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
0.1 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 0.1 1.94 0.94 0.0335 0.000272+0.0409j -0.0117-0.0361j -0.00348-0.011j -0.00134+0.0333j 0.0204-0.00297j 0.013-7.88e-05j
π0p 0.1 1.94 0.866 0.0335 -0.00527+0.046j -0.01-0.0173j -0.00604-0.0199j -0.0104+0.0374j 0.0153-0.00043j 0.0186+2.15e-05j
π0p 0.1 1.94 0.766 0.0335 -0.00967+0.0384j -0.00789-0.000222j -0.0086-0.0253j -0.021+0.0314j 0.00883+0.00262j 0.0229+0.000208j
π0p 0.1 1.94 0.643 0.0335 -0.00879+0.0211j -0.00373+0.00999j -0.0121-0.0239j -0.0286+0.0183j 0.00213+0.00579j 0.0253+0.000394j
π0p 0.1 1.94 0.5 0.0335 -0.00199+7.88e-05j 0.00384+0.0109j -0.017-0.0147j -0.031+0.00345j -0.00335+0.00864j 0.0255+0.000423j
π0p 0.1 1.94 0.342 0.0335 0.00795-0.0179j 0.0146+0.00343j -0.0227-2.15e-05j -0.029-0.00756j -0.00663+0.0108j 0.0233+0.000115j
π0p 0.1 1.94 0.174 0.0335 0.0169-0.0275j 0.0263-0.00825j -0.0267+0.0154j -0.0246-0.0107j -0.00748+0.0121j 0.0193-0.000709j
π0p 0.1 1.94 0.0 0.0335 0.0215-0.0264j 0.0358-0.0186j -0.0264+0.0261j -0.0198-0.00528j -0.00633+0.0125j 0.0145-0.00219j
π0p 0.1 1.94 -0.174 0.0335 0.0208-0.016j 0.0401-0.0226j -0.0199+0.0275j -0.015+0.0062j -0.004+0.0118j 0.0102-0.00437j
π0p 0.1 1.94 -0.342 0.0335 0.0161-0.000724j 0.038-0.0178j -0.00784+0.0183j -0.0101+0.0187j -0.0014+0.0104j 0.0082-0.00723j
π0p 0.1 1.94 -0.5 0.0335 0.00999+0.0139j 0.0302-0.00502j 0.00677+0.000652j -0.00427+0.0265j 0.000795+0.00855j 0.00954-0.0106j
π0p 0.1 1.94 -0.643 0.0335 0.00489+0.0232j 0.0197+0.0116j 0.0195-0.0202j 0.00209+0.0258j 0.00226+0.00651j 0.0148-0.0143j
π0p 0.1 1.94 -0.766 0.0335 0.00196+0.0248j 0.00971+0.0263j 0.0263-0.0374j 0.00758+0.0154j 0.00295+0.00456j 0.0233-0.0179j
π0p 0.1 1.94 -0.866 0.0335 0.00086+0.0195j 0.00281+0.0338j 0.0256-0.045j 0.0103-0.00194j 0.00297+0.00292j 0.0338-0.0212j
π0p 0.1 1.94 -0.94 0.0335 0.000494+0.0108j -0.000351+0.031j 0.0189-0.0401j 0.00938-0.021j 0.00241+0.00166j 0.044-0.0238j
π0p 0.1 1.94 -0.985 0.0335 0.000179+0.00305j -0.000788+0.0185j 0.00965-0.0235j 0.00661-0.0358j 0.00137+0.000731j 0.0514-0.0255j
π0p 0.1 1.94 -1 0.0335 0j 0j 0j 0.00512-0.0413j 0j 0.0542-0.0261j
π0p 0.1 1.96 1 0.0327 0j -0.00653-0.0537j 0j 0j 0.0226-0.00378j 0j
