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
0.7 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 0.7 1.82 -0.94 0.223 0.00529+0.00107j 0.0182+0.0114j -0.0106-0.0117j 0.00926-0.0147j 0.00323+0.000451j 0.0133-0.0104j
π0p 0.7 1.82 -0.985 0.223 0.00153+0.000344j 0.00985+0.00657j -0.00724-0.00686j 0.000795-0.0176j 0.0018+0.000193j 0.016-0.0122j
π0p 0.7 1.82 -1 0.223 0j 0j 0j -0.00281-0.0186j 0j 0.017-0.0129j
π0p 0.7 1.84 1 0.218 0j -0.0726-0.0073j 0j 0j 0.0162-0.00919j 0j
π0p 0.7 1.84 0.985 0.218 0.00368+0.00706j -0.0686-0.00653j -0.00158-0.000659j -0.00823+0.00965j 0.0156-0.00856j 0.00362+0.000308j
π0p 0.7 1.84 0.94 0.218 0.00454+0.0119j -0.0576-0.00454j -0.00556-0.00226j -0.0188+0.0173j 0.0135-0.0068j 0.00668+0.000609j
π0p 0.7 1.84 0.866 0.218 0.00202+0.0129j -0.0421-0.00219j -0.0103-0.00383j -0.0316+0.0215j 0.0104-0.00423j 0.00875+0.000917j
π0p 0.7 1.84 0.766 0.218 -0.00219+0.00987j -0.0248-0.000566j -0.0141-0.00424j -0.0441+0.0217j 0.0065-0.0013j 0.00956+0.00126j
π0p 0.7 1.84 0.643 0.218 -0.00585+0.0036j -0.00773-0.000437j -0.0163-0.00271j -0.0532+0.0186j 0.00258+0.00151j 0.00906+0.00166j
π0p 0.7 1.84 0.5 0.218 -0.00738-0.00403j 0.00752-0.00197j -0.0164+0.000845j -0.0567+0.0136j -0.000731+0.0038j 0.00739+0.00214j
π0p 0.7 1.84 0.342 0.218 -0.00633-0.0108j 0.02-0.0046j -0.0148+0.00561j -0.0537+0.00831j -0.00293+0.00529j 0.00489+0.00264j
π0p 0.7 1.84 0.174 0.218 -0.00317-0.015j 0.0292-0.00718j -0.0118+0.0101j -0.0448+0.00409j -0.0038+0.00595j 0.00205+0.00306j
π0p 0.7 1.84 0.0 0.218 0.00118-0.0157j 0.035-0.00842j -0.00792+0.0127j -0.0315+0.00163j -0.00342+0.00584j -0.000523+0.00322j
π0p 0.7 1.84 -0.174 0.218 0.00568-0.0132j 0.0377-0.00734j -0.00413+0.0123j -0.016+0.000788j -0.00211+0.00519j -0.00221+0.00294j
π0p 0.7 1.84 -0.342 0.218 0.00946-0.00852j 0.0377-0.00373j -0.00133+0.00847j -0.000566+0.000688j -0.000294+0.00423j -0.00252+0.00202j
π0p 0.7 1.84 -0.5 0.218 0.0119-0.00342j 0.0358+0.00174j -0.000444+0.00212j 0.0124+0.000215j 0.00153+0.00322j -0.00123+0.00038j
π0p 0.7 1.84 -0.643 0.218 0.0126+0.000631j 0.0326+0.00761j -0.00192-0.00502j 0.021-0.00153j 0.00296+0.00229j 0.00159-0.00191j
π0p 0.7 1.84 -0.766 0.218 0.0114+0.00274j 0.0286+0.0121j -0.00531-0.0109j 0.0238-0.00486j 0.00374+0.00155j 0.00555-0.00464j
π0p 0.7 1.84 -0.866 0.218 0.00861+0.0029j 0.0238+0.0138j -0.00896-0.0136j 0.0206-0.00933j 0.00374+0.000989j 0.00994-0.00743j
