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 1.94 0.94 0.195 0.00058+0.0114j -0.0536-0.0152j -0.00277-0.00282j -0.0208+0.0143j 0.014-0.00443j 0.00561+0.000208j
π0p 0.7 1.94 0.866 0.195 -0.00269+0.0126j -0.0424-0.0106j -0.00489-0.005j -0.0342+0.0172j 0.0109-0.00294j 0.00743+0.00053j
π0p 0.7 1.94 0.766 0.195 -0.00585+0.00995j -0.0292-0.00659j -0.0068-0.00608j -0.0462+0.0164j 0.00696-0.00116j 0.00826+0.00102j
π0p 0.7 1.94 0.643 0.195 -0.00677+0.00449j -0.0147-0.00444j -0.00878-0.00513j -0.0536+0.0128j 0.003+0.000681j 0.00802+0.00165j
π0p 0.7 1.94 0.5 0.195 -0.00495-0.00206j 0.000638-0.00463j -0.0111-0.00196j -0.055+0.00801j -0.000279+0.00234j 0.00674+0.00231j
π0p 0.7 1.94 0.342 0.195 -0.00143-0.0077j 0.0156-0.00671j -0.0135+0.00271j -0.0508+0.00387j -0.00239+0.00362j 0.00466+0.00284j
π0p 0.7 1.94 0.174 0.195 0.00216-0.0108j 0.0287-0.00944j -0.0153+0.00745j -0.0422+0.00173j -0.00313+0.00438j 0.00215+0.00312j
π0p 0.7 1.94 0.0 0.195 0.00447-0.0106j 0.0383-0.0112j -0.0154+0.0106j -0.0308+0.00205j -0.00267+0.00458j -0.000229+0.00299j
π0p 0.7 1.94 -0.174 0.195 0.00503-0.00755j 0.0433-0.0107j -0.0134+0.011j -0.0181+0.00428j -0.00137+0.00425j -0.00186+0.00239j
π0p 0.7 1.94 -0.342 0.195 0.00423-0.00289j 0.0435-0.00738j -0.00959+0.00803j -0.0051+0.00711j 0.000294+0.00353j -0.00221+0.00128j
π0p 0.7 1.94 -0.5 0.195 0.00294+0.00173j 0.0396-0.00184j -0.00525+0.00254j 0.00719+0.00896j 0.00188+0.00259j -0.000946-0.000251j
π0p 0.7 1.94 -0.643 0.195 0.00199+0.0049j 0.0331+0.0045j -0.00207-0.00394j 0.0176+0.00867j 0.00306+0.00161j 0.00195-0.00208j
π0p 0.7 1.94 -0.766 0.195 0.00161+0.0059j 0.0257+0.00974j -0.00128-0.00939j 0.0248+0.00587j 0.00363+0.000781j 0.00613-0.00401j
π0p 0.7 1.94 -0.866 0.195 0.00148+0.00488j 0.0188+0.0122j -0.00266-0.012j 0.0274+0.00118j 0.00355+0.000208j 0.0109-0.00582j
π0p 0.7 1.94 -0.94 0.195 0.00107+0.00276j 0.0125+0.0111j -0.00422-0.011j 0.0254-0.00398j 0.00282-7.88e-05j 0.0153-0.00729j
π0p 0.7 1.94 -0.985 0.195 0.000373+0.000788j 0.00638+0.00653j -0.00345-0.00653j 0.0214-0.00798j 0.00157-0.000107j 0.0185-0.00826j
π0p 0.7 1.94 -1 0.195 0j 0j 0j 0.0194-0.00948j 0j 0.0197-0.0086j
π0p 0.7 1.96 1 0.191 0j -0.0611-0.0198j 0j 0j 0.0166-0.00522j 0j
π0p 0.7 1.96 0.985 0.191 0.00136+0.00598j -0.0584-0.0185j -0.000731-0.000702j -0.00957+0.00739j 0.0159-0.00493j 0.00302-2.87e-05j
π0p 0.7 1.96 0.94 0.191 0.000129+0.0101j -0.0512-0.0152j -0.00241-0.00245j -0.0216+0.013j 0.0141-0.00407j 0.0056+7.16e-05j
π0p 0.7 1.96 0.866 0.191 -0.00335+0.0112j -0.0408-0.011j -0.00415-0.00433j -0.0353+0.0155j 0.011-0.00275j 0.00737+0.000373j
π0p 0.7 1.96 0.766 0.191 -0.00651+0.00888j -0.0283-0.00731j -0.00575-0.00523j -0.0475+0.0148j 0.00717-0.00115j 0.00816+0.000896j
π0p 0.7 1.96 0.643 0.191 -0.00719+0.00407j -0.0142-0.00525j -0.00767-0.00434j -0.0548+0.0115j 0.00327+0.000552j 0.00787+0.00158j
π0p 0.7 1.96 0.5 0.191 -0.00499-0.00172j 0.00108-0.00531j -0.0103-0.00152j -0.056+0.00724j 0+0.00213j 0.00656+0.00229j
