CLAS Analysis Framework

Model maid data

Author
D. Drechsel, L. Tiator
Description
MAID approach for evaluation of Nπ observables in the resonance region
Channel
π0n
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
π0n 3 1.38 -0.766 0.746 -0.00239+0.00166j -0.0082+0.00376j 0.00474-0.00426j 0.00623-0.00591j 0.000208-0.000802j -0.00174+0.000795j
π0n 3 1.38 -0.866 0.746 -0.000939+0.000982j -0.00628+0.0031j 0.00187-0.0034j 0.00636-0.00698j -1.43e-05-0.000623j -0.00218+0.000781j
π0n 3 1.38 -0.94 0.746 -0.000158+0.000451j -0.00407+0.00221j -0.000416-0.00237j 0.00536-0.0078j -0.000165-0.000423j -0.00262+0.000767j
π0n 3 1.38 -0.985 0.746 2.87e-05+0.000115j -0.00192+0.00115j -0.00109-0.00122j 0.00373-0.0083j -0.000158-0.000215j -0.003+0.000759j
π0n 3 1.38 -1 0.746 0j 0j 0j 0.00288-0.00848j 0j -0.00315+0.000759j
π0n 3 1.4 1 0.735 0j 0.00646-0.00557j 0j 0j 0.000652-0.00203j 0j
π0n 3 1.4 0.985 0.735 -0.00199+0.00115j 0.00625-0.0054j 0.000122-9.31e-05j -0.00118+0.000845j 0.000666-0.00202j 0.000251+0.000172j
π0n 3 1.4 0.94 0.735 -0.00401+0.00222j 0.00562-0.00494j 0.000509-0.000358j -0.00234+0.0016j 0.000731-0.002j 0.000473+0.000344j
π0n 3 1.4 0.866 0.735 -0.00602+0.00316j 0.00454-0.00419j 0.0012-0.000774j -0.00342+0.0022j 0.00081-0.00196j 0.000638+0.000494j
π0n 3 1.4 0.766 0.735 -0.00792+0.0039j 0.00305-0.00324j 0.00223-0.0013j -0.00432+0.00258j 0.000896-0.00192j 0.000738+0.000623j
π0n 3 1.4 0.643 0.735 -0.00955+0.00442j 0.00119-0.00214j 0.00355-0.00188j -0.00492+0.0027j 0.000974-0.00186j 0.000759+0.000731j
π0n 3 1.4 0.5 0.735 -0.0108+0.00471j -0.000931-0.000974j 0.00507-0.00246j -0.0051+0.00255j 0.00103-0.0018j 0.000709+0.000802j
π0n 3 1.4 0.342 0.735 -0.0114+0.00476j -0.00315+0.000179j 0.00663-0.00301j -0.00476+0.00213j 0.00105-0.00173j 0.00058+0.000853j
π0n 3 1.4 0.174 0.735 -0.0114+0.00461j -0.00528+0.00125j 0.00801-0.00347j -0.00388+0.00146j 0.00104-0.00164j 0.000387+0.000874j
π0n 3 1.4 0.0 0.735 -0.0107+0.00427j -0.00713+0.00216j 0.00902-0.00383j -0.0025+0.000595j 0.000982-0.00154j 0.000136+0.000874j
π0n 3 1.4 -0.174 0.735 -0.00949+0.0038j -0.00853+0.00288j 0.00946-0.00403j -0.000716-0.00043j 0.000881-0.00143j -0.000165+0.000853j
π0n 3 1.4 -0.342 0.735 -0.00779+0.00322j -0.00933+0.00335j 0.00919-0.00408j 0.00128-0.00154j 0.000738-0.00131j -0.000494+0.000824j
π0n 3 1.4 -0.5 0.735 -0.00583+0.00258j -0.00944+0.00356j 0.00811-0.00395j 0.00327-0.00268j 0.000559-0.00118j -0.000853+0.000781j
π0n 3 1.4 -0.643 0.735 -0.00383+0.00193j -0.00884+0.0035j 0.00624-0.00365j 0.00493-0.00379j 0.000351-0.00102j -0.00124+0.000745j
