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
0.0 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 0.9 1.54 -0.94 0.376 -0.00173+0.00043j 0.0126-0.0251j -0.0222+0.00105j 0.0162-0.00625j -0.00168+0.000487j -0.000344+0.00311j
π0p 0.9 1.54 -0.985 0.376 -0.00033+0.000107j 0.0072-0.0128j -0.0133+0.000437j 0.0124-0.00973j -0.000917+0.000244j -0.000845+0.00307j
π0p 0.9 1.54 -1 0.376 0j 0j 0j 0.0106-0.0109j 0j -0.00103+0.00305j
π0p 0.9 1.56 1 0.367 0j -0.0266+0.00835j 0j 0j -0.00464-0.00181j 0j
π0p 0.9 1.56 0.985 0.367 -0.00216+0.00259j -0.0258+0.00717j -0.000115+0.00015j -0.000724+0.0144j -0.00441-0.00168j 0.000265-0.00043j
π0p 0.9 1.56 0.94 0.367 -0.00564+0.00476j -0.0237+0.00373j -0.000301+0.00058j -0.00287+0.0276j -0.0038-0.00133j 0.000573-0.000767j
π0p 0.9 1.56 0.866 0.367 -0.0111+0.00618j -0.0208-0.00171j -0.000193+0.00128j -0.00707+0.0387j -0.00291-0.000802j 0.000946-0.000946j
π0p 0.9 1.56 0.766 0.367 -0.0181+0.00668j -0.0175-0.00868j 0.000451+0.00214j -0.0129+0.0468j -0.00193-0.000179j 0.00141-0.000917j
π0p 0.9 1.56 0.643 0.367 -0.0258+0.00627j -0.0141-0.0166j 0.00157+0.00309j -0.0192+0.0516j -0.00105+0.000451j 0.00196-0.000659j
π0p 0.9 1.56 0.5 0.367 -0.0329+0.00514j -0.0105-0.0248j 0.0028+0.00395j -0.0246+0.0529j -0.000373+0.00101j 0.00256-0.000201j
π0p 0.9 1.56 0.342 0.367 -0.0384+0.0036j -0.00641-0.0325j 0.00358+0.00454j -0.0277+0.0512j -7.16e-06+0.00143j 0.00312+0.000416j
π0p 0.9 1.56 0.174 0.367 -0.0412+0.00196j -0.00181-0.0391j 0.0033+0.00471j -0.0277+0.0468j 2.15e-05+0.00168j 0.00355+0.0011j
π0p 0.9 1.56 0.0 0.367 -0.0412+0.000509j 0.00337-0.044j 0.00153+0.00435j -0.0242+0.0405j -0.000272+0.00175j 0.00375+0.00176j
π0p 0.9 1.56 -0.174 0.367 -0.0382-0.000559j 0.0089-0.0467j -0.002+0.00345j -0.0176+0.033j -0.000795+0.00166j 0.00365+0.00233j
π0p 0.9 1.56 -0.342 0.367 -0.0327-0.00117j 0.0144-0.0471j -0.00719+0.00216j -0.00878+0.0249j -0.00143+0.00145j 0.00322+0.00272j
π0p 0.9 1.56 -0.5 0.367 -0.0256-0.00135j 0.0192-0.0452j -0.0136+0.000666j 0.000867+0.0168j -0.00203+0.00118j 0.00246+0.00292j
π0p 0.9 1.56 -0.643 0.367 -0.0179-0.00123j 0.0227-0.041j -0.0202-0.000716j 0.00952+0.00929j -0.00248+0.000888j 0.00147+0.00291j
π0p 0.9 1.56 -0.766 0.367 -0.0108-0.000931j 0.0241-0.035j -0.0255-0.00171j 0.0154+0.0027j -0.00265+0.000616j 0.00033+0.00274j
π0p 0.9 1.56 -0.866 0.367 -0.00532-0.00058j 0.0227-0.0275j -0.0276-0.00213j 0.0174-0.00267j -0.00247+0.000394j -0.000802+0.00249j