π0p 0.7 1.96 0.342 0.191 -0.00118-0.0067j 0.0164-0.00706j -0.0132+0.00262j -0.0516+0.00353j -0.00214+0.00339j 0.00446+0.00287j
π0p 0.7 1.96 0.174 0.191 0.00244-0.00944j 0.0302-0.00939j -0.0156+0.00679j -0.0431+0.00167j -0.00293+0.00418j 0.00196+0.00315j
π0p 0.7 1.96 0.0 0.191 0.00448-0.00931j 0.0404-0.0108j -0.0163+0.00957j -0.0321+0.00208j -0.00251+0.00442j -0.00038+0.00299j
π0p 0.7 1.96 -0.174 0.191 0.00451-0.00665j 0.0458-0.0102j -0.0145+0.00981j -0.02+0.00425j -0.00125+0.00415j -0.00197+0.00233j
π0p 0.7 1.96 -0.342 0.191 0.00312-0.00256j 0.0459-0.00704j -0.0105+0.00717j -0.00743+0.00698j 0.000416+0.00345j -0.00228+0.00118j
π0p 0.7 1.96 -0.5 0.191 0.00139+0.00151j 0.0415-0.00187j -0.00574+0.00226j 0.00473+0.00884j 0.00203+0.0025j -0.000974-0.000373j
π0p 0.7 1.96 -0.643 0.191 0.000279+0.00431j 0.0342+0.004j -0.00193-0.00349j 0.0155+0.00875j 0.00324+0.0015j 0.00193-0.00216j
π0p 0.7 1.96 -0.766 0.191 8.6e-05+0.00518j 0.0261+0.00884j -0.000595-0.00833j 0.0234+0.00636j 0.00385+0.000638j 0.00609-0.004j
π0p 0.7 1.96 -0.866 0.191 0.000394+0.00428j 0.0187+0.0111j -0.00171-0.0107j 0.027+0.00225j 0.00377+5.02e-05j 0.0108-0.00569j
π0p 0.7 1.96 -0.94 0.191 0.000509+0.00243j 0.0121+0.0101j -0.00336-0.00975j 0.026-0.00234j 0.00302-0.000208j 0.0153-0.00704j
π0p 0.7 1.96 -0.985 0.191 0.000222+0.000695j 0.0061+0.00596j -0.00297-0.00578j 0.0227-0.0059j 0.00168-0.000186j 0.0184-0.00792j
π0p 0.7 1.96 -1 0.191 0j 0j 0j 0.0209-0.00724j 0j 0.0196-0.00823j
π0p 0.7 1.98 1 0.187 0j -0.0586-0.0183j 0j 0j 0.0164-0.00473j 0j
π0p 0.7 1.98 0.985 0.187 0.00138+0.00517j -0.0561-0.0172j -0.000681-0.00058j -0.00976+0.00651j 0.0158-0.00447j 0.00304-9.31e-05j
π0p 0.7 1.98 0.94 0.187 2.15e-05+0.00875j -0.0492-0.0143j -0.00219-0.00203j -0.0221+0.0114j 0.014-0.0037j 0.00561-5.02e-05j
π0p 0.7 1.98 0.866 0.187 -0.00365+0.00967j -0.0394-0.0106j -0.00368-0.00357j -0.0362+0.0136j 0.0111-0.00253j 0.00737+0.000229j
π0p 0.7 1.98 0.766 0.187 -0.00694+0.00772j -0.0274-0.00729j -0.00505-0.00426j -0.0486+0.013j 0.00737-0.00106j 0.0081+0.000759j
π0p 0.7 1.98 0.643 0.187 -0.00756+0.00358j -0.0136-0.00543j -0.00689-0.00343j -0.056+0.0101j 0.00353+0.000516j 0.00775+0.00148j
π0p 0.7 1.98 0.5 0.187 -0.00521-0.00143j 0.00168-0.00541j -0.00962-0.00096j -0.0571+0.00623j 0.000265+0.00201j 0.00639+0.00223j
π0p 0.7 1.98 0.342 0.187 -0.00127-0.00574j 0.0174-0.00684j -0.0129+0.0026j -0.0527+0.00293j -0.0019+0.00324j 0.00426+0.00283j
π0p 0.7 1.98 0.174 0.187 0.00234-0.00815j 0.0316-0.00874j -0.0158+0.00616j -0.0443+0.00128j -0.00275+0.00404j 0.00176+0.00311j
π0p 0.7 1.98 0.0 0.187 0.00417-0.00808j 0.0424-0.00983j -0.0168+0.00848j -0.0336+0.00166j -0.00239+0.00432j -0.000545+0.00292j
π0p 0.7 1.98 -0.174 0.187 0.00385-0.00585j 0.0481-0.00909j -0.0152+0.0086j -0.0218+0.00363j -0.00115+0.00407j -0.00208+0.00223j
π0p 0.7 1.98 -0.342 0.187 0.00208-0.00236j 0.0481-0.00614j -0.0112+0.00625j -0.00948+0.00613j 0.000509+0.00339j -0.00234+0.00104j
π0p 0.7 1.98 -0.5 0.187 7.88e-05+0.00112j 0.0433-0.00143j -0.00605+0.00196j 0.00266+0.00789j 0.00215+0.00244j -0.000996-0.000523j
