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
0.0 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 0.0 1.82 -0.94 0.0 0.0146+0.00669j 0.0242+0.0264j -0.00468-0.0438j -0.0384-0.0197j 0.0034+0.00766j 0.0548-0.0369j
π0p 0.0 1.82 -0.985 0.0 0.00404+0.00195j 0.0139+0.0156j -0.00431-0.0253j -0.055-0.031j 0.00193+0.00411j 0.0624-0.0407j
π0p 0.0 1.82 -1 0.0 0j 0j 0j -0.0614-0.0352j 0j 0.0652-0.0421j
π0p 0.0 1.84 1 0.0 0j -0.0225-0.0468j 0j 0j 0.02-0.0124j 0j
π0p 0.0 1.84 0.985 0.0 0.0135+0.0281j -0.0181-0.042j -0.00427-0.00292j 0.0151+0.0217j 0.019-0.0109j 0.00962+0.00205j
π0p 0.0 1.84 0.94 0.0 0.0199+0.0484j -0.00665-0.0294j -0.0152-0.0103j 0.0221+0.0377j 0.016-0.00681j 0.0185+0.00337j
π0p 0.0 1.84 0.866 0.0 0.0169+0.0555j 0.00757-0.0132j -0.0286-0.0185j 0.0178+0.0442j 0.011-0.000946j 0.026+0.00346j
π0p 0.0 1.84 0.766 0.0 0.00769+0.048j 0.0203+0.00135j -0.0397-0.0231j 0.00479+0.0405j 0.00464+0.00541j 0.0314+0.00222j
π0p 0.0 1.84 0.643 0.0 -0.00215+0.0292j 0.029+0.0097j -0.0455-0.0209j -0.0112+0.0292j -0.00188+0.011j 0.034-6.45e-05j
π0p 0.0 1.84 0.5 0.0 -0.00774+0.00519j 0.0328+0.00976j -0.0449-0.0112j -0.0246+0.0152j -0.00721+0.0151j 0.0337-0.00284j
π0p 0.0 1.84 0.342 0.0 -0.00676-0.0165j 0.0325+0.00259j -0.0382+0.00336j -0.0316+0.00389j -0.0104+0.0173j 0.0307-0.00552j
π0p 0.0 1.84 0.174 0.0 0.000509-0.0298j 0.0296-0.00803j -0.0269+0.018j -0.0309-0.000924j -0.011+0.0177j 0.0257-0.00772j
π0p 0.0 1.84 0.0 0.0 0.0119-0.0319j 0.0258-0.017j -0.0134+0.027j -0.0236+0.0018j -0.00944+0.0169j 0.0202-0.00943j
π0p 0.0 1.84 -0.174 0.0 0.0244-0.0237j 0.0228-0.02j -0.000308+0.0262j -0.0124+0.00999j -0.00652+0.0157j 0.0158-0.011j
π0p 0.0 1.84 -0.342 0.0 0.0348-0.00931j 0.0216-0.0147j 0.00969+0.0143j -0.00102+0.0193j -0.00317+0.0145j 0.0143-0.0129j
π0p 0.0 1.84 -0.5 0.0 0.0409+0.00563j 0.0223-0.00224j 0.0146-0.00593j 0.00656+0.0248j -0.000179+0.0137j 0.0167-0.0158j
π0p 0.0 1.84 -0.643 0.0 0.0411+0.0161j 0.0244+0.0135j 0.0138-0.0287j 0.00713+0.0229j 0.00198+0.0129j 0.0233-0.02j
π0p 0.0 1.84 -0.766 0.0 0.0354+0.0195j 0.0263+0.0272j 0.0085-0.0467j -0.000888+0.0126j 0.00313+0.0119j 0.0334-0.0252j
π0p 0.0 1.84 -0.866 0.0 0.0251+0.0162j 0.026+0.0338j 0.00163-0.0539j -0.0165-0.00362j 0.00333+0.0102j 0.0452-0.0308j
