CLAS Analysis Framework

Model maid data

Author
D. Drechsel, L. Tiator
Description
MAID approach for evaluation of Nπ observables in the resonance region
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 0.9 1.78 -0.766 0.282 0.0101-0.00327j 0.0289+0.0084j -0.00588-0.00674j 0.0117-0.00606j 0.00383+0.000365j 0.00295-0.00347j
π0p 0.9 1.78 -0.866 0.282 0.00782-0.00145j 0.0237+0.00967j -0.00998-0.00828j 0.00698-0.00774j 0.00374-0.0001j 0.0058-0.00596j
π0p 0.9 1.78 -0.94 0.282 0.00444-0.000487j 0.0173+0.00835j -0.0112-0.00739j -0.00156-0.00921j 0.00296-0.000258j 0.00834-0.00811j
π0p 0.9 1.78 -0.985 0.282 0.0013-9.31e-05j 0.0093+0.00482j -0.00763-0.00433j -0.01-0.0102j 0.00163-0.000193j 0.0101-0.00956j
π0p 0.9 1.78 -1 0.282 0j 0j 0j -0.0136-0.0106j 0j 0.0107-0.0101j
π0p 0.9 1.8 1 0.276 0j -0.0657-0.000953j 0j 0j 0.0106-0.00792j 0j
π0p 0.9 1.8 0.985 0.276 0.00265+0.00404j -0.0619-0.000996j -0.0013-0.000215j -0.01+0.00894j 0.0102-0.00741j 0.00273+0j
π0p 0.9 1.8 0.94 0.276 0.00312+0.00669j -0.0515-0.00123j -0.00456-0.000681j -0.0214+0.0164j 0.00887-0.00598j 0.00499+5.02e-05j
π0p 0.9 1.8 0.866 0.276 0.000881+0.00698j -0.0366-0.00186j -0.0084-0.000924j -0.034+0.0211j 0.00681-0.00388j 0.00643+0.000215j
π0p 0.9 1.8 0.766 0.276 -0.00287+0.00466j -0.0199-0.0031j -0.0115-0.000423j -0.0455+0.0227j 0.00428-0.00148j 0.00686+0.000516j
π0p 0.9 1.8 0.643 0.276 -0.00633+0.000287j -0.00337-0.00499j -0.0129+0.00116j -0.0536+0.0214j 0.00171+0.000867j 0.00627+0.000974j
π0p 0.9 1.8 0.5 0.276 -0.00819-0.00502j 0.0113-0.00727j -0.0126+0.00372j -0.0563+0.0179j -0.000466+0.0028j 0.00482+0.00157j
π0p 0.9 1.8 0.342 0.276 -0.00787-0.00991j 0.0232-0.00935j -0.0107+0.0067j -0.0532+0.0132j -0.00191+0.00411j 0.00282+0.0022j
π0p 0.9 1.8 0.174 0.276 -0.00554-0.0132j 0.0317-0.0105j -0.0077+0.00922j -0.0447+0.00859j -0.00245+0.00471j 0.000673+0.00274j
π0p 0.9 1.8 0.0 0.276 -0.00186-0.0143j 0.0367-0.0102j -0.00433+0.0104j -0.0325+0.00464j -0.00209+0.00464j -0.00116+0.00302j
π0p 0.9 1.8 -0.174 0.276 0.00234-0.0131j 0.0386-0.00795j -0.00143+0.00951j -0.0184+0.00166j -0.00104+0.00408j -0.00227+0.00286j
π0p 0.9 1.8 -0.342 0.276 0.0062-0.0103j 0.038-0.00405j 0.000136+0.00658j -0.00476-0.000494j 0.000394+0.00321j -0.00238+0.00212j
π0p 0.9 1.8 -0.5 0.276 0.00901-0.00684j 0.0356+0.00081j -0.000287+0.00219j 0.00644-0.00222j 0.00186+0.00226j -0.00136+0.000759j
π0p 0.9 1.8 -0.643 0.276 0.0103-0.00365j 0.0322+0.00553j -0.00285-0.00257j 0.0134-0.00396j 0.00301+0.00139j 0.000673-0.00115j