π0p 0.7 1.84 -0.94 0.218 0.00481+0.00181j 0.0175+0.012j -0.0102-0.0122j 0.013-0.0139j 0.003+0.000573j 0.014-0.00987j
π0p 0.7 1.84 -0.985 0.218 0.0014+0.000545j 0.00944+0.00695j -0.00703-0.00722j 0.00504-0.0173j 0.00166+0.000265j 0.0168-0.0115j
π0p 0.7 1.84 -1 0.218 0j 0j 0j 0.00159-0.0186j 0j 0.0178-0.0121j
π0p 0.7 1.86 1 0.213 0j -0.0726-0.0107j 0j 0j 0.0165-0.00836j 0j
π0p 0.7 1.86 0.985 0.213 0.00347+0.00751j -0.0687-0.00964j -0.00145-0.000788j -0.00803+0.00949j 0.0158-0.00779j 0.00342+0.000337j
π0p 0.7 1.86 0.94 0.213 0.00416+0.0127j -0.0582-0.00695j -0.0051-0.00274j -0.0185+0.0169j 0.0137-0.00617j 0.00633+0.000666j
π0p 0.7 1.86 0.866 0.213 0.00161+0.0138j -0.0433-0.00365j -0.00938-0.00476j -0.0312+0.0206j 0.0105-0.00381j 0.00833+0.000989j
π0p 0.7 1.86 0.766 0.213 -0.00237+0.0107j -0.0266-0.00107j -0.0129-0.00555j -0.0435+0.0204j 0.00653-0.00112j 0.00918+0.00133j
π0p 0.7 1.86 0.643 0.213 -0.00554+0.00422j -0.00991-0.000229j -0.0151-0.00417j -0.0524+0.0169j 0.00257+0.00148j 0.00879+0.00171j
π0p 0.7 1.86 0.5 0.213 -0.0065-0.0036j 0.00535-0.00143j -0.0157-0.000487j -0.0556+0.0116j -0.000745+0.00358j 0.00727+0.00214j
π0p 0.7 1.86 0.342 0.213 -0.00507-0.0105j 0.0182-0.00411j -0.0148+0.00466j -0.0524+0.00633j -0.0029+0.00498j 0.00491+0.00258j
π0p 0.7 1.86 0.174 0.213 -0.00189-0.0145j 0.0281-0.00702j -0.0127+0.00969j -0.0435+0.00258j -0.00372+0.0056j 0.00217+0.00292j
π0p 0.7 1.86 0.0 0.213 0.00203-0.0149j 0.0345-0.00868j -0.00959+0.0128j -0.0305+0.000953j -0.00329+0.00552j -0.000351+0.00302j
π0p 0.7 1.86 -0.174 0.213 0.00576-0.0118j 0.0376-0.00793j -0.00615+0.0127j -0.0154+0.00112j -0.00197+0.00493j -0.00204+0.00269j
π0p 0.7 1.86 -0.342 0.213 0.00868-0.00673j 0.0377-0.00442j -0.0032+0.00902j -0.000208+0.00201j -0.000215+0.00406j -0.00239+0.00178j
π0p 0.7 1.86 -0.5 0.213 0.0104-0.00138j 0.0356+0.00119j -0.00172+0.00253j 0.0128+0.00226j 0.00151+0.00311j -0.00111+0.000215j
π0p 0.7 1.86 -0.643 0.213 0.0108+0.00264j 0.0321+0.00739j -0.00236-0.00492j 0.0218+0.000838j 0.00284+0.00224j 0.00174-0.00194j
π0p 0.7 1.86 -0.766 0.213 0.00974+0.00444j 0.0278+0.0123j -0.00499-0.0111j 0.0254-0.0026j 0.00353+0.00153j 0.00578-0.00447j
π0p 0.7 1.86 -0.866 0.213 0.00737+0.00407j 0.0227+0.0143j -0.00818-0.014j 0.0232-0.00752j 0.0035+0.000974j 0.0103-0.00706j
π0p 0.7 1.86 -0.94 0.213 0.00416+0.00241j 0.0166+0.0125j -0.00941-0.0127j 0.0165-0.0127j 0.00279+0.000573j 0.0145-0.0093j
