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
0.6 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 0.6 1.94 0.94 0.172 9.31e-05+0.0142j -0.0531-0.0163j -0.00294-0.00356j -0.0204+0.0163j 0.0164-0.00492j 0.00667+0.000236j
π0p 0.6 1.94 0.866 0.172 -0.00357+0.0157j -0.0424-0.0104j -0.00517-0.00633j -0.0339+0.0193j 0.0127-0.00322j 0.00891+0.000595j
π0p 0.6 1.94 0.766 0.172 -0.00691+0.0126j -0.0297-0.00526j -0.00723-0.00779j -0.0462+0.018j 0.00809-0.00118j 0.01+0.00114j
π0p 0.6 1.94 0.643 0.172 -0.0076+0.00591j -0.0154-0.00241j -0.00941-0.00674j -0.0538+0.0135j 0.00346+0.000931j 0.00989+0.00183j
π0p 0.6 1.94 0.5 0.172 -0.00514-0.00211j -8.6e-05-0.00256j -0.012-0.00297j -0.0552+0.00767j -0.000401+0.00283j 0.00854+0.00254j
π0p 0.6 1.94 0.342 0.172 -0.000781-0.00898j 0.0152-0.00521j -0.0148+0.00267j -0.0508+0.00275j -0.0029+0.00429j 0.00619+0.00312j
π0p 0.6 1.94 0.174 0.172 0.00355-0.0127j 0.0287-0.00881j -0.0167+0.00842j -0.042+0.000358j -0.00383+0.00515j 0.00329+0.0034j
π0p 0.6 1.94 0.0 0.172 0.00628-0.0125j 0.0388-0.0114j -0.0167+0.0123j -0.0306+0.001j -0.00337+0.00537j 0.000473+0.00321j
π0p 0.6 1.94 -0.174 0.172 0.00686-0.0088j 0.0441-0.0113j -0.0141+0.0126j -0.0179+0.00396j -0.00195+0.00499j -0.00155+0.00247j
π0p 0.6 1.94 -0.342 0.172 0.00576-0.00311j 0.0443-0.00789j -0.00939+0.00906j -0.00486+0.00754j -9.31e-05+0.00416j -0.00211+0.00118j
π0p 0.6 1.94 -0.5 0.172 0.00403+0.00251j 0.04-0.00167j -0.00396+0.00234j 0.00757+0.00984j 0.00168+0.00307j -0.000795-0.000609j
π0p 0.6 1.94 -0.643 0.172 0.00263+0.00634j 0.033+0.00562j 0.000193-0.00555j 0.0183+0.00939j 0.00299+0.00195j 0.00242-0.00272j
π0p 0.6 1.94 -0.766 0.172 0.00193+0.00747j 0.0253+0.0117j 0.00158-0.0122j 0.0258+0.00577j 0.00368+0.000982j 0.00715-0.00494j
π0p 0.6 1.94 -0.866 0.172 0.0016+0.00613j 0.0181+0.0146j 0.000236-0.0153j 0.0288-0.000193j 0.00363+0.000308j 0.0126-0.00701j
π0p 0.6 1.94 -0.94 0.172 0.0011+0.00346j 0.0119+0.0132j -0.00185-0.0139j 0.0272-0.00673j 0.00292-4.3e-05j 0.0177-0.00871j
π0p 0.6 1.94 -0.985 0.172 0.000373+0.000989j 0.00601+0.0078j -0.00211-0.0082j 0.0235-0.0118j 0.00163-0.0001j 0.0214-0.00982j
π0p 0.6 1.94 -1 0.172 0j 0j 0j 0.0216-0.0137j 0j 0.0227-0.0102j
π0p 0.6 1.96 1 0.168 0j -0.0599-0.0221j 0j 0j 0.0192-0.00579j 0j
