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 1.68 0.0 0.317 -0.0178-0.0246j 0.0235-0.0437j 0.00496+0.00646j -0.0232+0.0233j -0.000466+0.0058j 0.00168+0.00651j
π0p 0.9 1.68 -0.174 0.317 -0.0136-0.0284j 0.0289-0.0375j 0.00615+5.02e-05j -0.0125+0.0146j -7.88e-05+0.00389j 0.000645+0.00749j
π0p 0.9 1.68 -0.342 0.317 -0.0086-0.029j 0.0326-0.0283j 0.0054-0.0073j -0.00151+0.00913j 0.000373+0.00133j -4.3e-05+0.00703j
π0p 0.9 1.68 -0.5 0.317 -0.00373-0.0266j 0.0345-0.0179j 0.00243-0.0143j 0.00785+0.0074j 0.000788-0.00132j -0.00033+0.00509j
π0p 0.9 1.68 -0.643 0.317 0.000193-0.022j 0.0346-0.008j -0.00243-0.0197j 0.0139+0.00909j 0.00108-0.00351j -0.000208+0.00187j
π0p 0.9 1.68 -0.766 0.317 0.00257-0.016j 0.0327-0.000272j -0.00807-0.0222j 0.0154+0.0133j 0.00119-0.00481j 0.000208-0.00214j
π0p 0.9 1.68 -0.866 0.317 0.00312-0.00993j 0.0285+0.00424j -0.0125-0.0212j 0.0121+0.0186j 0.0011-0.00501j 0.000788-0.00629j
π0p 0.9 1.68 -0.94 0.317 0.00217-0.00471j 0.0215+0.0053j -0.0133-0.0166j 0.00529+0.0237j 0.000838-0.00409j 0.00135-0.00991j
π0p 0.9 1.68 -0.985 0.317 0.000695-0.00123j 0.0117+0.00347j -0.0087-0.00913j -0.00174+0.0273j 0.000444-0.00229j 0.00176-0.0124j
π0p 0.9 1.68 -1 0.317 0j 0j 0j -0.00476+0.0286j 0j 0.00191-0.0132j
π0p 0.9 1.7 1 0.309 0j -0.062+0.0111j 0j 0j 0.00422-0.0146j 0j
π0p 0.9 1.7 0.985 0.309 -0.000537+0.00533j -0.0587+0.0091j -0.001+0.000545j -0.00944+0.0186j 0.00401-0.0138j 0.00274-0.00181j
π0p 0.9 1.7 0.94 0.309 -0.00259+0.00918j -0.0495+0.00347j -0.0035+0.0021j -0.0197+0.0348j 0.0034-0.0114j 0.00505-0.0032j
π0p 0.9 1.7 0.866 0.309 -0.00652+0.0104j -0.0363-0.00499j -0.00633+0.00446j -0.0305+0.0467j 0.00243-0.00793j 0.00659-0.00383j
π0p 0.9 1.7 0.766 0.309 -0.0114+0.00849j -0.0211-0.015j -0.0083+0.00724j -0.0402+0.0531j 0.00123-0.00388j 0.0072-0.00353j
π0p 0.9 1.7 0.643 0.309 -0.0159+0.00365j -0.00583-0.0251j -0.00864+0.00991j -0.0469+0.0538j 2.15e-05+7.16e-05j 0.00684-0.00226j
π0p 0.9 1.7 0.5 0.309 -0.0186-0.00325j 0.00805-0.0336j -0.00715+0.0118j -0.0492+0.0495j -0.000974+0.00332j 0.00567-0.000251j
π0p 0.9 1.7 0.342 0.309 -0.0189-0.0109j 0.0197-0.0392j -0.00415+0.0124j -0.0465+0.0417j -0.00155+0.00544j 0.00393+0.00214j
π0p 0.9 1.7 0.174 0.309 -0.0167-0.018j 0.0285-0.041j -0.000294+0.0111j -0.0393+0.0321j -0.0016+0.00619j 0.002+0.00446j
π0p 0.9 1.7 0.0 0.309 -0.0126-0.0233j 0.0345-0.0387j 0.0035+0.00771j -0.0289+0.0227j -0.00112+0.00562j 0.000215+0.00618j
π0p 0.9 1.7 -0.174 0.309 -0.00741-0.026j 0.0379-0.0327j 0.00626+0.00254j -0.0171+0.0149j -0.000236+0.004j -0.0011+0.00687j
