-0.00162j
π0p 0.8 1.94 -0.766 0.217 0.00128+0.00465j 0.0257+0.00801j -0.00358-0.00713j 0.0232+0.0061j 0.00348+0.000638j 0.00525-0.00328j
π0p 0.8 1.94 -0.866 0.217 0.00133+0.00388j 0.019+0.0102j -0.00499-0.00938j 0.0254+0.00247j 0.00336+0.000143j 0.00939-0.00484j
π0p 0.8 1.94 -0.94 0.217 0.00102+0.0022j 0.0128+0.00924j -0.00613-0.00866j 0.0232-0.00156j 0.00266-9.31e-05j 0.0132-0.00612j
π0p 0.8 1.94 -0.985 0.217 0.000358+0.000631j 0.00658+0.00547j -0.00454-0.00516j 0.0189-0.00469j 0.00148-0.000107j 0.016-0.00696j
π0p 0.8 1.94 -1 0.217 0j 0j 0j 0.0168-0.00588j 0j 0.017-0.00724j
π0p 0.8 1.96 1 0.213 0j -0.0608-0.0179j 0j 0j 0.0142-0.00464j 0j
π0p 0.8 1.96 0.985 0.213 0.0016+0.00476j -0.058-0.017j -0.000709-0.000545j -0.00957+0.00647j 0.0136-0.00437j 0.00254-2.15e-05j
π0p 0.8 1.96 0.94 0.213 0.000716+0.00803j -0.0506-0.0144j -0.00234-0.00191j -0.0214+0.0114j 0.012-0.00363j 0.00469+7.16e-05j
π0p 0.8 1.96 0.866 0.213 -0.00239+0.00883j -0.0399-0.0112j -0.00404-0.00335j -0.0348+0.0138j 0.0094-0.00248j 0.00613+0.000337j
π0p 0.8 1.96 0.766 0.213 -0.00542+0.00696j -0.0272-0.00839j -0.00557-0.00399j -0.0465+0.0135j 0.00615-0.00108j 0.00671+0.000795j
π0p 0.8 1.96 0.643 0.213 -0.00637+0.00305j -0.013-0.00686j -0.00732-0.00319j -0.0538+0.011j 0.00284+0.000394j 0.00637+0.0014j
π0p 0.8 1.96 0.5 0.213 -0.00484-0.00163j 0.00208-0.00694j -0.0096-0.000831j -0.0551+0.00748j 7.16e-05+0.00177j 0.00517+0.00203j
π0p 0.8 1.96 0.342 0.213 -0.00183-0.00566j 0.0169-0.00826j -0.0122+0.00257j -0.051+0.00438j -0.00171+0.00286j 0.00333+0.00256j
π0p 0.8 1.96 0.174 0.213 0.00112-0.00788j 0.0299-0.00991j -0.0143+0.006j -0.0428+0.00274j -0.00234+0.00355j 0.00118+0.00282j
π0p 0.8 1.96 0.0 0.213 0.00282-0.00778j 0.0395-0.0107j -0.015+0.00827j -0.032+0.00294j -0.00193+0.00377j -0.000788+0.00271j
π0p 0.8 1.96 -0.174 0.213 0.00292-0.00563j 0.0445-0.00977j -0.0136+0.00849j -0.02+0.0046j -0.000781+0.00353j -0.00208+0.00216j
π0p 0.8 1.96 -0.342 0.213 0.00189-0.00232j 0.0446-0.00674j -0.0105+0.00637j -0.00764+0.00678j 0.000695+0.00293j -0.00224+0.00118j
π0p 0.8 1.96 -0.5 0.213 0.000645+0.000982j 0.0406-0.00211j -0.00671+0.0024j 0.00423+0.00833j 0.00211+0.00211j -0.00102-0.00015j
π0p 0.8 1.96 -0.643 0.213 -4.3e-05+0.00327j 0.0339+0.00303j -0.00383-0.00228j 0.0145+0.00838j 0.00317+0.00125j 0.00157-0.00169j
π0p 0.8 1.96 -0.766 0.213 3.58e-05+0.00403j 0.0263+0.00722j -0.0031-0.00624j 0.0219+0.00663j 0.00368+0.000516j 0.00522-0.00328j
