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
1.3 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 1.3 1.94 0.94 0.311 0.00203+0.00285j -0.0412-0.0124j -0.00184-0.000645j -0.017+0.00699j 0.00487-0.00176j 0.00186+8.6e-05j
π0p 1.3 1.94 0.866 0.311 0.000272+0.00306j -0.0312-0.0117j -0.00321-0.00109j -0.0272+0.00891j 0.00382-0.0012j 0.00238+0.000215j
π0p 1.3 1.94 0.766 0.311 -0.00202+0.00224j -0.0196-0.0111j -0.00437-0.00118j -0.0363+0.00944j 0.00251-0.000537j 0.00252+0.000416j
π0p 1.3 1.94 0.643 0.311 -0.00357+0.000673j -0.00732-0.0109j -0.00546-0.000681j -0.0421+0.00881j 0.00121+0.000165j 0.00229+0.000673j
π0p 1.3 1.94 0.5 0.311 -0.0039-0.00118j 0.00478-0.0111j -0.00668+0.000459j -0.0437+0.00751j 0.00015+0.000795j 0.00172+0.000946j
π0p 1.3 1.94 0.342 0.311 -0.00331-0.00274j 0.0158-0.0114j -0.00803+0.00201j -0.041+0.00614j -0.00048+0.00128j 0.000903+0.00117j
π0p 1.3 1.94 0.174 0.311 -0.00243-0.00356j 0.0249-0.0114j -0.00921+0.00357j -0.0349+0.00521j -0.000631+0.00158j 0+0.0013j
π0p 1.3 1.94 0.0 0.311 -0.00178-0.00347j 0.0313-0.0107j -0.00982+0.00466j -0.0265+0.00499j -0.000351+0.00166j -0.000788+0.00127j
π0p 1.3 1.94 -0.174 0.311 -0.00155-0.00257j 0.0343-0.00908j -0.00968+0.0049j -0.0169+0.00544j 0.000222+0.00155j -0.00125+0.00105j
π0p 1.3 1.94 -0.342 0.311 -0.00153-0.00122j 0.0342-0.00653j -0.00896+0.00417j -0.00717+0.00628j 0.000896+0.00129j -0.00122+0.000652j
π0p 1.3 1.94 -0.5 0.311 -0.00138+0.000143j 0.0314-0.00338j -0.0082+0.00264j 0.00181+0.00709j 0.00151+0.000939j -0.00058+8.6e-05j
π0p 1.3 1.94 -0.643 0.311 -0.000874+0.0011j 0.0269-0.000222j -0.00815+0.000745j 0.009+0.00753j 0.00193+0.00058j 0.000638-0.000595j
π0p 1.3 1.94 -0.766 0.311 -8.6e-05+0.00145j 0.0218+0.00229j -0.00917-0.000967j 0.0133+0.0074j 0.00209+0.000265j 0.0023-0.0013j
π0p 1.3 1.94 -0.866 0.311 0.000588+0.00125j 0.0167+0.00361j -0.0107-0.00201j 0.0136+0.00678j 0.00195+5.73e-05j 0.00416-0.00198j
π0p 1.3 1.94 -0.94 0.311 0.000702+0.000716j 0.0116+0.0035j -0.0108-0.00211j 0.0102+0.00594j 0.00151-4.3e-05j 0.00587-0.00253j
π0p 1.3 1.94 -0.985 0.311 0.000287+0.000208j 0.00609+0.00212j -0.00724-0.00132j 0.00517+0.00523j 0.000831-5.02e-05j 0.0071-0.00289j
π0p 1.3 1.94 -1 0.311 0j 0j 0j 0.00272+0.00496j 0j 0.00755-0.00301j
π0p 1.3 1.96 1 0.305 0j -0.0488-0.0133j 0j 0j 0.00586-0.00213j 0j
