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 1.82 -0.94 0.0395 0.0124+0.0049j 0.0231+0.0233j -0.00436-0.0367j -0.0162-0.0243j 0.00288+0.00492j 0.0395-0.0301j
π0p 0.1 1.82 -0.985 0.0395 0.00346+0.00145j 0.0131+0.0137j -0.00406-0.0212j -0.0301-0.0337j 0.00168+0.00262j 0.0459-0.0339j
π0p 0.1 1.82 -1 0.0395 0j 0j 0j -0.0357-0.0372j 0j 0.0483-0.0353j
π0p 0.1 1.84 1 0.0384 0j -0.0434-0.0328j 0j 0j 0.0285-0.0157j 0j
π0p 0.1 1.84 0.985 0.0384 0.0101+0.023j -0.0389-0.029j -0.00368-0.00231j 0.00805+0.0189j 0.0273-0.0142j 0.00906+0.00161j
π0p 0.1 1.84 0.94 0.0384 0.0142+0.0394j -0.027-0.0192j -0.0131-0.00809j 0.00946+0.0329j 0.0235-0.0102j 0.0173+0.00275j
π0p 0.1 1.84 0.866 0.0384 0.0105+0.0449j -0.0116-0.00655j -0.0245-0.0144j 0.00198+0.0388j 0.0175-0.00447j 0.0239+0.0031j
π0p 0.1 1.84 0.766 0.0384 0.00205+0.0383j 0.00342+0.00457j -0.0339-0.0177j -0.0117+0.036j 0.0101+0.00184j 0.0282+0.00262j
π0p 0.1 1.84 0.643 0.0384 -0.00633+0.0222j 0.0154+0.0106j -0.0389-0.0155j -0.0263+0.0265j 0.00238+0.00758j 0.0297+0.00153j
π0p 0.1 1.84 0.5 0.0384 -0.0106+0.00185j 0.0234+0.00999j -0.0383-0.00722j -0.0369+0.0144j -0.00413+0.0119j 0.0284+0.000186j
π0p 0.1 1.84 0.342 0.0384 -0.00905-0.0166j 0.0274+0.00366j -0.0326+0.00494j -0.0406+0.00414j -0.00844+0.0143j 0.0245-0.00105j
π0p 0.1 1.84 0.174 0.0384 -0.00208-0.0281j 0.0286-0.00524j -0.0229+0.0169j -0.0365-0.00107j -0.0102+0.015j 0.019-0.002j
π0p 0.1 1.84 0.0 0.0384 0.00829-0.0301j 0.028-0.0126j -0.0112+0.0241j -0.026-0.000236j -0.00957+0.0144j 0.0131-0.00281j
π0p 0.1 1.84 -0.174 0.0384 0.0194-0.0234j 0.027-0.0148j 0.000201+0.0229j -0.0118+0.00507j -0.00735+0.0131j 0.0084-0.00384j
π0p 0.1 1.84 -0.342 0.0384 0.0287-0.0114j 0.0264-0.0101j 0.00898+0.0127j 0.00251+0.0114j -0.0044+0.0116j 0.0063-0.00562j
π0p 0.1 1.84 -0.5 0.0384 0.0341+0.00134j 0.0266+0.000351j 0.0133-0.00451j 0.0134+0.0148j -0.00152+0.0103j 0.00778-0.00858j
π0p 0.1 1.84 -0.643 0.0384 0.0346+0.0106j 0.0274+0.0134j 0.0126-0.0237j 0.0177+0.0124j 0.000745+0.00925j 0.0131-0.0128j
π0p 0.1 1.84 -0.766 0.0384 0.0299+0.0142j 0.0277+0.0246j 0.00767-0.0388j 0.0138+0.00338j 0.00214+0.00816j 0.0214-0.0182j
π0p 0.1 1.84 -0.866 0.0384 0.0214+0.0122j 0.0261+0.0297j 0.00128-0.0448j 0.00249-0.0103j 0.00262+0.00681j 0.0314-0.0239j
π0p 0.1 1.84 -0.94 0.0384 0.0113+0.00702j 0.021+0.0265j -0.00314-0.0391j -0.0128-0.025j 0.00228+0.00497j 0.0408-0.029j