π0p 0.8 1.96 -0.866 0.213 0.000451+0.00337j 0.0191+0.00921j -0.00429-0.00823j 0.0249+0.00349j 0.00355+2.15e-05j 0.00934-0.00474j
π0p 0.8 1.96 -0.94 0.213 0.000566+0.00191j 0.0127+0.00839j -0.00549-0.00759j 0.0235-5.02e-05j 0.00283-0.000201j 0.0132-0.00592j
π0p 0.8 1.96 -0.985 0.213 0.000244+0.000552j 0.00643+0.00497j -0.00418-0.00452j 0.0198-0.00281j 0.00157-0.000172j 0.0159-0.00668j
π0p 0.8 1.96 -1 0.213 0j 0j 0j 0.0178-0.00385j 0j 0.0169-0.00694j
π0p 0.8 1.98 1 0.208 0j -0.0585-0.0166j 0j 0j 0.0141-0.00422j 0j
π0p 0.8 1.98 0.985 0.208 0.00166+0.00408j -0.0559-0.0158j -0.000673-0.000451j -0.0097+0.00569j 0.0136-0.00399j 0.00257-7.88e-05j
π0p 0.8 1.98 0.94 0.208 0.000709+0.00689j -0.0487-0.0136j -0.00219-0.00155j -0.0218+0.01j 0.012-0.00332j 0.00471-3.58e-05j
π0p 0.8 1.98 0.866 0.208 -0.00257+0.00759j -0.0385-0.0108j -0.00371-0.00271j -0.0355+0.0122j 0.00952-0.00229j 0.00613+0.000215j
π0p 0.8 1.98 0.766 0.208 -0.00573+0.006j -0.0262-0.00828j -0.00507-0.00317j -0.0475+0.0118j 0.00635-0.00101j 0.00667+0.000681j
π0p 0.8 1.98 0.643 0.208 -0.00669+0.00267j -0.0122-0.0069j -0.00676-0.00243j -0.0548+0.00959j 0.00307+0.000373j 0.00628+0.00131j
π0p 0.8 1.98 0.5 0.208 -0.00508-0.00135j 0.00284-0.00689j -0.00915-0.000373j -0.0562+0.00651j 0.000308+0.00168j 0.00503+0.00198j
π0p 0.8 1.98 0.342 0.208 -0.00201-0.00481j 0.0179-0.00795j -0.012+0.00254j -0.0521+0.00377j -0.0015+0.00275j 0.00315+0.00252j
π0p 0.8 1.98 0.174 0.208 0.000917-0.00674j 0.0314-0.00924j -0.0145+0.00543j -0.044+0.00231j -0.00218+0.00345j 0.001+0.00278j
π0p 0.8 1.98 0.0 0.208 0.00245-0.00671j 0.0414-0.00977j -0.0154+0.00732j -0.0335+0.0025j -0.00181+0.00369j -0.000946+0.00264j
π0p 0.8 1.98 -0.174 0.208 0.00228-0.00492j 0.0466-0.00874j -0.0142+0.00743j -0.0218+0.004j -0.000695+0.00348j -0.00219+0.00206j
π0p 0.8 1.98 -0.342 0.208 0.000967-0.00214j 0.0467-0.0059j -0.011+0.00555j -0.00959+0.006j 0.000781+0.00289j -0.00231+0.00105j
π0p 0.8 1.98 -0.5 0.208 -0.000466+0.000673j 0.0424-0.00168j -0.007+0.00211j 0.00229+0.00748j 0.00223+0.00207j -0.00106-0.000287j
π0p 0.8 1.98 -0.643 0.208 -0.00118+0.00264j 0.0352+0.00294j -0.00381-0.00193j 0.0129+0.00767j 0.00332+0.0012j 0.00154-0.00181j
π0p 0.8 1.98 -0.766 0.208 -0.000924+0.00331j 0.027+0.00666j -0.00279-0.00534j 0.0208+0.00628j 0.00387+0.000444j 0.00519-0.00335j
π0p 0.8 1.98 -0.866 0.208 -0.000208+0.00279j 0.0194+0.0084j -0.00388-0.00705j 0.0245+0.00368j 0.00377-6.45e-05j 0.00931-0.00474j
π0p 0.8 1.98 -0.94 0.208 0.000236+0.00159j 0.0127+0.0076j -0.00513-0.00651j 0.0237+0.000702j 0.00301-0.000272j 0.0131-0.00584j