π0p 0.0 1.84 -0.94 0.0 0.0132+0.00922j 0.0215+0.0305j -0.0031-0.047j -0.0355-0.0212j 0.00273+0.00759j 0.0563-0.0359j
π0p 0.0 1.84 -0.985 0.0 0.00368+0.00264j 0.0124+0.0181j -0.00337-0.0273j -0.0513-0.0347j 0.00153+0.00407j 0.0643-0.0395j
π0p 0.0 1.84 -1 0.0 0j 0j 0j -0.0575-0.0397j 0j 0.0672-0.0408j
π0p 0.0 1.86 1 0.0 0j -0.0195-0.0555j 0j 0j 0.0193-0.00999j 0j
π0p 0.0 1.86 0.985 0.0 0.0129+0.0302j -0.0156-0.0499j -0.00381-0.00347j 0.0149+0.0232j 0.0183-0.00866j 0.00861+0.00181j
π0p 0.0 1.86 0.94 0.0 0.0188+0.0518j -0.00564-0.0349j -0.0135-0.0123j 0.0217+0.04j 0.0153-0.00497j 0.0168+0.00297j
π0p 0.0 1.86 0.866 0.0 0.0158+0.0591j 0.00663-0.0156j -0.0253-0.0221j 0.0174+0.0461j 0.0103+0.000265j 0.0239+0.00302j
π0p 0.0 1.86 0.766 0.0 0.00732+0.0506j 0.0176+0.00187j -0.0351-0.028j 0.00492+0.0409j 0.00403+0.00596j 0.0294+0.00186j
π0p 0.0 1.86 0.643 0.0 -0.00102+0.03j 0.0251+0.0121j -0.0406-0.026j -0.0101+0.0275j -0.0023+0.011j 0.0325-0.000265j
π0p 0.0 1.86 0.5 0.0 -0.00491+0.00416j 0.0289+0.0125j -0.0409-0.0153j -0.0224+0.0116j -0.00729+0.0147j 0.0329-0.00289j
π0p 0.0 1.86 0.342 0.0 -0.00274-0.0187j 0.0296+0.00428j -0.0363+0.00135j -0.0286-0.000838j -0.00997+0.0167j 0.0306-0.00549j
π0p 0.0 1.86 0.174 0.0 0.00456-0.0319j 0.0283-0.00815j -0.0275+0.0185j -0.0279-0.00536j -0.0101+0.0171j 0.0262-0.00772j
π0p 0.0 1.86 0.0 0.0 0.0146-0.0327j 0.0261-0.019j -0.0161+0.0297j -0.0215-0.000946j -0.00827+0.0165j 0.021-0.00957j
π0p 0.0 1.86 -0.174 0.0 0.0248-0.0222j 0.0238-0.0229j -0.00403+0.0301j -0.0119+0.00983j -0.00527+0.0153j 0.0166-0.0113j
π0p 0.0 1.86 -0.342 0.0 0.0326-0.00542j 0.0222-0.0173j 0.0064+0.018j -0.002+0.0218j -0.00212+0.0142j 0.0149-0.0134j
π0p 0.0 1.86 -0.5 0.0 0.0365+0.0114j 0.0216-0.00345j 0.013-0.00359j 0.00474+0.0291j 0.000444+0.0132j 0.0171-0.0163j
π0p 0.0 1.86 -0.643 0.0 0.0357+0.0226j 0.022+0.0144j 0.0145-0.0285j 0.00554+0.0276j 0.00208+0.0124j 0.0237-0.0202j
π0p 0.0 1.86 -0.766 0.0 0.0303+0.0254j 0.0224+0.03j 0.0112-0.0485j -0.00118+0.0162j 0.00279+0.0113j 0.0339-0.0251j
π0p 0.0 1.86 -0.866 0.0 0.0214+0.0205j 0.0215+0.0377j 0.0053-0.0569j -0.0148-0.00246j 0.00274+0.00959j 0.0461-0.0302j
π0p 0.0 1.86 -0.94 0.0 0.0113+0.0114j 0.0176+0.0343j 0.000287-0.0501j -0.0318-0.0228j 0.00214+0.00708j 0.0577-0.0349j