π0p 0.7 1.86 -0.985 0.213 0.00122+0.000702j 0.00889+0.00726j -0.00653-0.00752j 0.00914-0.0166j 0.00155+0.000265j 0.0174-0.0108j
π0p 0.7 1.86 -1 0.213 0j 0j 0j 0.00591-0.018j 0j 0.0185-0.0114j
π0p 0.7 1.88 1 0.209 0j -0.0717-0.014j 0j 0j 0.0166-0.00762j 0j
π0p 0.7 1.88 0.985 0.209 0.00305+0.00775j -0.0681-0.0128j -0.0013-0.000881j -0.0081+0.00936j 0.0159-0.0071j 0.00326+0.000308j
π0p 0.7 1.88 0.94 0.209 0.00337+0.0131j -0.0582-0.0095j -0.00453-0.00307j -0.0186+0.0165j 0.0138-0.00564j 0.00605+0.000623j
π0p 0.7 1.88 0.866 0.209 0.000709+0.0143j -0.0441-0.00545j -0.00828-0.00539j -0.0314+0.02j 0.0105-0.0035j 0.00799+0.000953j
π0p 0.7 1.88 0.766 0.209 -0.00302+0.0112j -0.0282-0.0021j -0.0114-0.00644j -0.0435+0.0194j 0.00656-0.00105j 0.00886+0.00132j
π0p 0.7 1.88 0.643 0.209 -0.00558+0.00465j -0.012-0.000659j -0.0136-0.00519j -0.052+0.0156j 0.00257+0.00134j 0.00856+0.00173j
π0p 0.7 1.88 0.5 0.209 -0.00584-0.00321j 0.00331-0.00155j -0.0147-0.00148j -0.0548+0.0102j -0.000731+0.00331j 0.00717+0.00218j
π0p 0.7 1.88 0.342 0.209 -0.00389-0.01j 0.0167-0.00423j -0.0147+0.00388j -0.0513+0.00502j -0.00285+0.00464j 0.00494+0.0026j
π0p 0.7 1.88 0.174 0.209 -0.000631-0.0139j 0.0273-0.00737j -0.0135+0.00923j -0.0425+0.00171j -0.0036+0.00527j 0.00229+0.00289j
π0p 0.7 1.88 0.0 0.209 0.00284-0.014j 0.0345-0.00934j -0.0112+0.0127j -0.0298+0.000788j -0.00314+0.00524j -0.000201+0.00293j
π0p 0.7 1.88 -0.174 0.209 0.00575-0.0106j 0.0381-0.00881j -0.00819+0.0129j -0.0152+0.00182j -0.00181+0.00471j -0.0019+0.00254j
π0p 0.7 1.88 -0.342 0.209 0.00768-0.0053j 0.0383-0.00536j -0.00504+0.00927j -0.000451+0.00354j -9.31e-05+0.0039j -0.00227+0.0016j
π0p 0.7 1.88 -0.5 0.209 0.00862+0.000165j 0.0359+0.000401j -0.00284+0.00276j 0.0125+0.00444j 0.00155+0.00297j -0.00102+7.16e-05j
π0p 0.7 1.88 -0.643 0.209 0.00863+0.00411j 0.0318+0.00691j -0.0025-0.00483j 0.0219+0.00332j 0.00279+0.00211j 0.00186-0.00196j
π0p 0.7 1.88 -0.766 0.209 0.00773+0.00564j 0.0269+0.0121j -0.00424-0.0111j 0.0263-0.000158j 0.00341+0.00139j 0.00596-0.00432j
π0p 0.7 1.88 -0.866 0.209 0.0059+0.00489j 0.0215+0.0144j -0.00694-0.0142j 0.0252-0.00537j 0.00335+0.000853j 0.0106-0.00669j
π0p 0.7 1.88 -0.94 0.209 0.00338+0.00282j 0.0154+0.0127j -0.00821-0.0129j 0.0197-0.0109j 0.00267+0.000466j 0.0149-0.00873j
π0p 0.7 1.88 -0.985 0.209 0.001+0.000817j 0.00823+0.00741j -0.0058-0.00765j 0.0131-0.0152j 0.00148+0.000201j 0.018-0.0101j