π0p 0.1 1.84 -0.985 0.0384 0.00315+0.00203j 0.0118+0.0156j -0.00332-0.0227j -0.0261-0.0361j 0.00132+0.00264j 0.0476-0.0325j
π0p 0.1 1.84 -1 0.0384 0j 0j 0j -0.0314-0.0403j 0j 0.05-0.0338j
π0p 0.1 1.86 1 0.0373 0j -0.0413-0.0402j 0j 0j 0.0282-0.0133j 0j
π0p 0.1 1.86 0.985 0.0373 0.00954+0.0246j -0.0372-0.0358j -0.0033-0.00276j 0.00787+0.0199j 0.0269-0.012j 0.00825+0.00148j
π0p 0.1 1.86 0.94 0.0373 0.0132+0.0422j -0.0265-0.0239j -0.0117-0.00971j 0.00911+0.0345j 0.0232-0.00845j 0.0159+0.00253j
π0p 0.1 1.86 0.866 0.0373 0.00948+0.0478j -0.0127-0.00872j -0.0218-0.0174j 0.00161+0.04j 0.0171-0.00332j 0.0222+0.00286j
π0p 0.1 1.86 0.766 0.0373 0.00164+0.0404j 0.000781+0.00484j -0.0302-0.0218j -0.0117+0.0359j 0.00967+0.00234j 0.0266+0.00244j
π0p 0.1 1.86 0.643 0.0373 -0.00547+0.023j 0.0119+0.0125j -0.035-0.0198j -0.0254+0.0247j 0.00208+0.00752j 0.0285+0.00143j
π0p 0.1 1.86 0.5 0.0373 -0.0083+0.00121j 0.0198+0.0122j -0.0352-0.0107j -0.0352+0.011j -0.00418+0.0114j 0.0277+0.00015j
π0p 0.1 1.86 0.342 0.0373 -0.00571-0.0181j 0.0248+0.0051j -0.0312+0.00312j -0.0382-4.3e-05j -0.00817+0.0137j 0.0245-0.00108j
π0p 0.1 1.86 0.174 0.0373 0.0013-0.0295j 0.0273-0.00527j -0.0237+0.0172j -0.0341-0.00489j -0.00955+0.0144j 0.0194-0.00213j
π0p 0.1 1.86 0.0 0.0373 0.0106-0.0304j 0.0281-0.0141j -0.0138+0.0262j -0.0244-0.00254j -0.0087+0.0138j 0.0137-0.0031j
π0p 0.1 1.86 -0.174 0.0373 0.0198-0.0218j 0.0278-0.0171j -0.00323+0.0261j -0.0114+0.00503j -0.00643+0.0126j 0.009-0.00429j
π0p 0.1 1.86 -0.342 0.0373 0.0268-0.00786j 0.027-0.0123j 0.0059+0.0157j 0.00179+0.0137j -0.00365+0.0112j 0.00678-0.00616j
π0p 0.1 1.86 -0.5 0.0373 0.0305+0.00635j 0.0262-0.000702j 0.0117-0.00251j 0.0121+0.0187j -0.00111+0.00999j 0.00814-0.00906j
π0p 0.1 1.86 -0.643 0.0373 0.0301+0.0161j 0.0256+0.0141j 0.0128-0.0233j 0.0167+0.0167j 0.000745+0.00887j 0.0134-0.0131j
π0p 0.1 1.86 -0.766 0.0373 0.0257+0.0191j 0.0247+0.0268j 0.00966-0.0401j 0.0141+0.00681j 0.00178+0.00776j 0.0219-0.018j
π0p 0.1 1.86 -0.866 0.0373 0.0183+0.0157j 0.0225+0.0328j 0.00417-0.0472j 0.00451-0.00877j 0.00207+0.00641j 0.0322-0.0232j
π0p 0.1 1.86 -0.94 0.0373 0.00969+0.00889j 0.0178+0.0295j -0.00043-0.0415j -0.00901-0.0256j 0.00176+0.00464j 0.042-0.0278j