π0p 0.9 1.8 -0.766 0.276 0.00975-0.00137j 0.028+0.00895j -0.0069-0.0064j 0.0149-0.00594j 0.00361+0.000709j 0.00341-0.00341j
π0p 0.9 1.8 -0.866 0.276 0.00754-0.000172j 0.023+0.0101j -0.0107-0.0082j 0.0109-0.00811j 0.00355+0.000265j 0.00639-0.00571j
π0p 0.9 1.8 -0.94 0.276 0.00428+0.000165j 0.0168+0.00871j -0.0117-0.00745j 0.00283-0.0102j 0.00281+3.58e-05j 0.00906-0.0077j
π0p 0.9 1.8 -0.985 0.276 0.00125+7.88e-05j 0.00904+0.00502j -0.00787-0.00441j -0.00534-0.0117j 0.00155-2.87e-05j 0.0109-0.00904j
π0p 0.9 1.8 -1 0.276 0j 0j 0j -0.00885-0.0122j 0j 0.0116-0.00952j
π0p 0.9 1.82 1 0.27 0j -0.0668-0.00332j 0j 0j 0.011-0.00716j 0j
π0p 0.9 1.82 0.985 0.27 0.00294+0.00444j -0.0631-0.00313j -0.00127-0.000344j -0.00945+0.00829j 0.0105-0.0067j 0.00261+0.000115j
π0p 0.9 1.82 0.94 0.27 0.00362+0.00739j -0.0528-0.00269j -0.00446-0.00115j -0.0205+0.0151j 0.00917-0.00537j 0.00477+0.000258j
π0p 0.9 1.82 0.866 0.27 0.00152+0.00781j -0.0382-0.00241j -0.00821-0.00181j -0.0329+0.0192j 0.00704-0.00342j 0.00616+0.000451j
π0p 0.9 1.82 0.766 0.27 -0.00207+0.00547j -0.0217-0.00271j -0.0112-0.00166j -0.0443+0.0202j 0.00444-0.00118j 0.00659+0.000738j
π0p 0.9 1.82 0.643 0.27 -0.00537+0.00096j -0.00538-0.00382j -0.0128-0.000244j -0.0523+0.0184j 0.0018+0.000974j 0.00605+0.00112j
π0p 0.9 1.82 0.5 0.27 -0.00705-0.00446j 0.00925-0.00563j -0.0128+0.00243j -0.0551+0.0148j -0.00043+0.00275j 0.00469+0.00159j
π0p 0.9 1.82 0.342 0.27 -0.00666-0.00934j 0.0212-0.00762j -0.0113+0.00577j -0.052+0.0104j -0.00191+0.00393j 0.00278+0.00209j
π0p 0.9 1.82 0.174 0.27 -0.00444-0.0124j 0.0299-0.00901j -0.00877+0.00881j -0.0436+0.00628j -0.00244+0.00446j 0.000709+0.00252j
π0p 0.9 1.82 0.0 0.27 -0.00105-0.0131j 0.0352-0.00903j -0.0058+0.0105j -0.0314+0.00315j -0.00209+0.0044j -0.00107+0.00272j
π0p 0.9 1.82 -0.174 0.27 0.00271-0.0115j 0.0374-0.00722j -0.00313+0.00997j -0.0173+0.0011j -0.00106+0.00389j -0.00216+0.00253j
π0p 0.9 1.82 -0.342 0.27 0.00609-0.00834j 0.037-0.00364j -0.00153+0.00719j -0.00348-0.000201j 0.000337+0.00312j -0.00224+0.00183j
π0p 0.9 1.82 -0.5 0.27 0.00852-0.00469j 0.0347+0.00107j -0.0017+0.00272j 0.00803-0.00134j 0.00175+0.00229j -0.00118+0.000559j
π0p 0.9 1.82 -0.643 0.27 0.00958-0.00158j 0.0313+0.00578j -0.00386-0.00229j 0.0155-0.00284j 0.00285+0.00152j 0.000924-0.00121j
π0p 0.9 1.82 -0.766 0.27 0.00907+0.000344j 0.0272+0.00926j -0.0075-0.00641j 0.0176-0.00497j 0.00342+0.000917j 0.00377-0.00331j