π0n 3 1.4 -0.766 0.735 -0.00206+0.00131j -0.00757+0.00318j 0.00374-0.00317j 0.00593-0.0048j 0.000122-0.000838j -0.00164+0.000702j
π0n 3 1.4 -0.866 0.735 -0.000738+0.000774j -0.00576+0.00262j 0.00103-0.00254j 0.00591-0.00566j -8.6e-05-0.000652j -0.00206+0.000673j
π0n 3 1.4 -0.94 0.735 -5.73e-05+0.000358j -0.0037+0.00186j -0.00105-0.00177j 0.00475-0.00631j -0.000215-0.000444j -0.0025+0.000645j
π0n 3 1.4 -0.985 0.735 5.73e-05+9.31e-05j -0.00172+0.000967j -0.00144-0.00091j 0.00297-0.00671j -0.000186-0.000222j -0.00287+0.000631j
π0n 3 1.4 -1 0.735 0j 0j 0j 0.00205-0.00686j 0j -0.00302+0.000623j
π0n 3 1.42 1 0.725 0j 0.00618-0.00447j 0j 0j 0.000881-0.00193j 0j
π0n 3 1.42 0.985 0.725 -0.00164+0.000953j 0.006-0.00433j 8.6e-05-7.16e-05j -0.000974+0.000716j 0.000896-0.00192j 0.000244+0.000201j
π0n 3 1.42 0.94 0.725 -0.00335+0.00184j 0.00544-0.00393j 0.00038-0.000279j -0.00195+0.00137j 0.000946-0.00191j 0.000466+0.000387j
π0n 3 1.42 0.866 0.725 -0.00511+0.0026j 0.00448-0.00331j 0.000939-0.000602j -0.00289+0.00187j 0.001-0.00188j 0.000631+0.000552j
π0n 3 1.42 0.766 0.725 -0.00683+0.0032j 0.0031-0.00251j 0.0018-0.000996j -0.00372+0.00219j 0.00106-0.00186j 0.000724+0.000695j
π0n 3 1.42 0.643 0.725 -0.00836+0.0036j 0.00137-0.00158j 0.00295-0.00143j -0.00429+0.00227j 0.0011-0.00181j 0.000745+0.00081j
π0n 3 1.42 0.5 0.725 -0.00953+0.00381j -0.000631-0.000616j 0.00431-0.00185j -0.00449+0.00214j 0.00112-0.00176j 0.000695+0.000888j
π0n 3 1.42 0.342 0.725 -0.0102+0.00383j -0.00273+0.00033j 0.00571-0.00223j -0.00421+0.00177j 0.0011-0.00171j 0.000573+0.000931j
π0n 3 1.42 0.174 0.725 -0.0102+0.00369j -0.00476+0.0012j 0.00698-0.00255j -0.00342+0.00121j 0.00105-0.00164j 0.000387+0.000939j
π0n 3 1.42 0.0 0.725 -0.00969+0.0034j -0.00654+0.00194j 0.0079-0.00278j -0.00215+0.000494j 0.00096-0.00156j 0.000143+0.000917j
π0n 3 1.42 -0.174 0.725 -0.00858+0.00302j -0.00789+0.00251j 0.00829-0.00291j -0.000502-0.00033j 0.000838-0.00147j -0.000143+0.000881j
π0n 3 1.42 -0.342 0.725 -0.00704+0.00256j -0.00867+0.00289j 0.00801-0.00293j 0.00135-0.00123j 0.000673-0.00135j -0.000459+0.000824j
π0n 3 1.42 -0.5 0.725 -0.00524+0.00205j -0.00879+0.00304j 0.00696-0.00283j 0.00317-0.00214j 0.000487-0.00123j -0.00081+0.000759j
π0n 3 1.42 -0.643 0.725 -0.00339+0.00153j -0.00823+0.00297j 0.00517-0.00262j 0.00469-0.00302j 0.000272-0.00107j -0.00118+0.000695j
π0n 3 1.42 -0.766 0.725 -0.00175+0.00105j -0.00703+0.00269j 0.00279-0.00227j 0.00553-0.00382j 5.73e-05-0.000888j -0.00157+0.000638j
