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
0.4 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 0.4 1.94 0.94 0.122 -0.00091+0.0218j -0.047-0.0202j -0.00323-0.00561j -0.0172+0.0214j 0.0211-0.00555j 0.00922+0.000272j
π0p 0.4 1.94 0.866 0.122 -0.00545+0.0243j -0.0382-0.0108j -0.00568-0.0101j -0.0304+0.0247j 0.0163-0.0034j 0.0126+0.000666j
π0p 0.4 1.94 0.766 0.122 -0.00923+0.0198j -0.0275-0.00229j -0.008-0.0126j -0.0427+0.0221j 0.0104-0.000831j 0.0145+0.00128j
π0p 0.4 1.94 0.643 0.122 -0.00934+0.00997j -0.0151+0.00255j -0.0107-0.0114j -0.0505+0.015j 0.0043+0.00183j 0.0149+0.00202j
π0p 0.4 1.94 0.5 0.122 -0.00532-0.0019j -0.000888+0.00257j -0.014-0.00599j -0.052+0.00642j -0.000788+0.00422j 0.0136+0.00277j
π0p 0.4 1.94 0.342 0.122 0.00106-0.0121j 0.0141-0.00155j -0.0176+0.00225j -0.0477-0.000459j -0.00412+0.00605j 0.0108+0.00332j
π0p 0.4 1.94 0.174 0.122 0.00714-0.0176j 0.0281-0.00756j -0.02+0.0107j -0.0393-0.00334j -0.00545+0.00714j 0.00712+0.00347j
π0p 0.4 1.94 0.0 0.122 0.0108-0.0173j 0.0388-0.0124j -0.0197+0.0165j -0.0286-0.00159j -0.00499+0.00741j 0.00327+0.00305j
π0p 0.4 1.94 -0.174 0.122 0.0113-0.0117j 0.0444-0.0136j -0.0158+0.017j -0.017+0.00352j -0.00333+0.00691j 0.000287+0.00195j
π0p 0.4 1.94 -0.342 0.122 0.00933-0.00319j 0.0442-0.0098j -0.00872+0.0117j -0.00497+0.00939j -0.00117+0.00583j -0.000903+0.000172j
π0p 0.4 1.94 -0.5 0.122 0.00638+0.0051j 0.0391-0.00176j -0.000451+0.00176j 0.00679+0.013j 0.00091+0.00442j 0.000351-0.00219j
π0p 0.4 1.94 -0.643 0.122 0.00385+0.0106j 0.031+0.00812j 0.00628-0.00992j 0.0174+0.0123j 0.00247+0.00295j 0.00418-0.00493j
π0p 0.4 1.94 -0.766 0.122 0.00238+0.012j 0.0224+0.0166j 0.00926-0.0196j 0.0252+0.00657j 0.00332+0.00166j 0.0101-0.00778j
π0p 0.4 1.94 -0.866 0.122 0.00167+0.00972j 0.015+0.0207j 0.00806-0.024j 0.0288-0.00279j 0.00341+0.000716j 0.0172-0.0104j
π0p 0.4 1.94 -0.94 0.122 0.00106+0.00544j 0.00924+0.0187j 0.00456-0.0216j 0.0279-0.013j 0.00279+0.000179j 0.0239-0.0126j
π0p 0.4 1.94 -0.985 0.122 0.000351+0.00155j 0.00449+0.0111j 0.00152-0.0127j 0.0248-0.0209j 0.00158-7.16e-06j 0.0287-0.014j
π0p 0.4 1.94 -1 0.122 0j 0j 0j 0.0231-0.0238j 0j 0.0305-0.0145j
π0p 0.4 1.96 1 0.119 0j -0.051-0.0294j 0j 0j 0.0245-0.00652j 0j
π0p 0.4 1.96 0.985 0.119 0.00048+0.0116j -0.049-0.0269j -0.000752-0.00142j -0.00762+0.0112j 0.0236-0.0061j 0.00487-7.88e-05j
π0p 0.4 1.96 0.94 0.119 -0.00208+0.0197j -0.0438-0.02j -0.00241-0.005j -0.0186+0.0194j 0.0208-0.0049j 0.00918+7.16e-06j
π0p 0.4 1.96 0.866 0.119 -0.00696+0.0219j -0.0364-0.0112j -0.00409-0.00897j -0.0323+0.0223j 0.0163-0.00305j 0.0125+0.000365j
π0p 0.4 1.96 0.766 0.119 -0.0106+0.0179j -0.0272-0.00333j -0.00577-0.0112j -0.0446+0.0198j 0.0105-0.000788j 0.0143+0.00102j
π0p 0.4 1.96 0.643 0.119 -0.01+0.00909j -0.0156+0.00125j -0.00827-0.01j -0.0519+0.0133j 0.00462+0.00162j 0.0146+0.00188j
π0p 0.4 1.96 0.5 0.119 -0.00512-0.0016j -0.00141+0.0014j -0.0121-0.00517j -0.0528+0.00546j -0.000408+0.00387j 0.0133+0.00274j
