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
0.3 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 0.3 1.94 0.94 0.0942 -0.00119+0.0269j -0.0398-0.0236j -0.00335-0.00702j -0.0138+0.0246j 0.0229-0.00544j 0.0106+0.000251j
π0p 0.3 1.94 0.866 0.0942 -0.00618+0.0301j -0.0327-0.0117j -0.00588-0.0126j -0.0263+0.0282j 0.0177-0.0031j 0.0147+0.000623j
π0p 0.3 1.94 0.766 0.0942 -0.0102+0.0247j -0.024-0.000903j -0.00831-0.0159j -0.0384+0.0246j 0.0111-0.000287j 0.0173+0.0012j
π0p 0.3 1.94 0.643 0.0942 -0.00997+0.0128j -0.0134+0.00533j -0.0112-0.0146j -0.0462+0.0158j 0.00443+0.00262j 0.0181+0.0019j
π0p 0.3 1.94 0.5 0.0942 -0.00506-0.00157j -0.00053+0.00552j -0.015-0.00819j -0.0478+0.0055j -0.00118+0.00524j 0.017+0.00256j
π0p 0.3 1.94 0.342 0.0942 0.00248-0.0139j 0.0137+0.000437j -0.0191+0.00179j -0.0438-0.00259j -0.00483+0.00725j 0.0142+0.00299j
π0p 0.3 1.94 0.174 0.0942 0.00953-0.0206j 0.0275-0.00715j -0.0219+0.0122j -0.0362-0.00567j -0.00627+0.00843j 0.0101+0.00298j
π0p 0.3 1.94 0.0 0.0942 0.0136-0.0201j 0.0382-0.0136j -0.0215+0.0192j -0.0266-0.00305j -0.00577+0.00872j 0.00576+0.00234j
π0p 0.3 1.94 -0.174 0.0942 0.014-0.0132j 0.0437-0.0155j -0.0168+0.0199j -0.0163+0.00366j -0.004+0.00817j 0.00223+0.000982j
π0p 0.3 1.94 -0.342 0.0942 0.0113-0.00289j 0.0431-0.0115j -0.00829+0.0135j -0.00563+0.0112j -0.0017+0.00697j 0.000645-0.0011j
π0p 0.3 1.94 -0.5 0.0942 0.00757+0.00716j 0.0373-0.00224j 0.00178+0.0014j 0.00503+0.0159j 0.000466+0.00539j 0.00182-0.00379j
π0p 0.3 1.94 -0.643 0.0942 0.00433+0.0137j 0.0286+0.00942j 0.0102-0.0128j 0.0149+0.015j 0.00208+0.00373j 0.00596-0.00686j
π0p 0.3 1.94 -0.766 0.0942 0.00242+0.0153j 0.0195+0.0195j 0.0142-0.0245j 0.0226+0.00797j 0.00297+0.00225j 0.0126-0.01j
π0p 0.3 1.94 -0.866 0.0942 0.00155+0.0122j 0.0121+0.0244j 0.0131-0.0298j 0.0263-0.0036j 0.00312+0.00112j 0.0206-0.0129j
π0p 0.3 1.94 -0.94 0.0942 0.000953+0.00682j 0.00694+0.0222j 0.00872-0.0267j 0.0256-0.0163j 0.00259+0.000437j 0.0282-0.0153j
π0p 0.3 1.94 -0.985 0.0942 0.000315+0.00194j 0.00322+0.0131j 0.00388-0.0157j 0.0228-0.026j 0.00147+0.000107j 0.0338-0.0169j
π0p 0.3 1.94 -1 0.0942 0j 0j 0j 0.0212-0.0297j 0j 0.0358-0.0174j
π0p 0.3 1.96 1 0.092 0j -0.0416-0.035j 0j 0j 0.0263-0.00642j 0j