π0p 0.9 1.56 -0.94 0.367 -0.00192-0.000272j 0.018-0.0189j -0.0242-0.00189j 0.0157-0.00664j -0.00192+0.000222j -0.00178+0.00224j
π0p 0.9 1.56 -0.985 0.367 -0.00038-7.16e-05j 0.01-0.00963j -0.0144-0.0011j 0.0125-0.00907j -0.00105+0.0001j -0.00244+0.00204j
π0p 0.9 1.56 -1 0.367 0j 0j 0j 0.0109-0.00989j 0j -0.00267+0.00197j
π0p 0.9 1.58 1 0.358 0j -0.0281+0.0146j 0j 0j -0.00527-0.00275j 0j
π0p 0.9 1.58 0.985 0.358 -0.000795+0.00214j -0.0273+0.0134j -0.000107+0.000136j 0.000222+0.0132j -0.00499-0.00257j 0.000179-0.000552j
π0p 0.9 1.58 0.94 0.358 -0.00315+0.00376j -0.0252+0.00992j -0.000258+0.000537j -0.00121+0.0253j -0.00421-0.00208j 0.000416-0.000974j
π0p 0.9 1.58 0.866 0.358 -0.00782+0.00451j -0.0222+0.0045j -7.88e-05+0.00115j -0.00507+0.035j -0.0031-0.00135j 0.000767-0.00118j
π0p 0.9 1.58 0.766 0.358 -0.0145+0.00419j -0.0189-0.00238j 0.000673+0.00188j -0.011+0.0416j -0.00186-0.000487j 0.00125-0.0011j
π0p 0.9 1.58 0.643 0.358 -0.0223+0.00287j -0.0153-0.0101j 0.00191+0.00257j -0.0176+0.0448j -0.000716+0.000365j 0.00187-0.000731j
π0p 0.9 1.58 0.5 0.358 -0.0298+0.000824j -0.0113-0.0179j 0.00322+0.00305j -0.0235+0.0447j 0.000143+0.00109j 0.00256-9.31e-05j
π0p 0.9 1.58 0.342 0.358 -0.0357-0.00155j -0.00673-0.0251j 0.004+0.00313j -0.0273+0.0417j 0.000616+0.0016j 0.00322+0.000709j
π0p 0.9 1.58 0.174 0.358 -0.0392-0.00378j -0.00139-0.031j 0.00363+0.00265j -0.0278+0.0365j 0.000652+0.00184j 0.00374+0.00157j
π0p 0.9 1.58 0.0 0.358 -0.0398-0.00552j 0.00469-0.0351j 0.00163+0.00154j -0.0248+0.0298j 0.000279+0.00182j 0.00398+0.00235j
π0p 0.9 1.58 -0.174 0.358 -0.0374-0.00648j 0.0112-0.0371j -0.0022-0.000115j -0.0183+0.0225j -0.000394+0.00158j 0.00385+0.00293j
π0p 0.9 1.58 -0.342 0.358 -0.0324-0.00663j 0.0176-0.037j -0.00773-0.0021j -0.00939+0.0152j -0.00123+0.0012j 0.0033+0.00322j
π0p 0.9 1.58 -0.5 0.358 -0.0256-0.00604j 0.0231-0.0349j -0.0144-0.00407j 0.000616+0.00844j -0.00203+0.000759j 0.00236+0.0032j
π0p 0.9 1.58 -0.643 0.358 -0.018-0.00492j 0.0269-0.0311j -0.0213-0.00562j 0.00984+0.00262j -0.00265+0.000344j 0.00111+0.00289j
π0p 0.9 1.58 -0.766 0.358 -0.011-0.00355j 0.0283-0.026j -0.0268-0.00639j 0.0164-0.00211j -0.00292+2.87e-05j -0.000308+0.00236j
π0p 0.9 1.58 -0.866 0.358 -0.00545-0.00216j 0.0264-0.0201j -0.0288-0.00615j 0.019-0.00572j -0.00277-0.00015j -0.00171+0.00176j
π0p 0.9 1.58 -0.94 0.358 -0.00199-0.00102j 0.0207-0.0136j -0.0251-0.00484j 0.0178-0.00823j -0.00218-0.000201j -0.00291+0.00118j