π0p 0.1 1.86 -0.985 0.0373 0.00271+0.00254j 0.01+0.0174j -0.00172-0.0242j -0.021-0.0385j 0.001+0.00246j 0.049-0.031j
π0p 0.1 1.86 -1 0.0373 0j 0j 0j -0.0259-0.0433j 0j 0.0516-0.0322j
π0p 0.1 1.88 1 0.0363 0j -0.0369-0.0472j 0j 0j 0.0277-0.0111j 0j
π0p 0.1 1.88 0.985 0.0363 0.00815+0.0258j -0.0335-0.0421j -0.0028-0.0031j 0.00696+0.0208j 0.0264-0.00998j 0.00759+0.00118j
π0p 0.1 1.88 0.94 0.0363 0.0107+0.0441j -0.0246-0.0286j -0.00987-0.0109j 0.00749+0.0358j 0.0227-0.00688j 0.0147+0.00201j
π0p 0.1 1.88 0.866 0.0363 0.00676+0.0498j -0.0133-0.0112j -0.0183-0.0198j -0.000193+0.041j 0.0167-0.00239j 0.0208+0.00231j
π0p 0.1 1.88 0.766 0.0363 -0.000244+0.0419j -0.00205+0.00449j -0.0254-0.025j -0.0128+0.0358j 0.00932+0.00259j 0.0252+0.002j
π0p 0.1 1.88 0.643 0.0363 -0.00555+0.0234j 0.00767+0.0135j -0.0298-0.0231j -0.0253+0.0232j 0.00188+0.00723j 0.0275+0.00122j
π0p 0.1 1.88 0.5 0.0363 -0.00627+0.000659j 0.0156+0.0136j -0.0312-0.0135j -0.0335+0.00831j -0.00417+0.0108j 0.0272+0.000179j
π0p 0.1 1.88 0.342 0.0363 -0.00211-0.0192j 0.0218+0.00585j -0.0294+0.00163j -0.0355-0.00339j -0.00786+0.013j 0.0244-0.00091j
π0p 0.1 1.88 0.174 0.0363 0.00522-0.0304j 0.0263-0.00573j -0.0245+0.0173j -0.0314-0.00787j -0.00895+0.0137j 0.0197-0.00196j
π0p 0.1 1.88 0.0 0.0363 0.0133-0.0304j 0.0289-0.0158j -0.0169+0.0276j -0.0227-0.0042j -0.0079+0.0134j 0.0142-0.00308j
π0p 0.1 1.88 -0.174 0.0363 0.0202-0.0205j 0.0296-0.0195j -0.00732+0.0284j -0.0114+0.0053j -0.00557+0.0123j 0.00954-0.00451j
π0p 0.1 1.88 -0.342 0.0363 0.0245-0.00502j 0.0286-0.0146j 0.00241+0.018j 2.87e-05+0.0159j -0.0029+0.011j 0.00723-0.00657j
π0p 0.1 1.88 -0.5 0.0363 0.0259+0.0103j 0.0264-0.002j 0.0101-0.000996j 0.00937+0.0223j -0.000623+0.00962j 0.00848-0.00951j
π0p 0.1 1.88 -0.643 0.0363 0.0244+0.0204j 0.0237+0.0142j 0.0139-0.023j 0.0144+0.0207j 0.00091+0.00833j 0.0137-0.0134j
π0p 0.1 1.88 -0.766 0.0363 0.0203+0.0229j 0.021+0.0283j 0.013-0.041j 0.0134+0.01j 0.00167+0.00706j 0.0223-0.0179j
π0p 0.1 1.88 -0.866 0.0363 0.0143+0.0185j 0.018+0.0352j 0.00863-0.0488j 0.00639-0.00714j 0.00181+0.00566j 0.0328-0.0226j
π0p 0.1 1.88 -0.94 0.0363 0.0076+0.0103j 0.0137+0.0318j 0.00366-0.0432j -0.00455-0.0258j 0.00148+0.00401j 0.0429-0.0267j
π0p 0.1 1.88 -0.985 0.0363 0.00214+0.00294j 0.00762+0.0188j 0.000695-0.0253j -0.0147-0.0401j 0.000831+0.00209j 0.0502-0.0295j
π0p 0.1 1.88 -1 0.0363 0j 0j 0j -0.0189-0.0455j 0j 0.0529-0.0305j