π0p 0.3 1.96 0.985 0.092 0.000287+0.0143j -0.0401-0.0318j -0.000731-0.00178j -0.00588+0.013j 0.0254-0.00598j 0.00557-0.000136j
π0p 0.3 1.96 0.94 0.092 -0.0027+0.0244j -0.0362-0.0232j -0.00232-0.0063j -0.0156+0.0223j 0.0224-0.00468j 0.0106-9.31e-05j
π0p 0.3 1.96 0.866 0.092 -0.00808+0.0273j -0.0309-0.0121j -0.00387-0.0113j -0.0285+0.0255j 0.0175-0.00269j 0.0145+0.000244j
π0p 0.3 1.96 0.766 0.092 -0.0118+0.0224j -0.0239-0.00209j -0.0055-0.0142j -0.0406+0.0221j 0.0112-0.000236j 0.017+0.000888j
π0p 0.3 1.96 0.643 0.092 -0.0108+0.0117j -0.0143+0.00379j -0.0082-0.013j -0.0477+0.014j 0.00476+0.00238j 0.0178+0.00172j
π0p 0.3 1.96 0.5 0.092 -0.00472-0.00131j -0.00153+0.00411j -0.0126-0.00716j -0.0484+0.00448j -0.000752+0.00483j 0.0166+0.00254j
π0p 0.3 1.96 0.342 0.092 0.00369-0.0125j 0.0136-0.000416j -0.0179+0.00186j -0.0439-0.00288j -0.00442+0.0068j 0.0138+0.00308j
π0p 0.3 1.96 0.174 0.092 0.011-0.0185j 0.0288-0.00726j -0.0222+0.0112j -0.0362-0.00557j -0.00593+0.00805j 0.0098+0.0031j
π0p 0.3 1.96 0.0 0.092 0.0145-0.018j 0.0408-0.013j -0.0231+0.0175j -0.0274-0.00297j -0.00553+0.00843j 0.00557+0.00241j
π0p 0.3 1.96 -0.174 0.092 0.0135-0.0118j 0.047-0.0147j -0.0189+0.0181j -0.0182+0.00341j -0.00381+0.00797j 0.00219+0.000939j
π0p 0.3 1.96 -0.342 0.092 0.00941-0.0025j 0.0463-0.0109j -0.01+0.0122j -0.00872+0.0106j -0.00151+0.00679j 0.000738-0.00125j
π0p 0.3 1.96 -0.5 0.092 0.00444+0.00656j 0.0394-0.00225j 0.00118+0.00119j 0.00143+0.0151j 0.000709+0.00517j 0.00198-0.004j
π0p 0.3 1.96 -0.643 0.092 0.000681+0.0125j 0.0291+0.00856j 0.0111-0.0117j 0.0118+0.0145j 0.00243+0.00342j 0.00613-0.00702j
π0p 0.3 1.96 -0.766 0.092 -0.000924+0.0139j 0.0185+0.0179j 0.0164-0.0223j 0.0208+0.00812j 0.00341+0.00187j 0.0127-0.01j
π0p 0.3 1.96 -0.866 0.092 -0.000867+0.0111j 0.0102+0.0225j 0.0159-0.0271j 0.0265-0.00241j 0.0036+0.000731j 0.0206-0.0127j
π0p 0.3 1.96 -0.94 0.092 -0.000301+0.00618j 0.00497+0.0204j 0.0112-0.0242j 0.0279-0.014j 0.003+0.0001j 0.0281-0.0149j
π0p 0.3 1.96 -0.985 0.092 -2.87e-05+0.00176j 0.00199+0.0121j 0.00529-0.0142j 0.0264-0.0229j 0.00171-8.6e-05j 0.0336-0.0162j
π0p 0.3 1.96 -1 0.092 0j 0j 0j 0.0254-0.0263j 0j 0.0357-0.0167j
π0p 0.3 1.98 1 0.0898 0j -0.0373-0.0322j 0j 0j 0.0254-0.00547j 0j