π0p 0.9 1.58 -0.985 0.358 -0.000401-0.000265j 0.0115-0.00686j -0.0149-0.00267j 0.0148-0.0097j -0.0012-0.000129j -0.00372+0.000781j
π0p 0.9 1.58 -1 0.358 0j 0j 0j 0.0133-0.0102j 0j -0.00401+0.000638j
π0p 0.9 1.6 1 0.349 0j -0.0311+0.0204j 0j 0j -0.00605-0.00431j 0j
π0p 0.9 1.6 0.985 0.349 0.000716+0.00233j -0.0303+0.019j -8.6e-05+0.000193j 0.00143+0.0136j -0.0057-0.00406j 7.88e-05-0.00081j
π0p 0.9 1.6 0.94 0.349 -0.000358+0.004j -0.0283+0.0151j -0.000143+0.000738j 0.00096+0.0258j -0.00474-0.00331j 0.000236-0.00144j
π0p 0.9 1.6 0.866 0.349 -0.00415+0.00449j -0.0254+0.009j 0.000201+0.00153j -0.0023+0.0353j -0.00336-0.0022j 0.000537-0.00174j
π0p 0.9 1.6 0.766 0.349 -0.0104+0.00359j -0.022+0.00138j 0.0012+0.00241j -0.00797+0.0413j -0.00183-0.000917j 0.00103-0.00163j
π0p 0.9 1.6 0.643 0.349 -0.0181+0.00137j -0.0184-0.00696j 0.00272+0.00316j -0.0147+0.0434j -0.000408+0.000337j 0.00171-0.00109j
π0p 0.9 1.6 0.5 0.349 -0.0258-0.00178j -0.0142-0.0151j 0.0043+0.00351j -0.0209+0.0419j 0.000681+0.00138j 0.00249-0.000193j
π0p 0.9 1.6 0.342 0.349 -0.0323-0.00529j -0.0092-0.0223j 0.00527+0.00321j -0.025+0.0374j 0.00129+0.00207j 0.00326+0.000924j
π0p 0.9 1.6 0.174 0.349 -0.0364-0.00853j -0.00318-0.0279j 0.00497+0.00208j -0.026+0.0308j 0.00135+0.00234j 0.00386+0.00208j
π0p 0.9 1.6 0.0 0.349 -0.0376-0.011j 0.00378-0.0313j 0.00292+0.000122j -0.0232+0.0232j 0.000917+0.00219j 0.00415+0.00307j
π0p 0.9 1.6 -0.174 0.349 -0.0358-0.0122j 0.0113-0.0324j -0.00107-0.00252j -0.0168+0.0156j 9.31e-05+0.00171j 0.004+0.0037j
π0p 0.9 1.6 -0.342 0.349 -0.0313-0.0122j 0.0186-0.0313j -0.00686-0.00549j -0.00777+0.00864j -0.000939+0.00103j 0.00336+0.00389j
π0p 0.9 1.6 -0.5 0.349 -0.0249-0.011j 0.025-0.0284j -0.0139-0.00827j 0.00254+0.00291j -0.00195+0.000301j 0.00225+0.00358j
π0p 0.9 1.6 -0.643 0.349 -0.0177-0.00893j 0.0295-0.0243j -0.0211-0.0103j 0.0122-0.0014j -0.00274-0.000337j 0.000781+0.00282j
π0p 0.9 1.6 -0.766 0.349 -0.0108-0.00643j 0.031-0.0194j -0.0268-0.0111j 0.0193-0.00434j -0.00314-0.000759j -0.000896+0.00177j
π0p 0.9 1.6 -0.866 0.349 -0.00537-0.00395j 0.0289-0.0143j -0.029-0.0103j 0.0224-0.00614j -0.00303-0.000917j -0.00254+0.000616j
π0p 0.9 1.6 -0.94 0.349 -0.00196-0.00186j 0.0227-0.00935j -0.0254-0.00794j 0.0215-0.00711j -0.0024-0.000795j -0.00395-0.000416j
π0p 0.9 1.6 -0.985 0.349 -0.000387-0.00048j 0.0126-0.00459j -0.0151-0.00432j 0.0188-0.00755j -0.00133-0.000459j -0.00489-0.00112j