π0n 3 1.42 -0.866 0.725 -0.000552+0.000616j -0.00532+0.00221j 0.000251-0.00182j 0.00537-0.0045j -0.000143-0.000695j -0.00198+0.000588j
π0n 3 1.42 -0.94 0.725 2.87e-05+0.000287j -0.00338+0.00158j -0.00163-0.00128j 0.00405-0.00502j -0.000258-0.000473j -0.00241+0.000552j
π0n 3 1.42 -0.985 0.725 7.88e-05+7.16e-05j -0.00155+0.000817j -0.00177-0.000659j 0.00213-0.00533j -0.000208-0.000244j -0.00277+0.00053j
π0n 3 1.42 -1 0.725 0j 0j 0j 0.00114-0.00545j 0j -0.00293+0.000523j
π0n 3 1.44 1 0.715 0j 0.0058-0.00365j 0j 0j 0.00108-0.00173j 0j
π0n 3 1.44 0.985 0.715 -0.00131+0.000817j 0.00564-0.00353j 5.73e-05-5.73e-05j -0.000767+0.000623j 0.00109-0.00173j 0.000244+0.000229j
π0n 3 1.44 0.94 0.715 -0.00272+0.00157j 0.00514-0.00319j 0.000258-0.000215j -0.00156+0.00118j 0.00112-0.00173j 0.000451+0.000444j
π0n 3 1.44 0.866 0.715 -0.00425+0.00221j 0.00428-0.00265j 0.000673-0.000451j -0.00238+0.00161j 0.00117-0.00172j 0.000609+0.000638j
π0n 3 1.44 0.766 0.715 -0.00581+0.0027j 0.00303-0.00197j 0.00138-0.000738j -0.00312+0.00187j 0.0012-0.00171j 0.000702+0.000795j
π0n 3 1.44 0.643 0.715 -0.00725+0.00302j 0.00142-0.0012j 0.00238-0.00104j -0.00367+0.00193j 0.00121-0.00171j 0.000724+0.000917j
π0n 3 1.44 0.5 0.715 -0.00839+0.00317j -0.000459-0.000401j 0.00358-0.00132j -0.00388+0.00181j 0.0012-0.00169j 0.000673+0.000996j
π0n 3 1.44 0.342 0.715 -0.00907+0.00316j -0.00246+0.00038j 0.00484-0.00157j -0.00366+0.00149j 0.00115-0.00166j 0.000552+0.00103j
π0n 3 1.44 0.174 0.715 -0.0092+0.00302j -0.0044+0.00109j 0.006-0.00176j -0.00296+0.00102j 0.00106-0.00163j 0.000373+0.00103j
π0n 3 1.44 0.0 0.715 -0.00875+0.00277j -0.0061+0.00168j 0.00684-0.00188j -0.00181+0.00043j 0.000946-0.00158j 0.000136+0.000996j
π0n 3 1.44 -0.174 0.715 -0.00776+0.00244j -0.00739+0.00214j 0.00718-0.00195j -0.000301-0.000244j 0.000795-0.00151j -0.000143+0.000924j
π0n 3 1.44 -0.342 0.715 -0.00636+0.00207j -0.00815+0.00244j 0.00689-0.00195j 0.0014-0.00096j 0.000623-0.00142j -0.000451+0.000845j
π0n 3 1.44 -0.5 0.715 -0.0047+0.00166j -0.00828+0.00255j 0.00588-0.00188j 0.00307-0.00168j 0.000423-0.0013j -0.000788+0.000752j
π0n 3 1.44 -0.643 0.715 -0.00299+0.00125j -0.00774+0.00249j 0.00417-0.00173j 0.00443-0.00236j 0.000215-0.00115j -0.00115+0.000652j
π0n 3 1.44 -0.766 0.715 -0.00148+0.000853j -0.00659+0.00225j 0.00191-0.00151j 0.00512-0.00299j 0-0.000967j -0.00153+0.000566j
π0n 3 1.44 -0.866 0.715 -0.000394+0.000509j -0.00497+0.00185j -0.00048-0.00122j 0.00481-0.00351j -0.000186-0.000759j -0.00193+0.000494j