π0p 0.6 1.96 0.985 0.168 0.00108+0.00747j -0.0574-0.0205j -0.000752-0.000888j -0.00931+0.00847j 0.0185-0.00545j 0.00358-3.58e-05j
π0p 0.6 1.96 0.94 0.168 -0.000559+0.0127j -0.0506-0.0163j -0.00244-0.00312j -0.0213+0.0148j 0.0163-0.00448j 0.00665+6.45e-05j
π0p 0.6 1.96 0.866 0.168 -0.00446+0.014j -0.0408-0.0109j -0.00421-0.00555j -0.0353+0.0175j 0.0128-0.00298j 0.00883+0.000401j
π0p 0.6 1.96 0.766 0.168 -0.00776+0.0113j -0.0289-0.00607j -0.00586-0.00679j -0.0476+0.0163j 0.0083-0.00115j 0.00989+0.000982j
π0p 0.6 1.96 0.643 0.168 -0.00809+0.00537j -0.0152-0.00335j -0.00796-0.00581j -0.0551+0.0121j 0.00375+0.000781j 0.00971+0.00173j
π0p 0.6 1.96 0.5 0.168 -0.00513-0.00176j 9.31e-05-0.00337j -0.0109-0.00243j -0.0562+0.00684j -9.31e-05+0.00258j 0.00833+0.00252j
π0p 0.6 1.96 0.342 0.168 -0.000373-0.00789j 0.0158-0.00565j -0.0143+0.00259j -0.0515+0.00241j -0.00262+0.00401j 0.00596+0.00315j
π0p 0.6 1.96 0.174 0.168 0.00403-0.0112j 0.0302-0.00879j -0.017+0.0077j -0.0429+0.000315j -0.0036+0.00491j 0.00308+0.00343j
π0p 0.6 1.96 0.0 0.168 0.00642-0.0111j 0.0411-0.011j -0.0177+0.0111j -0.0319+0.00104j -0.0032+0.00519j 0.000315+0.0032j
π0p 0.6 1.96 -0.174 0.168 0.00635-0.00779j 0.0468-0.0108j -0.0154+0.0114j -0.0198+0.00388j -0.00181+0.00486j -0.00164+0.00241j
π0p 0.6 1.96 -0.342 0.168 0.0045-0.00274j 0.0469-0.0075j -0.0105+0.00811j -0.00733+0.00734j 3.58e-05+0.00406j -0.00214+0.00105j
π0p 0.6 1.96 -0.5 0.168 0.00218+0.00224j 0.042-0.0017j -0.00449+0.00208j 0.00491+0.00961j 0.00183+0.00296j -0.000795-0.000745j
π0p 0.6 1.96 -0.643 0.168 0.000566+0.00564j 0.0341+0.00506j 0.000444-0.00499j 0.016+0.00936j 0.0032+0.00181j 0.00242-0.00282j
π0p 0.6 1.96 -0.766 0.168 7.16e-05+0.00664j 0.0255+0.0107j 0.00251-0.0109j 0.0244+0.00623j 0.00391+0.000802j 0.00714-0.00493j
π0p 0.6 1.96 -0.866 0.168 0.000272+0.00545j 0.0177+0.0134j 0.0015-0.0137j 0.0286+0.000917j 0.00389+0.000115j 0.0126-0.00686j
π0p 0.6 1.96 -0.94 0.168 0.000416+0.00307j 0.0112+0.0121j -0.000709-0.0124j 0.0281-0.00495j 0.00314-0.000208j 0.0176-0.00841j
π0p 0.6 1.96 -0.985 0.168 0.000193+0.000881j 0.00557+0.00714j -0.00145-0.00733j 0.0252-0.00949j 0.00176-0.000201j 0.0213-0.00941j
π0p 0.6 1.96 -1 0.168 0j 0j 0j 0.0236-0.0112j 0j 0.0226-0.00976j