π0p 0.8 1.98 -0.985 0.208 0.000158+0.000459j 0.00643+0.00449j -0.00398-0.00388j 0.0204-0.00164j 0.00168-0.000215j 0.0159-0.00654j
π0p 0.8 1.98 -1 0.208 0j 0j 0j 0.0186-0.00252j 0j 0.0169-0.00679j
π0p 0.8 2 1 0.204 0j -0.0572-0.0147j 0j 0j 0.0139-0.00384j 0j
π0p 0.8 2 0.985 0.204 0.00188+0.00342j -0.0546-0.014j -0.000666-0.000351j -0.00969+0.00489j 0.0134-0.00363j 0.00259-0.000129j
π0p 0.8 2 0.94 0.204 0.000939+0.0058j -0.0476-0.0121j -0.00214-0.00122j -0.022+0.00863j 0.012-0.00303j 0.00475-0.000122j
π0p 0.8 2 0.866 0.204 -0.00251+0.0064j -0.0376-0.00976j -0.00357-0.00209j -0.036+0.0104j 0.00959-0.00208j 0.00615+0.000107j
π0p 0.8 2 0.766 0.204 -0.00588+0.00507j -0.0255-0.00765j -0.00482-0.00239j -0.0483+0.0101j 0.00649-0.000896j 0.00666+0.000573j
π0p 0.8 2 0.643 0.204 -0.00699+0.00227j -0.0117-0.00646j -0.00644-0.00168j -0.0558+0.0081j 0.00326+0.000401j 0.00621+0.00121j
π0p 0.8 2 0.5 0.204 -0.00544-0.00112j 0.00338-0.00641j -0.00887+8.6e-05j -0.0572+0.00537j 0.000502+0.00165j 0.00492+0.00189j
π0p 0.8 2 0.342 0.204 -0.00239-0.00406j 0.0187-0.00722j -0.0119+0.00252j -0.0532+0.00294j -0.00134+0.00269j 0.00301+0.00244j
π0p 0.8 2 0.174 0.204 0.000459-0.00573j 0.0325-0.00818j -0.0145+0.00491j -0.0452+0.00162j -0.00206+0.00338j 0.000853+0.0027j
π0p 0.8 2 0.0 0.204 0.00188-0.00576j 0.0429-0.00845j -0.0157+0.00642j -0.0348+0.00173j -0.00174+0.00364j -0.00108+0.00254j
π0p 0.8 2 -0.174 0.204 0.00155-0.00432j 0.0483-0.00737j -0.0146+0.00643j -0.0231+0.00302j -0.000645+0.00344j -0.00229+0.00193j
π0p 0.8 2 -0.342 0.204 0.0001-0.00202j 0.0484-0.00474j -0.0113+0.00477j -0.011+0.00479j 0.000838+0.00287j -0.00236+0.00091j
π0p 0.8 2 -0.5 0.204 -0.0014+0.000322j 0.0439-0.000953j -0.00719+0.00181j 0.00096+0.00615j 0.00231+0.00205j -0.00107-0.00043j
π0p 0.8 2 -0.643 0.204 -0.00206+0.00198j 0.0364+0.0031j -0.00383-0.00163j 0.0119+0.00644j 0.00345+0.00117j 0.00155-0.00194j
π0p 0.8 2 -0.766 0.204 -0.00163+0.00259j 0.0279+0.00632j -0.00267-0.00451j 0.0203+0.00541j 0.00405+0.000401j 0.00522-0.00345j
π0p 0.8 2 -0.866 0.204 -0.000673+0.00221j 0.0199+0.00775j -0.0037-0.00595j 0.0246+0.00332j 0.00397-0.000107j 0.00933-0.00479j
π0p 0.8 2 -0.94 0.204 1.43e-05+0.00127j 0.013+0.00694j -0.00499-0.00549j 0.0243+0.000896j 0.00319-0.000308j 0.0132-0.00585j
π0p 0.8 2 -0.985 0.204 0.0001+0.000365j 0.00653+0.00408j -0.00393-0.00327j 0.0213-0.00102j 0.00178-0.000236j 0.0159-0.00651j
π0p 0.8 2 -1 0.204 0j 0j 0j 0.0196-0.00176j 0j 0.0169-0.00674j