π0p 0.7 1.88 -1 0.209 0j 0j 0j 0.0101-0.0167j 0j 0.0191-0.0106j
π0p 0.7 1.9 1 0.204 0j -0.07-0.0169j 0j 0j 0.0167-0.00693j 0j
π0p 0.7 1.9 0.985 0.204 0.00249+0.00769j -0.0666-0.0156j -0.00112-0.00091j -0.00838+0.00914j 0.016-0.00647j 0.00314+0.000236j
π0p 0.7 1.9 0.94 0.204 0.00236+0.013j -0.0574-0.012j -0.00389-0.00318j -0.0192+0.0161j 0.0139-0.00518j 0.00583+0.000502j
π0p 0.7 1.9 0.866 0.204 -0.000487+0.0143j -0.0443-0.00742j -0.00705-0.00562j -0.032+0.0194j 0.0106-0.00327j 0.00772+0.000838j
π0p 0.7 1.9 0.766 0.204 -0.00396+0.0112j -0.0293-0.00356j -0.00978-0.0068j -0.044+0.0186j 0.00663-0.00106j 0.0086+0.00125j
π0p 0.7 1.9 0.643 0.204 -0.0059+0.00483j -0.0136-0.0017j -0.0119-0.00567j -0.0521+0.0146j 0.00263+0.00112j 0.00836+0.00172j
π0p 0.7 1.9 0.5 0.204 -0.00537-0.00282j 0.0017-0.00232j -0.0134-0.00203j -0.0543+0.00922j -0.000666+0.00298j 0.00706+0.00223j
π0p 0.7 1.9 0.342 0.204 -0.00284-0.00941j 0.0156-0.00491j -0.0143+0.0033j -0.0506+0.00432j -0.00276+0.00428j 0.00491+0.00267j
π0p 0.7 1.9 0.174 0.204 0.00053-0.0131j 0.0271-0.00808j -0.0142+0.0087j -0.0418+0.00143j -0.00348+0.00495j 0.00233+0.00295j
π0p 0.7 1.9 0.0 0.204 0.00358-0.013j 0.0351-0.0102j -0.0128+0.0123j -0.0295+0.00108j -0.00299+0.00499j -0.000122+0.00292j
π0p 0.7 1.9 -0.174 0.204 0.00562-0.00956j 0.0392-0.00974j -0.0102+0.0126j -0.0155+0.00276j -0.00166+0.00454j -0.00182+0.00245j
π0p 0.7 1.9 -0.342 0.204 0.00655-0.00421j 0.0395-0.00632j -0.00677+0.00916j -0.00135+0.0051j 3.58e-05+0.00376j -0.00221+0.00146j
π0p 0.7 1.9 -0.5 0.204 0.00666+0.00116j 0.0366-0.000494j -0.00379+0.00282j 0.0114+0.00648j 0.00163+0.00284j -0.00096-5.02e-05j
π0p 0.7 1.9 -0.643 0.204 0.00631+0.00493j 0.0318+0.00616j -0.00242-0.00463j 0.0212+0.00566j 0.00282+0.00194j 0.00192-0.002j
π0p 0.7 1.9 -0.766 0.204 0.00557+0.00625j 0.0261+0.0116j -0.00323-0.0109j 0.0265+0.00228j 0.00339+0.00119j 0.00608-0.00419j
π0p 0.7 1.9 -0.866 0.204 0.00433+0.00527j 0.0203+0.014j -0.00543-0.0139j 0.0267-0.00301j 0.00331+0.000638j 0.0108-0.00635j
π0p 0.7 1.9 -0.94 0.204 0.00256+0.00301j 0.0143+0.0125j -0.00679-0.0127j 0.0224-0.00871j 0.00262+0.000294j 0.0152-0.00818j
π0p 0.7 1.9 -0.985 0.204 0.000781+0.000867j 0.00751+0.00734j -0.00497-0.00752j 0.0167-0.0131j 0.00145+0.0001j 0.0183-0.00941j
π0p 0.7 1.9 -1 0.204 0j 0j 0j 0.014-0.0147j 0j 0.0194-0.00984j
π0p 0.7 1.92 1 0.2 0j -0.0674-0.0191j 0j 0j 0.0167-0.00631j 0j