π0p 1.3 1.96 0.985 0.305 0.00205+0.00138j -0.0463-0.0131j -0.000552-0.000136j -0.00773+0.00347j 0.00565-0.00201j 0.00103+0j
π0p 1.3 1.96 0.94 0.305 0.00217+0.00232j -0.0394-0.0126j -0.00183-0.000473j -0.0171+0.00631j 0.00502-0.00168j 0.00187+4.3e-05j
π0p 1.3 1.96 0.866 0.305 0.00033+0.00249j -0.0296-0.012j -0.00317-0.000774j -0.0275+0.00807j 0.00398-0.00117j 0.00238+0.000165j
π0p 1.3 1.96 0.766 0.305 -0.00208+0.00184j -0.0182-0.0115j -0.00428-0.000788j -0.0369+0.00863j 0.00268-0.000552j 0.00251+0.00038j
π0p 1.3 1.96 0.643 0.305 -0.0037+0.00058j -0.00609-0.0113j -0.00537-0.000322j -0.0429+0.00815j 0.00137+0.000107j 0.00225+0.000659j
π0p 1.3 1.96 0.5 0.305 -0.00407-0.00091j 0.00599-0.0113j -0.00665+0.000638j -0.0447+0.00708j 0.000294+0.000724j 0.00165+0.000953j
π0p 1.3 1.96 0.342 0.305 -0.00351-0.00218j 0.0172-0.0114j -0.0081+0.00193j -0.0421+0.00594j -0.000358+0.00122j 0.000817+0.00119j
π0p 1.3 1.96 0.174 0.305 -0.00267-0.00287j 0.0264-0.0113j -0.00941+0.0032j -0.0362+0.00519j -0.00053+0.00153j -0.0001+0.00132j
π0p 1.3 1.96 0.0 0.305 -0.00211-0.00282j 0.0329-0.0104j -0.0102+0.00407j -0.028+0.00506j -0.000265+0.00163j -0.000896+0.00128j
π0p 1.3 1.96 -0.174 0.305 -0.00197-0.00212j 0.036-0.0088j -0.0101+0.00426j -0.0186+0.00555j 0.000301+0.00154j -0.00136+0.00105j
π0p 1.3 1.96 -0.342 0.305 -0.00205-0.00105j 0.0359-0.00634j -0.00932+0.00365j -0.00894+0.0064j 0.000989+0.00128j -0.00131+0.000623j
π0p 1.3 1.96 -0.5 0.305 -0.00196+3.58e-05j 0.0329-0.00339j -0.00847+0.00239j 6.45e-05+0.00726j 0.00161+0.000931j -0.000659+4.3e-05j
π0p 1.3 1.96 -0.643 0.305 -0.00143+0.00081j 0.0282-0.000466j -0.00828+0.000838j 0.00742+0.00782j 0.00205+0.000552j 0.000588-0.000631j
π0p 1.3 1.96 -0.766 0.305 -0.00053+0.00111j 0.0228+0.00185j -0.00919-0.00058j 0.012+0.0079j 0.00221+0.000229j 0.00227-0.00132j
π0p 1.3 1.96 -0.866 0.305 0.000287+0.00096j 0.0173+0.00308j -0.0106-0.00146j 0.0127+0.00754j 0.00206+7.16e-06j 0.00415-0.00196j
π0p 1.3 1.96 -0.94 0.305 0.000552+0.000552j 0.012+0.00303j -0.0107-0.00159j 0.00962+0.00696j 0.00161-8.6e-05j 0.00589-0.00247j
π0p 1.3 1.96 -0.985 0.305 0.000251+0.000158j 0.00627+0.00185j -0.00721-0.00101j 0.0048+0.00644j 0.000888-7.16e-05j 0.00714-0.0028j
π0p 1.3 1.96 -1 0.305 0j 0j 0j 0.00242+0.00624j 0j 0.0076-0.00292j