π0p 0.3 1.98 0.985 0.0898 -3.58e-05+0.0126j -0.0362-0.0293j -0.000545-0.00154j -0.00642+0.0115j 0.0245-0.00509j 0.0056-0.000294j
π0p 0.3 1.98 0.94 0.0898 -0.00345+0.0215j -0.0332-0.0216j -0.0016-0.00543j -0.0167+0.0196j 0.0219-0.00399j 0.0106-0.000365j
π0p 0.3 1.98 0.866 0.0898 -0.00919+0.0241j -0.0292-0.0117j -0.00242-0.00975j -0.0302+0.0223j 0.0173-0.00227j 0.0145-6.45e-05j
π0p 0.3 1.98 0.766 0.0898 -0.0129+0.0198j -0.0236-0.00267j -0.00342-0.0122j -0.0423+0.0192j 0.0113-0.000107j 0.0169+0.000609j
π0p 0.3 1.98 0.643 0.0898 -0.0114+0.0104j -0.0148+0.00267j -0.00591-0.011j -0.0491+0.0119j 0.00507+0.00227j 0.0175+0.00153j
π0p 0.3 1.98 0.5 0.0898 -0.00469-0.00106j -0.00205+0.00307j -0.0107-0.00585j -0.0493+0.00337j -0.000358+0.00456j 0.0163+0.00245j
π0p 0.3 1.98 0.342 0.0898 0.00426-0.0109j 0.0138-0.000845j -0.0169+0.00207j -0.0443-0.0032j -0.00404+0.00648j 0.0134+0.00307j
π0p 0.3 1.98 0.174 0.0898 0.0116-0.0163j 0.0301-0.00681j -0.0223+0.0102j -0.0367-0.00555j -0.00565+0.00775j 0.00945+0.00312j
π0p 0.3 1.98 0.0 0.0898 0.0146-0.0159j 0.0432-0.0118j -0.024+0.0156j -0.0284-0.00315j -0.00534+0.00818j 0.00534+0.00239j
π0p 0.3 1.98 -0.174 0.0898 0.0128-0.0105j 0.05-0.0131j -0.0203+0.016j -0.0201+0.00266j -0.00369+0.00777j 0.00211+0.000853j
π0p 0.3 1.98 -0.342 0.0898 0.0076-0.00236j 0.0491-0.00959j -0.0111+0.0107j -0.0114+0.00917j -0.00139+0.00661j 0.00081-0.00142j
π0p 0.3 1.98 -0.5 0.0898 0.00181+0.00559j 0.0414-0.00178j 0.000888+0.00086j -0.00148+0.0133j 0.000917+0.00497j 0.00214-0.0042j
π0p 0.3 1.98 -0.643 0.0898 -0.00224+0.0108j 0.0298+0.00796j 0.0118-0.0106j 0.00933+0.0129j 0.00276+0.00318j 0.00631-0.00719j
π0p 0.3 1.98 -0.766 0.0898 -0.00354+0.012j 0.0181+0.0163j 0.018-0.0199j 0.0195+0.00741j 0.00386+0.00158j 0.0128-0.0101j
π0p 0.3 1.98 -0.866 0.0898 -0.00272+0.00966j 0.00901+0.0204j 0.0179-0.0241j 0.0268-0.0019j 0.00411+0.000437j 0.0206-0.0127j
π0p 0.3 1.98 -0.94 0.0898 -0.00125+0.00539j 0.00365+0.0185j 0.0129-0.0215j 0.0298-0.0122j 0.00345-0.000143j 0.0281-0.0146j
π0p 0.3 1.98 -0.985 0.0898 -0.000287+0.00153j 0.00115+0.0109j 0.00628-0.0126j 0.0294-0.0201j 0.00198-0.000222j 0.0335-0.0159j
π0p 0.3 1.98 -1 0.0898 0j 0j 0j 0.0287-0.023j 0j 0.0355-0.0163j