π0p 0.0 1.86 -0.985 0.0 0.00315+0.00326j 0.0101+0.0204j -0.00137-0.0292j -0.0462-0.0384j 0.00118+0.00378j 0.066-0.0381j
π0p 0.0 1.86 -1 0.0 0j 0j 0j -0.0519-0.0442j 0j 0.069-0.0393j
π0p 0.0 1.88 1 0.0 0j -0.0139-0.0635j 0j 0j 0.0184-0.00762j 0j
π0p 0.0 1.88 0.985 0.0 0.0113+0.0317j -0.0108-0.0572j -0.0032-0.00388j 0.0138+0.0244j 0.0175-0.00648j 0.00778+0.00138j
π0p 0.0 1.88 0.94 0.0 0.016+0.0542j -0.003-0.0402j -0.0113-0.0137j 0.0198+0.0419j 0.0145-0.0033j 0.0153+0.00224j
π0p 0.0 1.88 0.866 0.0 0.0126+0.0616j 0.00632-0.0182j -0.0209-0.0249j 0.0153+0.0477j 0.00963+0.00124j 0.0221+0.00222j
π0p 0.0 1.88 0.766 0.0 0.00516+0.0524j 0.0145+0.00171j -0.0291-0.0318j 0.00357+0.0413j 0.00348+0.00623j 0.0277+0.00123j
π0p 0.0 1.88 0.643 0.0 -0.00105+0.0304j 0.0203+0.0135j -0.0343-0.03j -0.00989+0.0261j -0.00262+0.0108j 0.0313-0.000588j
π0p 0.0 1.88 0.5 0.0 -0.0024+0.0033j 0.0241+0.0143j -0.0358-0.0185j -0.0203+0.00857j -0.00729+0.0141j 0.0323-0.00285j
π0p 0.0 1.88 0.342 0.0 0.00163-0.0203j 0.0262+0.00528j -0.0338-0.000294j -0.0253-0.00469j -0.00958+0.0161j 0.0305-0.00519j
π0p 0.0 1.88 0.174 0.0 0.0093-0.0335j 0.0272-0.00866j -0.0282+0.0188j -0.0246-0.00889j -0.00935+0.0166j 0.0266-0.00737j
π0p 0.0 1.88 0.0 0.0 0.018-0.0332j 0.0271-0.0209j -0.0195+0.0317j -0.0194-0.00302j -0.0072+0.0162j 0.0216-0.00935j
π0p 0.0 1.88 -0.174 0.0 0.0252-0.021j 0.0259-0.0257j -0.0086+0.033j -0.0119+0.00996j -0.00412+0.0151j 0.0173-0.0113j
π0p 0.0 1.88 -0.342 0.0 0.0297-0.00233j 0.0239-0.02j 0.00256+0.0209j -0.00416+0.0242j -0.00111+0.0139j 0.0155-0.0137j
π0p 0.0 1.88 -0.5 0.0 0.0309+0.0159j 0.0216-0.0049j 0.0115-0.00181j 0.00135+0.033j 0.00114+0.0128j 0.0175-0.0167j
π0p 0.0 1.88 -0.643 0.0 0.0288+0.0276j 0.0194+0.0147j 0.0161-0.0282j 0.00245+0.0318j 0.00238+0.0117j 0.024-0.0206j
π0p 0.0 1.88 -0.766 0.0 0.0238+0.0299j 0.0177+0.032j 0.0155-0.0499j -0.00239+0.0194j 0.00274+0.0103j 0.0344-0.0251j
π0p 0.0 1.88 -0.866 0.0 0.0167+0.0237j 0.0157+0.0407j 0.0109-0.0592j -0.0131-0.00126j 0.00249+0.00856j 0.0469-0.0297j
π0p 0.0 1.88 -0.94 0.0 0.00878+0.0132j 0.0124+0.0372j 0.00537-0.0524j -0.0272-0.0239j 0.00186+0.0062j 0.0588-0.0338j
π0p 0.0 1.88 -0.985 0.0 0.00245+0.00373j 0.00706+0.0221j 0.00162-0.0306j -0.0394-0.0413j 0.000989+0.00327j 0.0674-0.0366j