π0p 1.3 1.98 1 0.3 0j -0.0473-0.0125j 0j 0j 0.00595-0.00197j 0j
π0p 1.3 1.98 0.985 0.3 0.00225+0.00108j -0.0448-0.0123j -0.000573-9.31e-05j -0.0077+0.00302j 0.00575-0.00186j 0.00105-2.87e-05j
π0p 1.3 1.98 0.94 0.3 0.00243+0.00181j -0.0379-0.0119j -0.00188-0.000301j -0.0172+0.00552j 0.00514-0.00156j 0.00189+0j
π0p 1.3 1.98 0.866 0.3 0.000494+0.00195j -0.0282-0.0115j -0.00322-0.000473j -0.0279+0.00708j 0.00413-0.0011j 0.00239+0.000115j
π0p 1.3 1.98 0.766 0.3 -0.00208+0.00145j -0.0169-0.0111j -0.00432-0.000408j -0.0375+0.0076j 0.00284-0.000516j 0.0025+0.00033j
π0p 1.3 1.98 0.643 0.3 -0.00385+0.000466j -0.00489-0.0109j -0.00539+2.15e-05j -0.0438+0.00722j 0.00153+0.000107j 0.00221+0.000623j
π0p 1.3 1.98 0.5 0.3 -0.00433-0.000702j 0.00719-0.0109j -0.00668+0.000831j -0.0457+0.00633j 0.00043+0.000702j 0.00158+0.000924j
π0p 1.3 1.98 0.342 0.3 -0.00385-0.0017j 0.0184-0.0109j -0.00818+0.00186j -0.0433+0.00535j -0.000244+0.00119j 0.000724+0.00118j
π0p 1.3 1.98 0.174 0.3 -0.00307-0.00226j 0.0278-0.0106j -0.00954+0.00287j -0.0376+0.0047j -0.000437+0.00151j -0.000215+0.0013j
π0p 1.3 1.98 0.0 0.3 -0.00256-0.00226j 0.0344-0.00965j -0.0103+0.00354j -0.0295+0.00461j -0.000186+0.00163j -0.00101+0.00125j
π0p 1.3 1.98 -0.174 0.3 -0.00246-0.00174j 0.0377-0.00801j -0.0103+0.00366j -0.0202+0.00505j 0.000373+0.00155j -0.00147+0.001j
π0p 1.3 1.98 -0.342 0.3 -0.00256-0.000931j 0.0374-0.00569j -0.00954+0.00317j -0.0105+0.00585j 0.00106+0.0013j -0.0014+0.000559j
π0p 1.3 1.98 -0.5 0.3 -0.00244-0.0001j 0.0344-0.00299j -0.00866+0.00216j -0.00147+0.0067j 0.00171+0.000939j -0.000724-2.87e-05j
π0p 1.3 1.98 -0.643 0.3 -0.00185+0.000509j 0.0294-0.000351j -0.0084+0.00091j 0.00607+0.00734j 0.00216+0.000552j 0.000537-0.000702j
π0p 1.3 1.98 -0.766 0.3 -0.000853+0.000767j 0.0237+0.00171j -0.00926-0.000236j 0.0109+0.00759j 0.00234+0.000215j 0.00225-0.00138j
π0p 1.3 1.98 -0.866 0.3 8.6e-05+0.000681j 0.018+0.00278j -0.0107-0.000967j 0.012+0.00748j 0.00219-1.43e-05j 0.00415-0.002j
π0p 1.3 1.98 -0.94 0.3 0.000459+0.000394j 0.0124+0.00272j -0.0108-0.00112j 0.00909+0.00715j 0.00171-0.000107j 0.00591-0.00249j
π0p 1.3 1.98 -0.985 0.3 0.000229+0.000115j 0.0065+0.00165j -0.00724-0.000724j 0.00444+0.00683j 0.000953-8.6e-05j 0.00719-0.00279j
π0p 1.3 1.98 -1 0.3 0j 0j 0j 0.0021+0.0067j 0j 0.00765-0.0029j