π0p 0.4 1.96 0.342 0.119 0.00195-0.0108j 0.0143-0.00224j -0.0167+0.00225j -0.048-0.000788j -0.00375+0.00567j 0.0105+0.00337j
π0p 0.4 1.96 0.174 0.119 0.00818-0.0158j 0.0295-0.00762j -0.0203+0.00987j -0.0397-0.0033j -0.00514+0.0068j 0.00685+0.00355j
π0p 0.4 1.96 0.0 0.119 0.0113-0.0154j 0.0413-0.012j -0.021+0.015j -0.0296-0.00154j -0.00477+0.00715j 0.0031+0.00307j
π0p 0.4 1.96 -0.174 0.119 0.0108-0.0104j 0.0475-0.0129j -0.0176+0.0154j -0.0189+0.00335j -0.00317+0.00673j 0.000222+0.00188j
π0p 0.4 1.96 -0.342 0.119 0.00766-0.00279j 0.0472-0.00928j -0.0102+0.0106j -0.0078+0.00893j -0.001+0.00568j -0.000867+2.15e-05j
π0p 0.4 1.96 -0.5 0.119 0.00375+0.00466j 0.0412-0.00178j -0.00105+0.00153j 0.00356+0.0125j 0.00111+0.00425j 0.000437-0.00238j
π0p 0.4 1.96 -0.643 0.119 0.000831+0.00959j 0.0318+0.00739j 0.0069-0.00903j 0.0145+0.012j 0.00275+0.00272j 0.00427-0.00507j
π0p 0.4 1.96 -0.766 0.119 -0.00038+0.0109j 0.0219+0.0152j 0.0109-0.0178j 0.0236+0.00686j 0.00367+0.00137j 0.0102-0.00778j
π0p 0.4 1.96 -0.866 0.119 -0.000315+0.00876j 0.0137+0.019j 0.0102-0.0218j 0.0289-0.0016j 0.00379+0.000408j 0.0171-0.0102j
π0p 0.4 1.96 -0.94 0.119 2.87e-05+0.0049j 0.00781+0.0172j 0.00648-0.0195j 0.0296-0.0109j 0.00312-8.6e-05j 0.0238-0.0122j
π0p 0.4 1.96 -0.985 0.119 7.16e-05+0.0014j 0.00359+0.0102j 0.00263-0.0115j 0.0277-0.0181j 0.00177-0.000165j 0.0286-0.0134j
π0p 0.4 1.96 -1 0.119 0j 0j 0j 0.0264-0.0208j 0j 0.0303-0.0139j
π0p 0.4 1.98 1 0.116 0j -0.0473-0.0271j 0j 0j 0.0239-0.0057j 0j
π0p 0.4 1.98 0.985 0.116 0.000258+0.0102j -0.0456-0.0248j -0.000609-0.00122j -0.00806+0.0099j 0.023-0.00534j 0.00489-0.000208j
π0p 0.4 1.98 0.94 0.116 -0.00264+0.0173j -0.0412-0.0187j -0.00186-0.00429j -0.0196+0.017j 0.0205-0.00431j 0.00919-0.000215j
π0p 0.4 1.98 0.866 0.116 -0.00782+0.0193j -0.0349-0.0108j -0.00296-0.00767j -0.0337+0.0196j 0.0162-0.00269j 0.0124+0.000115j
π0p 0.4 1.98 0.766 0.116 -0.0114+0.0158j -0.0267-0.00371j -0.00416-0.0095j -0.0462+0.0173j 0.0107-0.000666j 0.0142+0.000795j
π0p 0.4 1.98 0.643 0.116 -0.0106+0.00806j -0.0157+0.000437j -0.00648-0.00842j -0.0533+0.0114j 0.00492+0.00153j 0.0144+0.00171j
π0p 0.4 1.98 0.5 0.116 -0.00517-0.00132j -0.00157+0.000673j -0.0106-0.00411j -0.0537+0.00436j -4.3e-05+0.00365j 0.013+0.00266j
π0p 0.4 1.98 0.342 0.116 0.0023-0.00939j 0.0148-0.00246j -0.0159+0.00237j -0.0487-0.00121j -0.00342+0.0054j 0.0102+0.00335j
π0p 0.4 1.98 0.174 0.116 0.00858-0.0138j 0.0308-0.0071j -0.0204+0.00899j -0.0404-0.00344j -0.00489+0.00654j 0.00656+0.00353j
π0p 0.4 1.98 0.0 0.116 0.0114-0.0136j 0.0436-0.0108j -0.0219+0.0134j -0.0308-0.00181j -0.00461+0.00694j 0.00289+0.00302j
π0p 0.4 1.98 -0.174 0.116 0.0101-0.00924j 0.0503-0.0115j -0.0187+0.0136j -0.0208+0.00263j -0.00306+0.00657j 0.000143+0.00178j
π0p 0.4 1.98 -0.342 0.116 0.0061-0.00262j 0.0498-0.00812j -0.0112+0.00924j -0.0103+0.00772j -0.000896+0.00555j -0.000838-0.00015j
π0p 0.4 1.98 -0.5 0.116 0.00155+0.00389j 0.0431-0.00133j -0.00138+0.00121j 0.000924+0.011j 0.00128+0.0041j 0.000537-0.00257j