π0p 0.1 1.96 0.985 0.0327 0.00104+0.0218j -0.00648-0.0487j -0.000631-0.00279j 0.000745+0.0178j 0.0219-0.00332j 0.00666-0.000401j
π0p 0.1 1.96 0.94 0.0327 -0.00202+0.0371j -0.00682-0.0352j -0.00188-0.00989j -0.00375+0.0302j 0.0193-0.00198j 0.0129-0.000631j
π0p 0.1 1.96 0.866 0.0327 -0.00808+0.0418j -0.00785-0.0177j -0.00292-0.0179j -0.0134+0.0338j 0.0148+8.6e-05j 0.0184-0.000595j
π0p 0.1 1.96 0.766 0.0327 -0.0121+0.0349j -0.00833-0.00181j -0.00423-0.0228j -0.0237+0.0281j 0.00879+0.00267j 0.0225-0.000294j
π0p 0.1 1.96 0.643 0.0327 -0.00984+0.0193j -0.00579+0.00781j -0.00734-0.0214j -0.0302+0.016j 0.00244+0.00545j 0.0248+0.000129j
π0p 0.1 1.96 0.5 0.0327 -0.0013+0.000186j 0.0016+0.00881j -0.0131-0.0131j -0.0311+0.00232j -0.00286+0.00811j 0.0249+0.000437j
π0p 0.1 1.96 0.342 0.0327 0.00999-0.0161j 0.0135+0.00212j -0.0206+0.000272j -0.0281-0.00769j -0.00613+0.0103j 0.0227+0.000351j
π0p 0.1 1.96 0.174 0.0327 0.0193-0.0248j 0.0273-0.00849j -0.0269+0.0143j -0.0238-0.0104j -0.00706+0.0117j 0.0188-0.00038j
π0p 0.1 1.96 0.0 0.0327 0.023-0.0237j 0.0387-0.0179j -0.0284+0.0239j -0.02-0.00512j -0.00601+0.0121j 0.0142-0.00191j
π0p 0.1 1.96 -0.174 0.0327 0.0204-0.0143j 0.044-0.0215j -0.0227+0.0251j -0.017+0.00576j -0.00375+0.0116j 0.0102-0.00425j
π0p 0.1 1.96 -0.342 0.0327 0.0134-0.000444j 0.0415-0.0169j -0.0101+0.0166j -0.0138+0.0175j -0.00112+0.0102j 0.00842-0.00729j
π0p 0.1 1.96 -0.5 0.0327 0.00547+0.0128j 0.0322-0.005j 0.00628+0.000437j -0.00886+0.025j 0.0012+0.0082j 0.00989-0.0108j
π0p 0.1 1.96 -0.643 0.0327 -0.000444+0.0212j 0.0194+0.0104j 0.0212-0.0185j -0.00198+0.0245j 0.00284+0.006j 0.0151-0.0145j
π0p 0.1 1.96 -0.766 0.0327 -0.00296+0.0226j 0.00727+0.0241j 0.0299-0.0342j 0.00542+0.0151j 0.00369+0.00392j 0.0236-0.018j
π0p 0.1 1.96 -0.866 0.0327 -0.0027+0.0178j -0.000831+0.0311j 0.03-0.0412j 0.0109-0.000838j 0.00378+0.00224j 0.0339-0.021j
π0p 0.1 1.96 -0.94 0.0327 -0.00137+0.00982j -0.00385+0.0286j 0.0229-0.0366j 0.0129-0.0184j 0.00312+0.00107j 0.044-0.0233j
π0p 0.1 1.96 -0.985 0.0327 -0.00033+0.00278j -0.0029+0.017j 0.0119-0.0215j 0.0121-0.032j 0.00178+0.000401j 0.0514-0.0248j
π0p 0.1 1.96 -1 0.0327 0j 0j 0j 0.0114-0.0371j 0j 0.0541-0.0253j