π0p 0.7 1.98 -0.643 0.187 -0.00109+0.00354j 0.0355+0.00383j -0.00183-0.00305j 0.0137+0.00795j 0.00341+0.00142j 0.00192-0.00229j
π0p 0.7 1.98 -0.766 0.187 -0.00109+0.00433j 0.0268+0.00815j -0.00015-0.00724j 0.0223+0.00599j 0.00406+0.000537j 0.00608-0.00406j
π0p 0.7 1.98 -0.866 0.187 -0.000416+0.0036j 0.0188+0.0101j -0.0011-0.00926j 0.0267+0.0025j 0.00401-5.02e-05j 0.0108-0.00567j
π0p 0.7 1.98 -0.94 0.187 0.0001+0.00204j 0.0121+0.00915j -0.00283-0.00845j 0.0265-0.00143j 0.00322-0.000301j 0.0152-0.00694j
π0p 0.7 1.98 -0.985 0.187 0.000115+0.000588j 0.006+0.0054j -0.00267-0.00502j 0.0237-0.00449j 0.00181-0.000236j 0.0184-0.00775j
π0p 0.7 1.98 -1 0.187 0j 0j 0j 0.0221-0.00565j 0j 0.0195-0.00802j
π0p 0.7 2 1 0.183 0j -0.0571-0.0162j 0j 0j 0.0161-0.00428j 0j
π0p 0.7 2 0.985 0.183 0.00158+0.00438j -0.0546-0.0152j -0.000659-0.000466j -0.00977+0.0056j 0.0156-0.00406j 0.00307-0.00015j
π0p 0.7 2 0.94 0.183 0.000208+0.00743j -0.048-0.0127j -0.00208-0.00162j -0.0223+0.0098j 0.0139-0.00337j 0.00565-0.00015j
π0p 0.7 2 0.866 0.183 -0.00366+0.00823j -0.0385-0.00957j -0.00343-0.00282j -0.0368+0.0117j 0.0111-0.00229j 0.00739+0.0001j
π0p 0.7 2 0.766 0.183 -0.00715+0.00658j -0.0269-0.00676j -0.00465-0.00331j -0.0494+0.011j 0.00751-0.000939j 0.00808+0.000631j
π0p 0.7 2 0.643 0.183 -0.00788+0.00307j -0.0132-0.00514j -0.00641-0.00253j -0.0569+0.00845j 0.00373+0.000545j 0.00767+0.00136j
π0p 0.7 2 0.5 0.183 -0.00556-0.00118j 0.00209-0.00507j -0.00919-0.000394j -0.0581+0.00507j 0.000473+0.00197j 0.00625+0.00213j
π0p 0.7 2 0.342 0.183 -0.00161-0.00488j 0.0181-0.00621j -0.0127+0.00261j -0.0537+0.00214j -0.00172+0.00316j 0.00409+0.00274j
π0p 0.7 2 0.174 0.183 0.00193-0.00697j 0.0327-0.0077j -0.0158+0.00557j -0.0454+0.000645j -0.00262+0.00395j 0.00159+0.00302j
π0p 0.7 2 0.0 0.183 0.00361-0.00699j 0.0439-0.00846j -0.0171+0.00745j -0.0348+0.000931j -0.00231+0.00424j -0.000688+0.00282j
π0p 0.7 2 -0.174 0.183 0.00307-0.00515j 0.0499-0.00763j -0.0156+0.00746j -0.0232+0.00264j -0.0011+0.00401j -0.00217+0.00209j
π0p 0.7 2 -0.342 0.183 0.0011-0.00225j 0.05-0.00491j -0.0115+0.00537j -0.011+0.00484j 0.000559+0.00334j -0.00236+0.000881j
π0p 0.7 2 -0.5 0.183 -0.00102+0.000688j 0.0449-0.000702j -0.00625+0.00166j 0.00124+0.00645j 0.00224+0.00239j -0.000982-0.000681j
π0p 0.7 2 -0.643 0.183 -0.00216+0.00275j 0.0367+0.00393j -0.00179-0.00264j 0.0127+0.00663j 0.00355+0.00137j 0.00196-0.00243j
π0p 0.7 2 -0.766 0.183 -0.00196+0.00346j 0.0275+0.00766j 8.6e-05-0.00621j 0.0218+0.00509j 0.00426+0.00048j 0.0061-0.00417j
π0p 0.7 2 -0.866 0.183 -0.000996+0.00292j 0.0192+0.00932j -0.000802-0.00794j 0.0269+0.00221j 0.00423-0.000115j 0.0108-0.00572j
π0p 0.7 2 -0.94 0.183 -0.000179+0.00166j 0.0122+0.00832j -0.00259-0.00723j 0.0273-0.00105j 0.00343-0.000351j 0.0152-0.00693j
π0p 0.7 2 -0.985 0.183 3.58e-05+0.00048j 0.00604+0.00489j -0.00256-0.00428j 0.0248-0.00362j 0.00193-0.000272j 0.0184-0.0077j
π0p 0.7 2 -1 0.183 0j 0j 0j 0.0233-0.00459j 0j 0.0196-0.00795j