π0p 0.9 1.6 -1 0.349 0j 0j 0j 0.0173-0.00767j 0j -0.00523-0.00138j
π0p 0.9 1.62 1 0.34 0j -0.0366+0.0247j 0j 0j -0.00658-0.0066j 0j
π0p 0.9 1.62 0.985 0.34 0.00201+0.00329j -0.0357+0.023j -7.88e-05+0.000322j 0.00204+0.0155j -0.00619-0.00619j 6.45e-05-0.00128j
π0p 0.9 1.62 0.94 0.34 0.00203+0.00565j -0.0334+0.0182j -0.000115+0.00123j 0.00204+0.0291j -0.00509-0.00503j 0.000215-0.00228j
π0p 0.9 1.62 0.866 0.34 -0.00096+0.00637j -0.0302+0.0107j 0.00033+0.00255j -0.00096+0.0394j -0.00353-0.00332j 0.000523-0.00279j
π0p 0.9 1.62 0.766 0.34 -0.00675+0.0051j -0.0265+0.00155j 0.00151+0.00397j -0.00653+0.0454j -0.00178-0.00135j 0.00102-0.00267j
π0p 0.9 1.62 0.643 0.34 -0.0142+0.00195j -0.0223-0.0082j 0.0033+0.00512j -0.0133+0.0468j -0.000158+0.000573j 0.00172-0.00192j
π0p 0.9 1.62 0.5 0.34 -0.0219-0.00257j -0.0175-0.0174j 0.00521+0.0056j -0.0195+0.0438j 0.0011+0.00214j 0.00253-0.000645j
π0p 0.9 1.62 0.342 0.34 -0.0285-0.00766j -0.0117-0.025j 0.00651+0.00505j -0.0235+0.0376j 0.00181+0.00313j 0.00332+0.000946j
π0p 0.9 1.62 0.174 0.34 -0.0329-0.0124j -0.00487-0.0301j 0.00653+0.00326j -0.0242+0.0293j 0.00191+0.00345j 0.00393+0.00254j
π0p 0.9 1.62 0.0 0.34 -0.0345-0.0161j 0.00301-0.0325j 0.00471+0.000236j -0.0212+0.0203j 0.00145+0.00311j 0.0042+0.00385j
π0p 0.9 1.62 -0.174 0.34 -0.0331-0.0181j 0.0114-0.032j 0.00086-0.00373j -0.0145+0.012j 0.00053+0.00224j 0.00401+0.00461j
π0p 0.9 1.62 -0.342 0.34 -0.0291-0.0182j 0.0197-0.0292j -0.00491-0.00809j -0.00511+0.00532j -0.000616+0.00106j 0.00329+0.00466j
π0p 0.9 1.62 -0.5 0.34 -0.0231-0.0166j 0.0267-0.0246j -0.012-0.0121j 0.00557+0.000659j -0.00177-0.000165j 0.00208+0.00393j
π0p 0.9 1.62 -0.643 0.34 -0.0163-0.0136j 0.0316-0.0193j -0.0194-0.015j 0.0156-0.00188j -0.00268-0.0012j 0.000487+0.00254j
π0p 0.9 1.62 -0.766 0.34 -0.00989-0.00987j 0.0333-0.0139j -0.0254-0.016j 0.0229-0.00264j -0.00317-0.00184j -0.00131+0.000709j
π0p 0.9 1.62 -0.866 0.34 -0.00482-0.00609j 0.031-0.00915j -0.028-0.0148j 0.0262-0.00218j -0.0031-0.00199j -0.00307-0.00123j
π0p 0.9 1.62 -0.94 0.34 -0.0017-0.00289j 0.0243-0.00533j -0.0248-0.0114j 0.0254-0.00121j -0.00248-0.00166j -0.00457-0.00294j
π0p 0.9 1.62 -0.985 0.34 -0.000322-0.000752j 0.0135-0.0024j -0.0148-0.00619j 0.0227-0.000337j -0.00138-0.000939j -0.00558-0.00412j
π0p 0.9 1.62 -1 0.34 0j 0j 0j 0.0213+7.16e-06j 0j -0.00593-0.00454j
π0p 0.9 1.64 1 0.332 0j -0.0445+0.0271j 0j 0j -0.0062-0.00983j 0j