π0p 0.1 1.98 1 0.0318 0j -0.000459-0.0496j 0j 0j 0.0209-0.00259j 0j
π0p 0.1 1.98 0.985 0.0318 0.000523+0.0193j -0.000953-0.0451j -0.00033-0.00244j 2.15e-05+0.0156j 0.0203-0.00222j 0.00669-0.000652j
π0p 0.1 1.98 0.94 0.0318 -0.00317+0.0329j -0.00277-0.033j -0.000738-0.0086j -0.00527+0.0265j 0.0182-0.00115j 0.0129-0.00106j
π0p 0.1 1.98 0.866 0.0318 -0.00972+0.037j -0.00588-0.0173j -0.000638-0.0156j -0.0155+0.0295j 0.0142+0.000566j 0.0183-0.00107j
π0p 0.1 1.98 0.766 0.0318 -0.0136+0.031j -0.00835-0.00289j -0.00096-0.0197j -0.0258+0.0243j 0.00872+0.00278j 0.0223-0.000709j
π0p 0.1 1.98 0.643 0.0318 -0.0107+0.0172j -0.00709+0.00586j -0.0037-0.0184j -0.0316+0.0134j 0.00273+0.00527j 0.0244-0.000122j
π0p 0.1 1.98 0.5 0.0318 -0.00106+0.00033j 0.00015+0.00691j -0.01-0.011j -0.0317+0.00123j -0.0024+0.00774j 0.0243+0.000387j
π0p 0.1 1.98 0.342 0.0318 0.0111-0.0141j 0.013+0.0011j -0.0188+0.000774j -0.028-0.00765j -0.00567+0.00985j 0.0221+0.000466j
π0p 0.1 1.98 0.174 0.0318 0.0205-0.0218j 0.0283-0.00823j -0.0267+0.013j -0.0236-0.00995j -0.00671+0.0113j 0.0183-0.000179j
π0p 0.1 1.98 0.0 0.0318 0.0235-0.021j 0.0412-0.0165j -0.0295+0.0213j -0.0206-0.00504j -0.00579+0.0118j 0.0139-0.00173j
π0p 0.1 1.98 -0.174 0.0318 0.0195-0.0127j 0.0473-0.0195j -0.0244+0.0222j -0.019+0.00489j -0.0036+0.0113j 0.0102-0.00417j
π0p 0.1 1.98 -0.342 0.0318 0.0109-0.000502j 0.0446-0.0152j -0.0113+0.0145j -0.0169+0.0156j -0.000931+0.00991j 0.00859-0.00734j
π0p 0.1 1.98 -0.5 0.0318 0.0017+0.0112j 0.034-0.00448j 0.00623+5.02e-05j -0.0125+0.0225j 0.00153+0.00786j 0.0102-0.0109j
π0p 0.1 1.98 -0.643 0.0318 -0.00471+0.0186j 0.0194+0.00941j 0.0227-0.0168j -0.00508+0.0222j 0.0034+0.00555j 0.0155-0.0146j
π0p 0.1 1.98 -0.766 0.0318 -0.0068+0.0198j 0.00564+0.0217j 0.0327-0.0307j 0.00393+0.0139j 0.00445+0.0034j 0.0239-0.018j
π0p 0.1 1.98 -0.866 0.0318 -0.00543+0.0156j -0.00342+0.0279j 0.0334-0.0368j 0.0117-0.000258j 0.00461+0.00171j 0.0341-0.0209j
π0p 0.1 1.98 -0.94 0.0318 -0.00277+0.00863j -0.00638+0.0257j 0.0257-0.0327j 0.0158-0.0159j 0.00385+0.000645j 0.044-0.0231j
π0p 0.1 1.98 -0.985 0.0318 -0.000716+0.00244j -0.00444+0.0153j 0.0136-0.0192j 0.0166-0.028j 0.00221+0.00015j 0.0513-0.0244j
π0p 0.1 1.98 -1 0.0318 0j 0j 0j 0.0164-0.0326j 0j 0.054-0.0249j