π0p 0.0 1.88 -1 0.0 0j 0j 0j -0.0443-0.0478j 0j 0.0706-0.0376j
π0p 0.0 1.9 1 0.0 0j -0.00567-0.0696j 0j 0j 0.0172-0.00527j 0j
π0p 0.0 1.9 0.985 0.0 0.00895+0.0321j -0.00361-0.0628j -0.00247-0.0041j 0.012+0.0249j 0.0163-0.00434j 0.00718+0.000817j
π0p 0.0 1.9 0.94 0.0 0.0119+0.0549j 0.00136-0.0445j -0.00863-0.0145j 0.0167+0.0426j 0.0136-0.00173j 0.0142+0.00129j
π0p 0.0 1.9 0.866 0.0 0.008+0.0622j 0.00691-0.0208j -0.0159-0.0264j 0.0118+0.048j 0.00892+0.00204j 0.0208+0.00118j
π0p 0.0 1.9 0.766 0.0 0.00165+0.0526j 0.0115+0.000702j -0.0222-0.0338j 0.001+0.0408j 0.00303+0.00628j 0.0264+0.000401j
π0p 0.0 1.9 0.643 0.0 -0.00198+0.0302j 0.0152+0.0136j -0.0269-0.0322j -0.0104+0.0247j -0.00281+0.0103j 0.0302-0.000974j
π0p 0.0 1.9 0.5 0.0 -0.000258+0.00266j 0.0188+0.0147j -0.0299-0.0204j -0.0185+0.00623j -0.00719+0.0134j 0.0316-0.00275j
π0p 0.0 1.9 0.342 0.0 0.00613-0.0211j 0.0227+0.00529j -0.0309-0.0014j -0.0219-0.00739j -0.00918+0.0154j 0.0303-0.00473j
π0p 0.0 1.9 0.174 0.0 0.0144-0.0339j 0.0264-0.0095j -0.029+0.0187j -0.0211-0.0112j -0.00869+0.0162j 0.0267-0.00677j
π0p 0.0 1.9 0.0 0.0 0.0216-0.0328j 0.0289-0.0227j -0.0233+0.0325j -0.0174-0.00426j -0.00636+0.016j 0.022-0.00889j
π0p 0.0 1.9 -0.174 0.0 0.0257-0.0197j 0.0291-0.0279j -0.0136+0.0344j -0.0125+0.0102j -0.00321+0.0151j 0.0178-0.0112j
π0p 0.0 1.9 -0.342 0.0 0.0265-6.45e-05j 0.0266-0.0221j -0.00153+0.0224j -0.00741+0.0259j -0.000265+0.0138j 0.0159-0.0139j
π0p 0.0 1.9 -0.5 0.0 0.0245+0.0188j 0.0221-0.00633j 0.0103-0.000623j -0.0034+0.0359j 0.00183+0.0124j 0.0179-0.0172j
π0p 0.0 1.9 -0.643 0.0 0.0209+0.0307j 0.0169+0.0144j 0.0185-0.0277j -0.00191+0.0349j 0.00287+0.0108j 0.0244-0.021j
π0p 0.0 1.9 -0.766 0.0 0.0164+0.0326j 0.0123+0.0328j 0.021-0.0499j -0.00439+0.0219j 0.00305+0.00918j 0.0348-0.0251j
π0p 0.0 1.9 -0.866 0.0 0.0112+0.0256j 0.00901+0.0421j 0.0179-0.0597j -0.0115+8.6e-05j 0.00266+0.00729j 0.0475-0.0293j
π0p 0.0 1.9 -0.94 0.0 0.00588+0.0141j 0.00638+0.0387j 0.0117-0.053j -0.0217-0.0239j 0.00195+0.0051j 0.0596-0.0328j
π0p 0.0 1.9 -0.985 0.0 0.00166+0.00399j 0.00348+0.023j 0.00532-0.0311j -0.0311-0.0424j 0.00103+0.00264j 0.0685-0.0351j
π0p 0.0 1.9 -1 0.0 0j 0j 0j -0.035-0.0493j 0j 0.0717-0.036j
π0p 0.0 1.92 1 0.0 0j 0.00398-0.0729j 0j 0j 0.0155-0.00312j 0j