π0p 0.9 1.64 0.985 0.332 0.0025+0.00489j -0.0433+0.025j -0.000172+0.000523j 0.00114+0.0182j -0.00584-0.00922j 0.000358-0.00191j
π0p 0.9 1.64 0.94 0.332 0.00295+0.00851j -0.0401+0.0189j -0.000444+0.00199j 0.000308+0.0341j -0.00481-0.00749j 0.000745-0.00342j
π0p 0.9 1.64 0.866 0.332 0.000344+0.00985j -0.0356+0.00954j -0.000272+0.00411j -0.00334+0.0459j -0.00334-0.00494j 0.0012-0.00421j
π0p 0.9 1.64 0.766 0.332 -0.00503+0.00843j -0.0303-0.00168j 0.000709+0.0064j -0.00921+0.0523j -0.00171-0.002j 0.00174-0.0041j
π0p 0.9 1.64 0.643 0.332 -0.012+0.00433j -0.0245-0.0133j 0.00248+0.00829j -0.0158+0.053j -0.000193+0.000853j 0.00236-0.00306j
π0p 0.9 1.64 0.5 0.332 -0.0191-0.00174j -0.0182-0.0238j 0.00459+0.00917j -0.0214+0.0486j 0.000982+0.00316j 0.00299-0.00128j
π0p 0.9 1.64 0.342 0.332 -0.025-0.00874j -0.0112-0.0318j 0.00634+0.00854j -0.0244+0.0405j 0.00167+0.0046j 0.00355+0.000924j
π0p 0.9 1.64 0.174 0.332 -0.0288-0.0155j -0.00335-0.0364j 0.00702+0.00612j -0.024+0.0303j 0.00181+0.005j 0.00392+0.00312j
π0p 0.9 1.64 0.0 0.332 -0.03-0.0208j 0.00514-0.0372j 0.00603+0.00193j -0.0198+0.0199j 0.00143+0.0044j 0.00398+0.00488j
π0p 0.9 1.64 -0.174 0.332 -0.0284-0.0238j 0.0138-0.0345j 0.00303-0.00358j -0.0123+0.0109j 0.000645+0.003j 0.00365+0.00582j
π0p 0.9 1.64 -0.342 0.332 -0.0245-0.0244j 0.0221-0.0291j -0.00196-0.00965j -0.00229+0.00447j -0.000358+0.00115j 0.00289+0.00568j
π0p 0.9 1.64 -0.5 0.332 -0.019-0.0224j 0.0289-0.022j -0.0085-0.0152j 0.00849+0.00112j -0.00138-0.000752j 0.00176+0.00444j
π0p 0.9 1.64 -0.643 0.332 -0.013-0.0186j 0.0335-0.0147j -0.0156-0.0193j 0.0182+0.000716j -0.00219-0.00233j 0.00033+0.00223j
π0p 0.9 1.64 -0.766 0.332 -0.0074-0.0136j 0.0348-0.00828j -0.0218-0.0208j 0.0249+0.0026j -0.00264-0.00328j -0.00123-0.000595j
π0p 0.9 1.64 -0.866 0.332 -0.00325-0.00844j 0.0321-0.00358j -0.0249-0.0194j 0.0273+0.00577j -0.00262-0.00345j -0.00273-0.00355j
π0p 0.9 1.64 -0.94 0.332 -0.000939-0.00402j 0.025-0.000888j -0.0225-0.015j 0.0257+0.00908j -0.00211-0.00284j -0.00399-0.00615j
π0p 0.9 1.64 -0.985 0.332 -0.000122-0.00105j 0.0138+5.73e-05j -0.0137-0.00815j 0.0223+0.0115j -0.00118-0.00159j -0.00484-0.00791j
π0p 0.9 1.64 -1 0.332 0j 0j 0j 0.0206+0.0124j 0j -0.00513-0.00853j
π0p 0.9 1.66 1 0.324 0j -0.054+0.0254j 0j 0j -0.00388-0.0132j 0j
π0p 0.9 1.66 0.985 0.324 0.00165+0.00628j -0.0522+0.023j -0.000423+0.000695j -0.00188+0.0205j -0.00365-0.0124j 0.00112-0.00239j