π0n 3 1.44 -0.94 0.715 0.000115+0.000236j -0.00312+0.00131j -0.00218-0.000853j 0.00335-0.0039j -0.000287-0.000523j -0.00234+0.000444j
π0n 3 1.44 -0.985 0.715 0.0001+5.73e-05j -0.00141+0.000681j -0.00207-0.000444j 0.0013-0.00416j -0.000229-0.000265j -0.00271+0.000408j
π0n 3 1.44 -1 0.715 0j 0j 0j 0.000251-0.00423j 0j -0.00287+0.000394j
π0n 3 1.46 1 0.706 0j 0.00534-0.00307j 0j 0j 0.00123-0.00143j 0j
π0n 3 1.46 0.985 0.706 -0.00101+0.000731j 0.00521-0.00297j 2.15e-05-4.3e-05j -0.000552+0.000559j 0.00123-0.00144j 0.000229+0.000272j
π0n 3 1.46 0.94 0.706 -0.00215+0.0014j 0.00479-0.00267j 0.000129-0.00015j -0.00116+0.00105j 0.00126-0.00145j 0.000423+0.000523j
π0n 3 1.46 0.866 0.706 -0.00347+0.00196j 0.00402-0.00222j 0.000423-0.000315j -0.00183+0.00143j 0.00129-0.00148j 0.000573+0.000752j
π0n 3 1.46 0.766 0.706 -0.00489+0.00238j 0.00287-0.00164j 0.000974-0.000509j -0.00249+0.00165j 0.0013-0.00151j 0.000652+0.000939j
π0n 3 1.46 0.643 0.706 -0.00625+0.00264j 0.00137-0.000996j 0.00181-0.000695j -0.003+0.0017j 0.0013-0.00155j 0.000666+0.00107j
π0n 3 1.46 0.5 0.706 -0.00738+0.00274j -0.000408-0.00033j 0.00287-0.00086j -0.00323+0.00158j 0.00126-0.00158j 0.000609+0.00115j
π0n 3 1.46 0.342 0.706 -0.00809+0.00271j -0.00231+0.000308j 0.004-0.000974j -0.00307+0.0013j 0.00119-0.0016j 0.000494+0.00118j
π0n 3 1.46 0.174 0.706 -0.00828+0.00257j -0.00416+0.000881j 0.00504-0.00105j -0.00246+0.000903j 0.00108-0.00162j 0.000315+0.00116j
π0n 3 1.46 0.0 0.706 -0.00792+0.00234j -0.0058+0.00136j 0.00579-0.00109j -0.00143+0.000416j 0.000946-0.00161j 9.31e-05+0.0011j
π0n 3 1.46 -0.174 0.706 -0.00705+0.00206j -0.00704+0.00172j 0.00608-0.0011j -5.73e-05-0.000129j 0.000788-0.00158j -0.000172+0.000989j
π0n 3 1.46 -0.342 0.706 -0.00577+0.00173j -0.00777+0.00196j 0.00579-0.00107j 0.0015-0.000695j 0.000602-0.00152j -0.000473+0.000867j
π0n 3 1.46 -0.5 0.706 -0.00424+0.0014j -0.00788+0.00205j 0.00481-0.00102j 0.00302-0.00125j 0.000401-0.00142j -0.000795+0.000731j
π0n 3 1.46 -0.643 0.706 -0.00266+0.00105j -0.00737+0.002j 0.00318-0.000946j 0.00421-0.00178j 0.000186-0.00128j -0.00113+0.000595j
π0n 3 1.46 -0.766 0.706 -0.00125+0.000724j -0.00625+0.00181j 0.00104-0.000831j 0.00476-0.00224j -2.15e-05-0.00108j -0.0015+0.000466j
π0n 3 1.46 -0.866 0.706 -0.000251+0.00043j -0.00468+0.00149j -0.0012-0.000681j 0.00432-0.00264j -0.000208-0.000853j -0.00189+0.000365j
π0n 3 1.46 -0.94 0.706 0.000179+0.000201j -0.00291+0.00106j -0.0027-0.00048j 0.00272-0.00294j -0.000301-0.000595j -0.0023+0.000279j