π0p 0.1 1.9 1 0.0353 0j -0.0304-0.0526j 0j 0j 0.0269-0.00893j 0j
π0p 0.1 1.9 0.985 0.0353 0.00617+0.0261j -0.0278-0.0471j -0.00221-0.00328j 0.00547+0.0212j 0.0257-0.008j 0.00711+0.000752j
π0p 0.1 1.9 0.94 0.0353 0.00726+0.0446j -0.0213-0.0325j -0.0077-0.0116j 0.00484+0.0362j 0.0221-0.00541j 0.0138+0.00131j
π0p 0.1 1.9 0.866 0.0353 0.00283+0.0503j -0.013-0.0137j -0.0141-0.021j -0.00319+0.0411j 0.0163-0.00163j 0.0197+0.00155j
π0p 0.1 1.9 0.766 0.0353 -0.00322+0.0421j -0.00466+0.00337j -0.0197-0.0267j -0.0151+0.0353j 0.00905+0.00267j 0.0242+0.0014j
π0p 0.1 1.9 0.643 0.0353 -0.00638+0.0233j 0.0033+0.0133j -0.0239-0.025j -0.0259+0.0218j 0.00179+0.00676j 0.0266+0.000946j
π0p 0.1 1.9 0.5 0.0353 -0.00454+0.000287j 0.0112+0.0137j -0.0265-0.0151j -0.0322+0.00622j -0.00406+0.0101j 0.0267+0.000258j
π0p 0.1 1.9 0.342 0.0353 0.00157-0.0196j 0.0189+0.00571j -0.0273+0.000588j -0.0329-0.0057j -0.00753+0.0122j 0.0242-0.000595j
π0p 0.1 1.9 0.174 0.0353 0.00941-0.0305j 0.0257-0.00655j -0.0254+0.017j -0.0287-0.00979j -0.00843+0.0132j 0.0198-0.0016j
π0p 0.1 1.9 0.0 0.0353 0.0163-0.0299j 0.0306-0.0173j -0.0202+0.0282j -0.0212-0.00512j -0.00724+0.0131j 0.0145-0.00286j
π0p 0.1 1.9 -0.174 0.0353 0.0206-0.0191j 0.0324-0.0214j -0.0118+0.0294j -0.0121+0.00574j -0.00487+0.0122j 0.00992-0.00456j
π0p 0.1 1.9 -0.342 0.0353 0.0218-0.00291j 0.031-0.0165j -0.00125+0.0192j -0.0027+0.0177j -0.00227+0.0108j 0.0076-0.00689j
π0p 0.1 1.9 -0.5 0.0353 0.0206+0.0129j 0.0271-0.00332j 0.00879+1.43e-05j 0.00547+0.0251j -0.000136+0.00926j 0.00882-0.00997j
π0p 0.1 1.9 -0.643 0.0353 0.0178+0.0231j 0.0219+0.0137j 0.0156-0.0225j 0.0109+0.0237j 0.00123+0.00771j 0.014-0.0137j
π0p 0.1 1.9 -0.766 0.0353 0.0141+0.0252j 0.0169+0.0287j 0.0173-0.041j 0.012+0.0127j 0.00185+0.0062j 0.0227-0.0179j
π0p 0.1 1.9 -0.866 0.0353 0.00978+0.0201j 0.0127+0.0362j 0.0142-0.0491j 0.00807-0.00535j 0.00188+0.00471j 0.0333-0.022j
π0p 0.1 1.9 -0.94 0.0353 0.0052+0.0111j 0.00895+0.0329j 0.00874-0.0437j 0.000365-0.0251j 0.0015+0.0032j 0.0435-0.0256j
π0p 0.1 1.9 -0.985 0.0353 0.00147+0.00316j 0.00479+0.0195j 0.00368-0.0256j -0.00742-0.0403j 0.000838+0.00162j 0.051-0.0279j
π0p 0.1 1.9 -1 0.0353 0j 0j 0j -0.0107-0.046j 0j 0.0537-0.0288j
π0p 0.1 1.92 1 0.0344 0j -0.0226-0.0557j 0j 0j 0.0257-0.00695j 0j