π0p 0.7 1.92 0.985 0.2 0.00198+0.00733j -0.0643-0.0177j -0.000967-0.000881j -0.00878+0.00876j 0.016-0.00592j 0.00307+0.00015j
π0p 0.7 1.92 0.94 0.2 0.0014+0.0124j -0.0558-0.014j -0.0033-0.00309j -0.02+0.0154j 0.014-0.00479j 0.00569+0.000358j
π0p 0.7 1.92 0.866 0.2 -0.00165+0.0136j -0.0437-0.00929j -0.0059-0.00547j -0.033+0.0184j 0.0107-0.0031j 0.00754+0.000688j
π0p 0.7 1.92 0.766 0.2 -0.00492+0.0108j -0.0296-0.00521j -0.0082-0.00666j -0.045+0.0176j 0.00676-0.00112j 0.0084+0.00114j
π0p 0.7 1.92 0.643 0.2 -0.00629+0.00476j -0.0145-0.0031j -0.0103-0.00562j -0.0526+0.0138j 0.00278+0.000888j 0.00818+0.0017j
π0p 0.7 1.92 0.5 0.2 -0.00507-0.00244j 0.000774-0.00349j -0.0122-0.00218j -0.0544+0.0086j -0.000509+0.00264j 0.00691+0.00228j
π0p 0.7 1.92 0.342 0.2 -0.00199-0.00863j 0.0152-0.00587j -0.014+0.00292j -0.0504+0.00403j -0.0026+0.00393j 0.00481+0.00277j
π0p 0.7 1.92 0.174 0.2 0.0015-0.012j 0.0275-0.0089j -0.0148+0.0081j -0.0417+0.00153j -0.00332+0.00464j 0.00228+0.00305j
π0p 0.7 1.92 0.0 0.2 0.00416-0.0119j 0.0364-0.0109j -0.0143+0.0116j -0.0298+0.00161j -0.00284+0.00477j -0.000136+0.00296j
π0p 0.7 1.92 -0.174 0.2 0.0054-0.00853j 0.041-0.0105j -0.0119+0.0119j -0.0165+0.00369j -0.00152+0.00438j -0.00181+0.00241j
π0p 0.7 1.92 -0.342 0.2 0.0054-0.00343j 0.0413-0.00709j -0.00832+0.00873j -0.00294+0.00641j 0.000158+0.00363j -0.00219+0.00137j
π0p 0.7 1.92 -0.5 0.2 0.00476+0.00166j 0.0379-0.00132j -0.00461+0.00273j 0.00956+0.00811j 0.00175+0.0027j -0.000931-0.00015j
π0p 0.7 1.92 -0.643 0.2 0.00406+0.00517j 0.0322+0.00529j -0.00228-0.00433j 0.0197+0.00757j 0.00291+0.00177j 0.00196-0.00203j
π0p 0.7 1.92 -0.766 0.2 0.0035+0.00631j 0.0257+0.0107j -0.00223-0.0103j 0.026+0.00441j 0.00347+0.000974j 0.00613-0.00408j
π0p 0.7 1.92 -0.866 0.2 0.00284+0.00524j 0.0194+0.0133j -0.00398-0.0132j 0.0274-0.000688j 0.00339+0.000416j 0.0109-0.00605j
π0p 0.7 1.92 -0.94 0.2 0.00178+0.00297j 0.0133+0.0119j -0.00544-0.012j 0.0243-0.00625j 0.00269+0.0001j 0.0153-0.00768j
π0p 0.7 1.92 -0.985 0.2 0.000566+0.000853j 0.00688+0.00702j -0.00416-0.00713j 0.0195-0.0105j 0.00149-7.16e-06j 0.0185-0.00877j
π0p 0.7 1.92 -1 0.2 0j 0j 0j 0.0171-0.0121j 0j 0.0196-0.00915j
π0p 0.7 1.94 1 0.195 0j -0.0642-0.0201j 0j 0j 0.0167-0.00575j 0j
π0p 0.7 1.94 0.985 0.195 0.00155+0.00673j -0.0613-0.0188j -0.000831-0.00081j -0.00922+0.00816j 0.016-0.00541j 0.00302+5.73e-05j