π0n 3 1.46 -0.985 0.706 0.000122+5.02e-05j -0.0013+0.000552j -0.00236-0.000251j 0.000545-0.00312j -0.000229-0.000301j -0.00265+0.000236j
π0n 3 1.46 -1 0.706 0j 0j 0j -0.000559-0.00319j 0j -0.00281+0.000215j
π0n 3 1.48 1 0.696 0j 0.00481-0.00274j 0j 0j 0.00127-0.00107j 0j
π0n 3 1.48 0.985 0.696 -0.000745+0.000695j 0.0047-0.00265j -1.43e-05-2.87e-05j -0.000315+0.000537j 0.00128-0.00108j 0.000186+0.000322j
π0n 3 1.48 0.94 0.696 -0.00166+0.00133j 0.00433-0.0024j 0-0.0001j -0.000716+0.00102j 0.00131-0.00112j 0.000344+0.000631j
π0n 3 1.48 0.866 0.696 -0.00281+0.00184j 0.00365-0.00201j 0.000158-0.000208j -0.00123+0.00138j 0.00134-0.00118j 0.000459+0.000896j
π0n 3 1.48 0.766 0.696 -0.00413+0.00221j 0.0026-0.00153j 0.000552-0.000308j -0.00179+0.00159j 0.00136-0.00126j 0.000516+0.00111j
π0n 3 1.48 0.643 0.696 -0.00545+0.00242j 0.00119-0.000996j 0.00123-0.000394j -0.00226+0.00164j 0.00136-0.00135j 0.000509+0.00127j
π0n 3 1.48 0.5 0.696 -0.00657+0.00249j -0.000494-0.000459j 0.00213-0.000444j -0.00249+0.00153j 0.00133-0.00145j 0.000444+0.00135j
π0n 3 1.48 0.342 0.696 -0.00732+0.00244j -0.00231+5.02e-05j 0.00312-0.000459j -0.00237+0.0013j 0.00126-0.00155j 0.00033+0.00137j
π0n 3 1.48 0.174 0.696 -0.00758+0.00229j -0.00409+0.000502j 0.00404-0.00043j -0.00185+0.000953j 0.00116-0.00163j 0.000165+0.00133j
π0n 3 1.48 0.0 0.696 -0.0073+0.00207j -0.00566+0.000881j 0.0047-0.000387j -0.000924+0.000545j 0.00103-0.00168j -4.3e-05+0.00122j
π0n 3 1.48 -0.174 0.696 -0.00653+0.00181j -0.00686+0.00117j 0.00494-0.000337j 0.000315+0.000107j 0.000867-0.00169j -0.000279+0.00107j
π0n 3 1.48 -0.342 0.696 -0.00534+0.00153j -0.00754+0.00135j 0.00463-0.000301j 0.00172-0.000337j 0.000688-0.00166j -0.000545+0.000888j
π0n 3 1.48 -0.5 0.696 -0.00391+0.00123j -0.00764+0.00144j 0.00369-0.000272j 0.00308-0.000767j 0.000487-0.00158j -0.000831+0.000695j
π0n 3 1.48 -0.643 0.696 -0.00242+0.000924j -0.00712+0.00143j 0.00214-0.000258j 0.00413-0.00116j 0.000265-0.00144j -0.00114+0.000502j
π0n 3 1.48 -0.766 0.696 -0.00109+0.000638j -0.00603+0.0013j 0.000122-0.000236j 0.00454-0.00151j 5.02e-05-0.00125j -0.00147+0.000322j
π0n 3 1.48 -0.866 0.696 -0.000158+0.00038j -0.00449+0.00108j -0.00195-0.000208j 0.00396-0.00181j -0.000143-0.000989j -0.00183+0.000179j
π0n 3 1.48 -0.94 0.696 0.000229+0.000179j -0.00277+0.000774j -0.00325-0.00015j 0.00223-0.00202j -0.000251-0.000688j -0.00221+6.45e-05j
π0n 3 1.48 -0.985 0.696 0.000136+4.3e-05j -0.00122+0.000408j -0.00267-8.6e-05j -5.73e-05-0.00216j -0.000208-0.000351j -0.00255-7.16e-06j
π0n 3 1.48 -1 0.696 0j 0j 0j -0.00121-0.00221j 0j -0.00269-2.87e-05j