π0p 0.4 1.98 -0.643 0.116 -0.00158+0.00823j 0.0328+0.00692j 0.00742-0.00812j 0.0123+0.0107j 0.00302+0.00253j 0.00438-0.00524j
π0p 0.4 1.98 -0.766 0.116 -0.00252+0.00937j 0.0219+0.0139j 0.0121-0.0158j 0.0224+0.00628j 0.00403+0.00115j 0.0102-0.00785j
π0p 0.4 1.98 -0.866 0.116 -0.00183+0.00758j 0.013+0.0173j 0.0117-0.0193j 0.029-0.00115j 0.0042+0.000186j 0.0171-0.0102j
π0p 0.4 1.98 -0.94 0.116 -0.000745+0.00425j 0.00691+0.0156j 0.00781-0.0173j 0.0311-0.00936j 0.00348-0.000265j 0.0237-0.012j
π0p 0.4 1.98 -0.985 0.116 -0.000136+0.00121j 0.00301+0.00921j 0.00338-0.0102j 0.0301-0.0157j 0.00198-0.000265j 0.0285-0.0131j
π0p 0.4 1.98 -1 0.116 0j 0j 0j 0.0291-0.0181j 0j 0.0302-0.0135j
π0p 0.4 2 1 0.114 0j -0.0449-0.024j 0j 0j 0.0231-0.00501j 0j
π0p 0.4 2 0.985 0.114 0.000373+0.00878j -0.0434-0.022j -0.00053-0.00102j -0.0082+0.00853j 0.0224-0.00469j 0.00494-0.000301j
π0p 0.4 2 0.94 0.114 -0.00264+0.0149j -0.0394-0.0167j -0.00153-0.00357j -0.02+0.0146j 0.02-0.00378j 0.00925-0.00038j
π0p 0.4 2 0.866 0.114 -0.0081+0.0167j -0.0339-0.00979j -0.00226-0.00635j -0.0346+0.0168j 0.016-0.00234j 0.0124-8.6e-05j
π0p 0.4 2 0.766 0.114 -0.0119+0.0137j -0.0264-0.0036j -0.00308-0.0078j -0.0474+0.0146j 0.0108-0.000509j 0.0142+0.000595j
π0p 0.4 2 0.643 0.114 -0.011+0.00703j -0.0158+5.73e-05j -0.00524-0.00676j -0.0545+0.00939j 0.00514+0.00153j 0.0143+0.00155j
π0p 0.4 2 0.5 0.114 -0.00544-0.00108j -0.00169+0.000337j -0.00949-0.00302j -0.0547+0.00317j 0.000244+0.00353j 0.0127+0.00254j
π0p 0.4 2 0.342 0.114 0.00219-0.0081j 0.0151-0.00229j -0.0152+0.00254j -0.0495-0.00176j -0.00316+0.00521j 0.00989+0.00326j
π0p 0.4 2 0.174 0.114 0.00845-0.012j 0.0319-0.00619j -0.0203+0.00815j -0.0413-0.00374j -0.00471+0.00634j 0.00628+0.00345j
π0p 0.4 2 0.0 0.114 0.0109-0.0119j 0.0453-0.00926j -0.0223+0.0118j -0.0319-0.00232j -0.00451+0.00676j 0.00271+0.00293j
π0p 0.4 2 -0.174 0.114 0.00919-0.00822j 0.0525-0.00967j -0.0194+0.0118j -0.0223+0.00158j -0.00301+0.00641j 7.16e-05+0.00164j
π0p 0.4 2 -0.342 0.114 0.00466-0.00257j 0.052-0.00659j -0.0117+0.0079j -0.0121+0.00609j -0.000838+0.0054j -0.000788-0.000322j
π0p 0.4 2 -0.5 0.114 -0.000258+0.00302j 0.0449-0.000545j -0.00151+0.000845j -0.000903+0.00906j 0.0014+0.00395j 0.000666-0.00276j
π0p 0.4 2 -0.643 0.114 -0.00345+0.00678j 0.0338+0.00671j 0.0078-0.00727j 0.0109+0.0089j 0.00325+0.00237j 0.00453-0.0054j
π0p 0.4 2 -0.766 0.114 -0.00412+0.00782j 0.0221+0.0128j 0.0129-0.0139j 0.0219+0.00517j 0.00436+0.000989j 0.0103-0.00795j
π0p 0.4 2 -0.866 0.114 -0.00292+0.00636j 0.0127+0.0156j 0.0127-0.0169j 0.0296-0.00119j 0.00459+2.87e-05j 0.0172-0.0102j
π0p 0.4 2 -0.94 0.114 -0.00129+0.00358j 0.00648+0.014j 0.00859-0.0151j 0.0327-0.00825j 0.00383-0.000394j 0.0237-0.0119j
π0p 0.4 2 -0.985 0.114 -0.000279+0.00102j 0.0027+0.00826j 0.0038-0.00887j 0.0323-0.0137j 0.0022-0.000337j 0.0284-0.013j
π0p 0.4 2 -1 0.114 0j 0j 0j 0.0315-0.0158j 0j 0.0301-0.0134j