π0p 1.3 2 1 0.294 0j -0.0463-0.0111j 0j 0j 0.006-0.00181j 0j
π0p 1.3 2 0.985 0.294 0.0025+0.00081j -0.0438-0.011j -0.000595-5.02e-05j -0.00759+0.00258j 0.00581-0.00171j 0.00107-5.02e-05j
π0p 1.3 2 0.94 0.294 0.00277+0.00135j -0.037-0.0108j -0.00196-0.000158j -0.0171+0.0047j 0.00523-0.00143j 0.00193-4.3e-05j
π0p 1.3 2 0.866 0.294 0.000731+0.00146j -0.0273-0.0104j -0.00333-0.000208j -0.028+0.00603j 0.00424-0.001j 0.00242+6.45e-05j
π0p 1.3 2 0.766 0.294 -0.00203+0.00109j -0.0161-0.0102j -0.00444-7.16e-05j -0.0379+0.00648j 0.00297-0.000451j 0.00251+0.000279j
π0p 1.3 2 0.643 0.294 -0.00401+0.000351j -0.00406-0.0101j -0.00549+0.00033j -0.0445+0.00615j 0.00165+0.000143j 0.00219+0.000573j
π0p 1.3 2 0.5 0.294 -0.00465-0.000537j 0.00805-0.0101j -0.00676+0.000996j -0.0466+0.00537j 0.000545+0.000716j 0.00153+0.000881j
π0p 1.3 2 0.342 0.294 -0.00428-0.00131j 0.0194-0.00992j -0.00825+0.00181j -0.0443+0.00451j -0.00015+0.0012j 0.000638+0.00114j
π0p 1.3 2 0.174 0.294 -0.00358-0.00176j 0.0289-0.00948j -0.00964+0.00257j -0.0387+0.00392j -0.000365+0.00153j -0.000308+0.00126j
π0p 1.3 2 0.0 0.294 -0.0031-0.00179j 0.0356-0.0085j -0.0104+0.00307j -0.0307+0.0038j -0.000129+0.00166j -0.00111+0.0012j
π0p 1.3 2 -0.174 0.294 -0.00299-0.00143j 0.0389-0.00691j -0.0104+0.00314j -0.0214+0.00417j 0.000423+0.00158j -0.00155+0.000931j
π0p 1.3 2 -0.342 0.294 -0.00305-0.000853j 0.0387-0.00475j -0.00967+0.00273j -0.0117+0.00488j 0.00112+0.00133j -0.00147+0.00048j
π0p 1.3 2 -0.5 0.294 -0.00287-0.000229j 0.0356-0.00231j -0.00878+0.00193j -0.00251+0.0057j 0.00178+0.00096j -0.000774-0.000122j
π0p 1.3 2 -0.643 0.294 -0.00219+0.000236j 0.0305+7.16e-06j -0.00853+0.000953j 0.00522+0.00638j 0.00226+0.000559j 0.000516-0.000795j
π0p 1.3 2 -0.766 0.294 -0.00109+0.000459j 0.0247+0.00178j -0.00938+5.02e-05j 0.0103+0.00679j 0.00245+0.000215j 0.00225-0.00147j
π0p 1.3 2 -0.866 0.294 -4.3e-05+0.00043j 0.0187+0.00266j -0.0108-0.000545j 0.0116+0.00689j 0.00231-2.15e-05j 0.00417-0.00207j
π0p 1.3 2 -0.94 0.294 0.000408+0.000258j 0.0129+0.00252j -0.0109-0.000716j 0.00898+0.00679j 0.00182-0.000122j 0.00596-0.00254j
π0p 1.3 2 -0.985 0.294 0.000215+7.88e-05j 0.00673+0.00152j -0.00733-0.00048j 0.00444+0.00664j 0.00101-9.31e-05j 0.00725-0.00284j
π0p 1.3 2 -1 0.294 0j 0j 0j 0.00214+0.00658j 0j 0.00773-0.00294j