π0p 0.9 1.82 -0.866 0.27 0.00704+0.001j 0.0223+0.0105j -0.011-0.00843j 0.0142-0.00756j 0.00335+0.000487j 0.00687-0.00545j
π0p 0.9 1.82 -0.94 0.27 0.00402+0.000759j 0.0163+0.00903j -0.0118-0.00775j 0.00679-0.0101j 0.00266+0.000222j 0.00967-0.0073j
π0p 0.9 1.82 -0.985 0.27 0.00118+0.000244j 0.00877+0.00521j -0.00791-0.00461j -0.00104-0.012j 0.00147+7.88e-05j 0.0116-0.00855j
π0p 0.9 1.82 -1 0.27 0j 0j 0j -0.00444-0.0127j 0j 0.0123-0.00901j
π0p 0.9 1.84 1 0.264 0j -0.0676-0.00587j 0j 0j 0.0113-0.00654j 0j
π0p 0.9 1.84 0.985 0.264 0.00302+0.00483j -0.0639-0.00545j -0.00122-0.000459j -0.00903+0.00787j 0.0108-0.0061j 0.00249+0.000186j
π0p 0.9 1.84 0.94 0.264 0.00373+0.00806j -0.0539-0.00443j -0.00426-0.00155j -0.0198+0.0142j 0.00939-0.00486j 0.00456+0.00038j
π0p 0.9 1.84 0.866 0.264 0.00169+0.00861j -0.0396-0.00333j -0.00781-0.0026j -0.032+0.0178j 0.00719-0.00305j 0.0059+0.000602j
π0p 0.9 1.84 0.766 0.264 -0.00175+0.00623j -0.0235-0.00279j -0.0107-0.00277j -0.0433+0.0184j 0.00453-0.000974j 0.00635+0.000867j
π0p 0.9 1.84 0.643 0.264 -0.00477+0.0016j -0.00741-0.00324j -0.0124-0.0015j -0.0512+0.0163j 0.00183+0.00102j 0.00588+0.0012j
π0p 0.9 1.84 0.5 0.264 -0.00615-0.00395j 0.00719-0.00469j -0.0126+0.00126j -0.0539+0.0125j -0.00043+0.00266j 0.00461+0.0016j
π0p 0.9 1.84 0.342 0.264 -0.00559-0.00883j 0.0193-0.00663j -0.0117+0.00491j -0.0507+0.00821j -0.0019+0.00375j 0.00278+0.00201j
π0p 0.9 1.84 0.174 0.264 -0.00342-0.0118j 0.0284-0.00825j -0.00974+0.00837j -0.0424+0.0046j -0.00241+0.00423j 0.000781+0.00236j
π0p 0.9 1.84 0.0 0.264 -0.000344-0.0122j 0.0341-0.00863j -0.00727+0.0105j -0.0303+0.00222j -0.00205+0.00417j -0.000967+0.00249j
π0p 0.9 1.84 -0.174 0.264 0.0029-0.0102j 0.0366-0.00714j -0.00484+0.0103j -0.0163+0.00105j -0.00102+0.0037j -0.00205+0.00229j
π0p 0.9 1.84 -0.342 0.264 0.00572-0.00667j 0.0364-0.00376j -0.00317+0.00761j -0.00254+0.000566j 0.000344+0.00301j -0.00212+0.00161j
π0p 0.9 1.84 -0.5 0.264 0.00769-0.00284j 0.0342+0.00091j -0.00296+0.00304j 0.00916+2.87e-05j 0.00169+0.00226j -0.00105+0.000416j
π0p 0.9 1.84 -0.643 0.264 0.00853+0.000201j 0.0307+0.00573j -0.0046-0.0022j 0.017-0.00123j 0.00273+0.00157j 0.0011-0.00124j
π0p 0.9 1.84 -0.766 0.264 0.00807+0.00183j 0.0265+0.00937j -0.00772-0.00657j 0.0198-0.00344j 0.00325+0.00101j 0.00403-0.0032j
π0p 0.9 1.84 -0.866 0.264 0.00631+0.00201j 0.0216+0.0107j -0.0109-0.00876j 0.0172-0.00638j 0.00317+0.000602j 0.00726-0.00519j