π0p 0.0 1.92 0.985 0.0 0.0065+0.0313j 0.00492-0.0659j -0.00174-0.00409j 0.00997+0.0245j 0.0148-0.00239j 0.00683+0.000244j
π0p 0.0 1.92 0.94 0.0 0.00753+0.0536j 0.00685-0.0473j -0.00594-0.0145j 0.013+0.0417j 0.0124-0.00033j 0.0136+0.000322j
π0p 0.0 1.92 0.866 0.0 0.00303+0.0606j 0.00832-0.0231j -0.0107-0.0264j 0.00767+0.0468j 0.00819+0.00271j 0.02+0.000122j
π0p 0.0 1.92 0.766 0.0 -0.00223+0.0511j 0.00909-0.00103j -0.0151-0.0338j -0.00222+0.0393j 0.00272+0.00623j 0.0254-0.00043j
π0p 0.0 1.92 0.643 0.0 -0.00326+0.0291j 0.0104+0.0123j -0.0194-0.0323j -0.0115+0.0229j -0.00277+0.00969j 0.0293-0.00135j
π0p 0.0 1.92 0.5 0.0 0.0016+0.00227j 0.0138+0.0137j -0.0239-0.0207j -0.0171+0.00449j -0.00688+0.0126j 0.0309-0.00261j
π0p 0.0 1.92 0.342 0.0 0.0104-0.0207j 0.0195+0.00438j -0.028-0.00193j -0.0188-0.00892j -0.0087+0.0147j 0.0298-0.00418j
π0p 0.0 1.92 0.174 0.0 0.0194-0.0329j 0.0262-0.0105j -0.0297+0.018j -0.0179-0.0123j -0.0081+0.0157j 0.0265-0.00607j
π0p 0.0 1.92 0.0 0.0 0.0251-0.0315j 0.0315-0.0238j -0.027+0.0319j -0.0159-0.00474j -0.00572+0.0158j 0.0221-0.0083j
π0p 0.0 1.92 -0.174 0.0 0.0261-0.0182j 0.0332-0.0292j -0.0186+0.034j -0.0137+0.0104j -0.00256+0.015j 0.018-0.0109j
π0p 0.0 1.92 -0.342 0.0 0.0231+0.00138j 0.0302-0.0234j -0.00552+0.0225j -0.0114+0.0268j 0.000394+0.0136j 0.0163-0.014j
π0p 0.0 1.92 -0.5 0.0 0.018+0.02j 0.0233-0.00749j 0.00914-2.15e-05j -0.00901+0.0372j 0.00249+0.0119j 0.0184-0.0175j
π0p 0.0 1.92 -0.643 0.0 0.0129+0.0315j 0.0147+0.0134j 0.0211-0.0266j -0.00706+0.0365j 0.00354+0.01j 0.0249-0.0213j
π0p 0.0 1.92 -0.766 0.0 0.00877+0.0331j 0.00717+0.032j 0.0268-0.0486j -0.00698+0.0235j 0.00371+0.00802j 0.0353-0.0252j
π0p 0.0 1.92 -0.866 0.0 0.0056+0.0259j 0.00231+0.0416j 0.0252-0.0583j -0.0101+0.00152j 0.00328+0.00602j 0.0479-0.0289j
π0p 0.0 1.92 -0.94 0.0 0.00294+0.0143j 0.000222+0.0384j 0.0182-0.0519j -0.0162-0.0227j 0.00245+0.00401j 0.0601-0.0318j
π0p 0.0 1.92 -0.985 0.0 0.000838+0.00403j -0.000172+0.0229j 0.00914-0.0304j -0.0226-0.0414j 0.00132+0.00201j 0.069-0.0338j
π0p 0.0 1.92 -1 0.0 0j 0j 0j -0.0254-0.0484j 0j 0.0722-0.0345j
π0p 0.0 1.94 1 0.0 0j 0.0143-0.0729j 0j 0j 0.0136-0.00125j 0j
π0p 0.0 1.94 0.985 0.0 0.0043+0.0294j 0.0141-0.0662j -0.00106-0.00387j 0.00802+0.0231j 0.013-0.000695j 0.00664-0.000272j