π0p 0.3 2 1 0.0877 0j -0.0344-0.0286j 0j 0j 0.0244-0.00469j 0j
π0p 0.3 2 0.985 0.0877 5.73e-05+0.0109j -0.0335-0.0261j -0.000437-0.0013j -0.0066+0.00988j 0.0236-0.00436j 0.00565-0.000408j
π0p 0.3 2 0.94 0.0877 -0.00353+0.0186j -0.0312-0.0194j -0.00116-0.00456j -0.0173+0.0169j 0.0212-0.0034j 0.0107-0.000566j
π0p 0.3 2 0.866 0.0877 -0.00957+0.0209j -0.0281-0.0107j -0.00149-0.00815j -0.0312+0.0191j 0.017-0.00188j 0.0145-0.000308j
π0p 0.3 2 0.766 0.0877 -0.0135+0.0172j -0.0234-0.00276j -0.00203-0.0101j -0.0436+0.0162j 0.0114+6.45e-05j 0.0168+0.000373j
π0p 0.3 2 0.643 0.0877 -0.0119+0.00909j -0.0151+0.00196j -0.0043-0.00898j -0.0503+0.00972j 0.00529+0.00224j 0.0173+0.00135j
π0p 0.3 2 0.5 0.0877 -0.00491-0.000853j -0.00242+0.00239j -0.00921-0.00447j -0.0502+0.00219j -3.58e-05+0.0044j 0.0159+0.00234j
π0p 0.3 2 0.342 0.0877 0.00428-0.00944j 0.014-0.00091j -0.016+0.00234j -0.045-0.0036j -0.00375+0.00624j 0.013+0.003j
π0p 0.3 2 0.174 0.0877 0.0116-0.0142j 0.0311-0.00598j -0.0221+0.00925j -0.0375-0.00567j -0.00544+0.00749j 0.00913+0.00307j
π0p 0.3 2 0.0 0.0877 0.0143-0.0139j 0.045-0.0102j -0.0245+0.0138j -0.0295-0.00355j -0.00524+0.00795j 0.00512+0.00233j
π0p 0.3 2 -0.174 0.0877 0.0118-0.00936j 0.0523-0.0112j -0.021+0.0139j -0.0217+0.00159j -0.00364+0.00755j 0.00205+0.000738j
π0p 0.3 2 -0.342 0.0877 0.00594-0.00239j 0.0514-0.00792j -0.0117+0.00911j -0.0133+0.00737j -0.00133+0.00641j 0.000896-0.00157j
π0p 0.3 2 -0.5 0.0877 -0.000337+0.00447j 0.0431-0.000974j 0.00081+0.00048j -0.00351+0.0111j 0.00107+0.00477j 0.00234-0.00437j
π0p 0.3 2 -0.643 0.0877 -0.00449+0.00901j 0.0307+0.00759j 0.0124-0.00949j 0.0078+0.0109j 0.00305+0.00297j 0.00652-0.00735j
π0p 0.3 2 -0.766 0.0877 -0.00548+0.0101j 0.0181+0.0149j 0.0191-0.0176j 0.019+0.00618j 0.00428+0.00136j 0.013-0.0102j
π0p 0.3 2 -0.866 0.0877 -0.00406+0.00817j 0.0084+0.0184j 0.0192-0.0212j 0.0276-0.00185j 0.00459+0.000222j 0.0207-0.0127j
π0p 0.3 2 -0.94 0.0877 -0.00193+0.00456j 0.00289+0.0166j 0.014-0.0189j 0.0317-0.0107j 0.00389-0.000315j 0.0281-0.0145j
π0p 0.3 2 -0.985 0.0877 -0.000466+0.0013j 0.000666+0.00978j 0.00686-0.0111j 0.0321-0.0176j 0.00224-0.000315j 0.0335-0.0157j
π0p 0.3 2 -1 0.0877 0j 0j 0j 0.0316-0.0202j 0j 0.0355-0.0161j