π0p 0.9 1.84 -0.94 0.264 0.00363+0.00128j 0.0157+0.0093j -0.0116-0.00811j 0.0104-0.00937j 0.00251+0.000322j 0.0102-0.00692j
π0p 0.9 1.84 -0.985 0.264 0.00108+0.000387j 0.00845+0.00538j -0.00775-0.00484j 0.00294-0.0116j 0.00138+0.000136j 0.0122-0.0081j
π0p 0.9 1.84 -1 0.264 0j 0j 0j -0.000301-0.0125j 0j 0.013-0.00851j
π0p 0.9 1.86 1 0.259 0j -0.0678-0.00853j 0j 0j 0.0115-0.00602j 0j
π0p 0.9 1.86 0.985 0.259 0.00289+0.00511j -0.0643-0.00793j -0.00112-0.000545j -0.00877+0.0076j 0.011-0.00561j 0.00236+0.000208j
π0p 0.9 1.86 0.94 0.259 0.00347+0.00855j -0.0546-0.0064j -0.00393-0.00187j -0.0194+0.0136j 0.00955-0.00446j 0.00435+0.000423j
π0p 0.9 1.86 0.866 0.259 0.0014+0.00921j -0.0408-0.00461j -0.00719-0.00322j -0.0315+0.0169j 0.0073-0.00279j 0.00566+0.000659j
π0p 0.9 1.86 0.766 0.259 -0.00186+0.00683j -0.0251-0.00335j -0.00989-0.00364j -0.0427+0.0171j 0.00457-0.00086j 0.00613+0.000931j
π0p 0.9 1.86 0.643 0.259 -0.00453+0.00213j -0.00935-0.00324j -0.0116-0.0025j -0.0504+0.0147j 0.00183+0.000996j 0.00572+0.00125j
π0p 0.9 1.86 0.5 0.259 -0.0055-0.00347j 0.00526-0.00438j -0.0122+0.000301j -0.0528+0.0108j -0.000444+0.00251j 0.00454+0.00162j
π0p 0.9 1.86 0.342 0.259 -0.00464-0.00834j 0.0177-0.0063j -0.0118+0.00416j -0.0495+0.00671j -0.00189+0.00354j 0.00281+0.00198j
π0p 0.9 1.86 0.174 0.259 -0.00246-0.0112j 0.0272-0.00809j -0.0106+0.00792j -0.0412+0.00353j -0.00238+0.00401j 0.000867+0.00227j
π0p 0.9 1.86 0.0 0.259 0.000287-0.0113j 0.0334-0.00875j -0.00869+0.0103j -0.0294+0.00182j -0.00198+0.00396j -0.00086+0.00236j
π0p 0.9 1.86 -0.174 0.259 0.00295-0.00903j 0.0363-0.00752j -0.00653+0.0104j -0.0156+0.00144j -0.000946+0.00354j -0.00195+0.00212j
π0p 0.9 1.86 -0.342 0.259 0.00511-0.00529j 0.0363-0.00426j -0.00474+0.00781j -0.00201+0.00171j 0.000387+0.00289j -0.00204+0.00145j
π0p 0.9 1.86 -0.5 0.259 0.00654-0.00135j 0.034+0.000444j -0.00406+0.0032j 0.00977+0.00171j 0.00168+0.00219j -0.000967+0.000308j
π0p 0.9 1.86 -0.643 0.259 0.00714+0.00161j 0.0303+0.00542j -0.00504-0.00217j 0.018+0.000731j 0.00265+0.00154j 0.00123-0.00125j
π0p 0.9 1.86 -0.766 0.259 0.00676+0.00299j 0.0258+0.00927j -0.00755-0.00671j 0.0215-0.00152j 0.00312+0.001j 0.00423-0.00308j
π0p 0.9 1.86 -0.866 0.259 0.00535+0.0028j 0.0209+0.0108j -0.0103-0.00901j 0.0197-0.00471j 0.00302+0.000609j 0.00757-0.00494j
π0p 0.9 1.86 -0.94 0.259 0.00314+0.00168j 0.0151+0.00944j -0.011-0.00837j 0.0136-0.00807j 0.00239+0.000337j 0.0106-0.00654j