π0p 0.1 2 1 0.0311 0j 0.00377-0.0446j 0j 0j 0.019-0.00167j 0j
π0p 0.1 2 0.985 0.0311 0.000638+0.0168j 0.00293-0.0406j -0.00015-0.00206j -0.000158+0.0134j 0.0186-0.00137j 0.00676-0.000831j
π0p 0.1 2 0.94 0.0311 -0.00328+0.0286j 0.000115-0.03j -2.15e-05-0.00728j -0.00588+0.0227j 0.017-0.000473j 0.013-0.00137j
π0p 0.1 2 0.866 0.0311 -0.0103+0.0323j -0.00441-0.0162j 0.000867-0.0131j -0.0167+0.0252j 0.0136+0.000982j 0.0183-0.00143j
π0p 0.1 2 0.766 0.0311 -0.0144+0.0271j -0.00831-0.0035j 0.00129-0.0166j -0.0273+0.0205j 0.00856+0.00292j 0.0221-0.00102j
π0p 0.1 2 0.643 0.0311 -0.0113+0.0151j -0.00797+0.00428j -0.00108-0.0153j -0.0328+0.0108j 0.00292+0.00517j 0.024-0.00033j
π0p 0.1 2 0.5 0.0311 -0.00118+0.000437j -0.00086+0.00534j -0.00763-0.0088j -0.0324+0.000115j -0.00203+0.00748j 0.0238+0.000308j
π0p 0.1 2 0.342 0.0311 0.0114-0.0121j 0.0127+0.000416j -0.0172+0.00133j -0.0283-0.00762j -0.00531+0.00951j 0.0216+0.000509j
π0p 0.1 2 0.174 0.0311 0.0208-0.0189j 0.0291-0.00757j -0.0261+0.0118j -0.024-0.00954j -0.00646+0.0109j 0.0178-7.16e-05j
π0p 0.1 2 0.0 0.0311 0.0232-0.0183j 0.0431-0.0146j -0.0298+0.0188j -0.0215-0.00509j -0.00567+0.0115j 0.0136-0.00162j
π0p 0.1 2 -0.174 0.0311 0.0183-0.0113j 0.0499-0.017j -0.0251+0.0192j -0.0206+0.00375j -0.00354+0.011j 0.0101-0.00412j
π0p 0.1 2 -0.342 0.0311 0.00864-0.000759j 0.047-0.0132j -0.0119+0.0123j -0.0193+0.0133j -0.000831+0.00957j 0.00876-0.00737j
π0p 0.1 2 -0.5 0.0311 -0.00138+0.00934j 0.0356-0.00362j 0.00649-0.00043j -0.0151+0.0195j 0.0018+0.00749j 0.0106-0.011j
π0p 0.1 2 -0.643 0.0311 -0.00798+0.0158j 0.0197+0.00863j 0.024-0.0152j -0.00706+0.0194j 0.00388+0.00514j 0.0159-0.0147j
π0p 0.1 2 -0.766 0.0311 -0.00965+0.0169j 0.00471+0.0194j 0.0347-0.0272j 0.00327+0.0123j 0.00515+0.00296j 0.0243-0.0181j
π0p 0.1 2 -0.866 0.0311 -0.0074+0.0133j -0.00505+0.0248j 0.0356-0.0325j 0.0127-4.3e-05j 0.00542+0.00129j 0.0344-0.0209j
π0p 0.1 2 -0.94 0.0311 -0.00377+0.00739j -0.00802+0.0228j 0.0276-0.0288j 0.0184-0.0137j 0.00458+0.000315j 0.0442-0.023j
π0p 0.1 2 -0.985 0.0311 -0.000982+0.00209j -0.00543+0.0135j 0.0146-0.0169j 0.0203-0.0243j 0.00264-2.87e-05j 0.0514-0.0243j
π0p 0.1 2 -1 0.0311 0j 0j 0j 0.0205-0.0282j 0j 0.054-0.0247j