π0p 0.6 1.98 1 0.165 0j -0.0571-0.0204j 0j 0j 0.0189-0.00519j 0j
π0p 0.6 1.98 0.985 0.165 0.00103+0.00651j -0.0548-0.019j -0.000673-0.000752j -0.00957+0.00746j 0.0183-0.0049j 0.00359-0.000122j
π0p 0.6 1.98 0.94 0.165 -0.000795+0.011j -0.0484-0.0153j -0.00214-0.00262j -0.022+0.013j 0.0162-0.00404j 0.00666-7.88e-05j
π0p 0.6 1.98 0.866 0.165 -0.00492+0.0122j -0.0393-0.0104j -0.00355-0.00464j -0.0363+0.0153j 0.0128-0.00272j 0.00882+0.000222j
π0p 0.6 1.98 0.766 0.165 -0.00832+0.00987j -0.0281-0.00616j -0.00492-0.00563j -0.0489+0.0142j 0.00849-0.00106j 0.00982+0.000817j
π0p 0.6 1.98 0.643 0.165 -0.00852+0.00474j -0.0148-0.0037j -0.00691-0.00471j -0.0563+0.0105j 0.00402+0.000731j 0.00957+0.00162j
π0p 0.6 1.98 0.5 0.165 -0.00531-0.00146j 0.000487-0.00364j -0.01-0.00174j -0.0572+0.00579j 0.000201+0.00244j 0.00812+0.00245j
π0p 0.6 1.98 0.342 0.165 -0.000344-0.00681j 0.0166-0.00555j -0.0139+0.00261j -0.0525+0.00184j -0.00235+0.00383j 0.00573+0.00311j
π0p 0.6 1.98 0.174 0.165 0.00406-0.00977j 0.0316-0.00818j -0.0172+0.00699j -0.0439-7.16e-06j -0.0034+0.00474j 0.00287+0.00339j
π0p 0.6 1.98 0.0 0.165 0.0062-0.00968j 0.0431-0.00997j -0.0183+0.00984j -0.0332+0.000652j -0.00306+0.00505j 0.000143+0.00314j
π0p 0.6 1.98 -0.174 0.165 0.00567-0.00687j 0.0492-0.0096j -0.0162+0.00999j -0.0216+0.00324j -0.00171+0.00477j -0.00175+0.00229j
π0p 0.6 1.98 -0.342 0.165 0.00331-0.00254j 0.0492-0.00653j -0.0112+0.00708j -0.00949+0.00638j 0.000129+0.00398j -0.00218+0.000903j
π0p 0.6 1.98 -0.5 0.165 0.000623+0.00177j 0.0439-0.00125j -0.00482+0.00177j 0.00268+0.00852j 0.00196+0.00288j -0.000788-0.000917j
π0p 0.6 1.98 -0.643 0.165 -0.00109+0.00472j 0.0354+0.00481j 0.000645-0.00442j 0.0141+0.00844j 0.00339+0.0017j 0.00244-0.00295j
π0p 0.6 1.98 -0.766 0.165 -0.00137+0.00562j 0.026+0.00984j 0.00315-0.00956j 0.0233+0.0058j 0.00417+0.000673j 0.00713-0.00499j
π0p 0.6 1.98 -0.866 0.165 -0.000724+0.00464j 0.0176+0.0122j 0.00234-0.012j 0.0284+0.00124j 0.00417-2.15e-05j 0.0125-0.00683j
π0p 0.6 1.98 -0.94 0.165 -9.31e-05+0.00262j 0.011+0.011j 2.87e-05-0.0108j 0.0289-0.00385j 0.00338-0.000315j 0.0176-0.00828j
π0p 0.6 1.98 -0.985 0.165 5.73e-05+0.000752j 0.00534+0.00647j -0.00105-0.00641j 0.0266-0.0078j 0.00191-0.000265j 0.0212-0.00919j
π0p 0.6 1.98 -1 0.165 0j 0j 0j 0.0252-0.00928j 0j 0.0225-0.00951j