π0p 0.9 1.86 -0.985 0.259 0.000946+0.000494j 0.00807+0.00549j -0.00738-0.005j 0.00668-0.0106j 0.00131+0.000143j 0.0127-0.00763j
π0p 0.9 1.86 -1 0.259 0j 0j 0j 0.00361-0.0116j 0j 0.0135-0.00802j
π0p 0.9 1.88 1 0.253 0j -0.0675-0.0112j 0j 0j 0.0117-0.00555j 0j
π0p 0.9 1.88 0.985 0.253 0.00262+0.00522j -0.0641-0.0105j -0.00102-0.000595j -0.0087+0.00738j 0.0112-0.00518j 0.00227+0.000193j
π0p 0.9 1.88 0.94 0.253 0.00296+0.00876j -0.0548-0.00856j -0.00354-0.00206j -0.0193+0.0132j 0.0097-0.00413j 0.00418+0.000408j
π0p 0.9 1.88 0.866 0.253 0.000795+0.00947j -0.0416-0.00623j -0.00643-0.00358j -0.0313+0.0162j 0.00741-0.0026j 0.00545+0.000652j
π0p 0.9 1.88 0.766 0.253 -0.00231+0.00714j -0.0265-0.00441j -0.00887-0.00418j -0.0425+0.0162j 0.00462-0.000831j 0.00594+0.000946j
π0p 0.9 1.88 0.643 0.253 -0.00455+0.0025j -0.0111-0.00385j -0.0106-0.00315j -0.0499+0.0136j 0.00185+0.000888j 0.0056+0.00128j
π0p 0.9 1.88 0.5 0.253 -0.00502-0.00303j 0.00356-0.00471j -0.0115-0.00038j -0.0521+0.00969j -0.000437+0.00232j 0.00449+0.00166j
π0p 0.9 1.88 0.342 0.253 -0.0038-0.0078j 0.0164-0.00656j -0.0118+0.00355j -0.0486+0.0058j -0.00187+0.00331j 0.00284+0.00201j
π0p 0.9 1.88 0.174 0.253 -0.00158-0.0105j 0.0265-0.00844j -0.0113+0.00745j -0.0404+0.00304j -0.00232+0.00378j 0.000939+0.00226j
π0p 0.9 1.88 0.0 0.253 0.000838-0.0105j 0.0333-0.00926j -0.0101+0.01j -0.0287+0.00191j -0.0019+0.00378j -0.000767+0.00231j
π0p 0.9 1.88 -0.174 0.253 0.00289-0.00803j 0.0366-0.00819j -0.00817+0.0102j -0.0154+0.0022j -0.000853+0.0034j -0.00186+0.00203j
π0p 0.9 1.88 -0.342 0.253 0.00433-0.00419j 0.0367-0.00501j -0.00622+0.0078j -0.00201+0.0031j 0.000466+0.00279j -0.00197+0.00135j
π0p 0.9 1.88 -0.5 0.253 0.00519-0.000265j 0.0342-0.000258j -0.00501+0.00324j 0.00975+0.00359j 0.00171+0.00211j -0.000903+0.000229j
π0p 0.9 1.88 -0.643 0.253 0.00552+0.00259j 0.0301+0.00486j -0.00526-0.00214j 0.0184+0.00287j 0.00263+0.00146j 0.00131-0.00125j
π0p 0.9 1.88 -0.766 0.253 0.00526+0.00375j 0.0253+0.0089j -0.0071-0.0067j 0.0225+0.000659j 0.00305+0.000924j 0.00438-0.00297j
π0p 0.9 1.88 -0.866 0.253 0.00426+0.00331j 0.0201+0.0106j -0.00949-0.00903j 0.0216-0.00268j 0.00294+0.00053j 0.00781-0.00468j
π0p 0.9 1.88 -0.94 0.253 0.00257+0.00193j 0.0143+0.00938j -0.0102-0.0084j 0.0164-0.00625j 0.00231+0.000272j 0.011-0.00615j
π0p 0.9 1.88 -0.985 0.253 0.000788+0.000559j 0.00763+0.00548j -0.00689-0.00502j 0.0101-0.00898j 0.00127+0.000107j 0.0132-0.00714j
π0p 0.9 1.88 -1 0.253 0j 0j 0j 0.00722-0.01j 0j 0.014-0.00749j