π0p 0.1 1.92 0.985 0.0344 0.00411+0.0255j -0.0209-0.0501j -0.00161-0.00327j 0.00372+0.0207j 0.0246-0.00621j 0.00684+0.000322j
π0p 0.1 1.92 0.94 0.0344 0.00361+0.0435j -0.0168-0.0352j -0.00551-0.0116j 0.00173+0.0354j 0.0213-0.00411j 0.0133+0.000588j
π0p 0.1 1.92 0.866 0.0344 -0.00135+0.049j -0.0119-0.0158j -0.00994-0.021j -0.00678+0.0399j 0.0158-0.000989j 0.019+0.000752j
π0p 0.1 1.92 0.766 0.0344 -0.00648+0.0409j -0.00673+0.00167j -0.014-0.0268j -0.018+0.0338j 0.0089+0.00264j 0.0234+0.000788j
π0p 0.1 1.92 0.643 0.0344 -0.0075+0.0225j -0.000673+0.012j -0.0178-0.0252j -0.0271+0.0202j 0.0019+0.00624j 0.0259+0.000666j
π0p 0.1 1.92 0.5 0.0344 -0.00305+9.31e-05j 0.00707+0.0127j -0.0217-0.0155j -0.0313+0.00466j -0.00375+0.00931j 0.0261+0.000351j
π0p 0.1 1.92 0.342 0.0344 0.00506-0.0192j 0.0163+0.00479j -0.025+4.3e-05j -0.0306-0.00702j -0.00711+0.0115j 0.0238-0.000222j
π0p 0.1 1.92 0.174 0.0344 0.0135-0.0295j 0.0257-0.00749j -0.0262+0.0164j -0.0263-0.0107j -0.00794+0.0127j 0.0196-0.00114j
π0p 0.1 1.92 0.0 0.0344 0.0192-0.0285j 0.033-0.0183j -0.0236+0.0276j -0.0202-0.0054j -0.00673+0.0128j 0.0146-0.00252j
π0p 0.1 1.92 -0.174 0.0344 0.0209-0.0176j 0.0361-0.0226j -0.0161+0.0291j -0.0133+0.00613j -0.00438+0.012j 0.0101-0.00449j
π0p 0.1 1.92 -0.342 0.0344 0.019-0.0015j 0.0343-0.0176j -0.00483+0.0193j -0.00618+0.0187j -0.00179+0.0106j 0.00794-0.0071j
π0p 0.1 1.92 -0.5 0.0344 0.0152+0.014j 0.0285-0.0044j 0.00759+0.000537j 0.000752+0.0266j 0.000344+0.00891j 0.00919-0.0103j
π0p 0.1 1.92 -0.643 0.0344 0.0112+0.0239j 0.0206+0.0128j 0.0175-0.0215j 0.00662+0.0255j 0.00171+0.00709j 0.0144-0.014j
π0p 0.1 1.92 -0.766 0.0344 0.00788+0.0258j 0.0131+0.028j 0.0218-0.0397j 0.00994+0.0146j 0.00232+0.00534j 0.023-0.0179j
π0p 0.1 1.92 -0.866 0.0344 0.00519+0.0204j 0.00753+0.0357j 0.02-0.0478j 0.00936-0.00354j 0.00233+0.00376j 0.0336-0.0216j
π0p 0.1 1.92 -0.94 0.0344 0.00277+0.0113j 0.0041+0.0326j 0.014-0.0426j 0.00512-0.0234j 0.00187+0.00237j 0.0438-0.0246j
π0p 0.1 1.92 -0.985 0.0344 0.000802+0.0032j 0.00188+0.0194j 0.00676-0.025j -0.000107-0.0388j 0.00105+0.00115j 0.0513-0.0266j
π0p 0.1 1.92 -1 0.0344 0j 0j 0j -0.00248-0.0445j 0j 0.0541-0.0273j
π0p 0.1 1.94 1 0.0335 0j -0.0141-0.056j 0j 0j 0.0243-0.00524j 0j
π0p 0.1 1.94 0.985 0.0335 0.00226+0.0239j -0.0133-0.0506j -0.00106-0.0031j 0.00202+0.0196j 0.0233-0.00465j 0.00668-7.16e-05j