π0p 0.6 2 1 0.161 0j -0.0554-0.018j 0j 0j 0.0185-0.00468j 0j
π0p 0.6 2 0.985 0.161 0.0012+0.00557j -0.0531-0.0168j -0.000638-0.000609j -0.00963+0.00642j 0.0179-0.00441j 0.00363-0.000186j
π0p 0.6 2 0.94 0.161 -0.000666+0.00944j -0.0471-0.0136j -0.00198-0.00214j -0.0223+0.0112j 0.016-0.00365j 0.00671-0.000201j
π0p 0.6 2 0.866 0.161 -0.00501+0.0105j -0.0384-0.00945j -0.00319-0.00375j -0.037+0.0131j 0.0128-0.00244j 0.00884+7.88e-05j
π0p 0.6 2 0.766 0.161 -0.0086+0.00847j -0.0277-0.00574j -0.00433-0.00448j -0.0498+0.0121j 0.00861-0.000917j 0.00979+0.000673j
π0p 0.6 2 0.643 0.161 -0.00888+0.00409j -0.0146-0.0036j -0.00623-0.00362j -0.0573+0.00878j 0.00423+0.000752j 0.00946+0.00149j
π0p 0.6 2 0.5 0.161 -0.00563-0.00122j 0.000759-0.00348j -0.00943-0.00104j -0.0582+0.00461j 0.000437+0.00236j 0.00795+0.00234j
π0p 0.6 2 0.342 0.161 -0.000631-0.00583j 0.0172-0.00503j -0.0135+0.00265j -0.0535+0.0011j -0.00215+0.00372j 0.00553+0.00302j
π0p 0.6 2 0.174 0.161 0.00372-0.00841j 0.0327-0.00717j -0.0172+0.00633j -0.045-0.000566j -0.00325+0.00461j 0.00267+0.0033j
π0p 0.6 2 0.0 0.161 0.00567-0.0084j 0.0447-0.00855j -0.0186+0.00866j -0.0345-2.15e-05j -0.00297+0.00494j -1.43e-05+0.00302j
π0p 0.6 2 -0.174 0.161 0.00485-0.00608j 0.0511-0.00805j -0.0167+0.00867j -0.023+0.00223j -0.00166+0.00468j -0.00183+0.00215j
π0p 0.6 2 -0.342 0.161 0.0022-0.00244j 0.0511-0.00522j -0.0117+0.00607j -0.0111+0.00501j 0.000179+0.0039j -0.00219+0.000731j
π0p 0.6 2 -0.5 0.161 -0.000673+0.00122j 0.0456-0.000509j -0.00501+0.00144j 0.00115+0.00694j 0.00206+0.00281j -0.000745-0.00109j
π0p 0.6 2 -0.643 0.161 -0.00238+0.00375j 0.0365+0.00483j 0.000767-0.0039j 0.013+0.007j 0.00355+0.00162j 0.00251-0.0031j
π0p 0.6 2 -0.766 0.161 -0.00244+0.00458j 0.0266+0.00919j 0.00353-0.0083j 0.0228+0.00485j 0.0044+0.000588j 0.00718-0.0051j
π0p 0.6 2 -0.866 0.161 -0.00145+0.0038j 0.0179+0.0111j 0.00281-0.0104j 0.0287+0.00103j 0.00444-0.000107j 0.0125-0.00687j
π0p 0.6 2 -0.94 0.161 -0.000444+0.00216j 0.011+0.00994j 0.000408-0.00936j 0.0299-0.00327j 0.00363-0.000394j 0.0176-0.00825j
π0p 0.6 2 -0.985 0.161 -3.58e-05+0.000616j 0.00529+0.00584j -0.000845-0.00552j 0.0281-0.00661j 0.00205-0.000301j 0.0212-0.00911j
π0p 0.6 2 -1 0.161 0j 0j 0j 0.0268-0.00787j 0j 0.0225-0.00941j