π0p 0.9 1.7 -0.342 0.309 -0.00206-0.0259j 0.039-0.0241j 0.00712-0.00371j -0.00582+0.00983j 0.000853+0.00176j -0.00172+0.00628j
π0p 0.9 1.7 -0.5 0.309 0.00249-0.0233j 0.0382-0.0144j 0.00557-0.00999j 0.00296+0.00775j 0.00191-0.000588j -0.00157+0.00435j
π0p 0.9 1.7 -0.643 0.309 0.00552-0.0189j 0.036-0.0054j 0.00167-0.015j 0.00764+0.00842j 0.00271-0.00256j -0.000709+0.0013j
π0p 0.9 1.7 -0.766 0.309 0.00658-0.0136j 0.0323+0.00155j -0.00363-0.0177j 0.00721+0.0111j 0.00307-0.00378j 0.000652-0.00246j
π0p 0.9 1.7 -0.866 0.309 0.00569-0.00829j 0.0272+0.00543j -0.00843-0.0174j 0.00171+0.0148j 0.00292-0.00403j 0.00221-0.00633j
π0p 0.9 1.7 -0.94 0.309 0.00342-0.0039j 0.02+0.006j -0.0102-0.0138j -0.00715+0.0183j 0.00226-0.00334j 0.00364-0.00969j
π0p 0.9 1.7 -0.985 0.309 0.00103-0.00101j 0.0108+0.00378j -0.00705-0.00765j -0.0156+0.0209j 0.00123-0.00188j 0.00463-0.012j
π0p 0.9 1.7 -1 0.309 0j 0j 0j -0.0192+0.0218j 0j 0.00499-0.0128j
π0p 0.9 1.72 1 0.302 0j -0.0613+0.00752j 0j 0j 0.00695-0.013j 0j
π0p 0.9 1.72 0.985 0.302 -0.000258+0.00428j -0.0576+0.00607j -0.00114+0.000358j -0.0111+0.0158j 0.00662-0.0123j 0.003-0.00122j
π0p 0.9 1.72 0.94 0.302 -0.00208+0.00723j -0.0476+0.00191j -0.00402+0.00143j -0.023+0.0295j 0.00567-0.0102j 0.00552-0.00213j
π0p 0.9 1.72 0.866 0.302 -0.00581+0.00785j -0.0331-0.00437j -0.00735+0.00315j -0.0352+0.0394j 0.00421-0.00704j 0.00714-0.00248j
π0p 0.9 1.72 0.766 0.302 -0.0105+0.00573j -0.0165-0.0119j -0.00982+0.00534j -0.046+0.0447j 0.00241-0.00342j 0.0077-0.00213j
π0p 0.9 1.72 0.643 0.302 -0.0145+0.00115j -3.58e-05-0.0195j -0.0106+0.00771j -0.0533+0.0452j 0.000602+0.000115j 0.00715-0.00108j
π0p 0.9 1.72 0.5 0.302 -0.0166-0.00502j 0.0147-0.026j -0.00931+0.00977j -0.0555+0.0414j -0.000896+0.00306j 0.00567+0.000516j
π0p 0.9 1.72 0.342 0.302 -0.0163-0.0116j 0.0267-0.0303j -0.00631+0.0109j -0.0524+0.0347j -0.00181+0.00502j 0.0036+0.00238j
π0p 0.9 1.72 0.174 0.302 -0.0135-0.0173j 0.0353-0.0317j -0.00221+0.0107j -0.0445+0.0265j -0.002+0.0058j 0.00134+0.00412j
π0p 0.9 1.72 0.0 0.302 -0.00888-0.0212j 0.0405-0.0297j 0.00204+0.00861j -0.0332+0.0184j -0.00147+0.00545j -0.000681+0.00535j
π0p 0.9 1.72 -0.174 0.302 -0.00342-0.0228j 0.0427-0.0246j 0.00542+0.00484j -0.0207+0.0116j -0.000365+0.00419j -0.00208+0.00572j
π0p 0.9 1.72 -0.342 0.302 0.00187-0.0219j 0.0423-0.0174j 0.00696-0.000193j -0.00892+0.00673j 0.00104+0.00239j -0.00259+0.00502j
π0p 0.9 1.72 -0.5 0.302 0.00606-0.0191j 0.0401-0.00931j 0.00603-0.00559j -1.43e-05+0.00412j 0.00242+0.000451j -0.00214+0.0032j
π0p 0.9 1.72 -0.643 0.302 0.00848-0.015j 0.0366-0.00176j 0.00261-0.0103j 0.00443+0.0035j 0.00348-0.00122j -0.000817+0.00043j
π0p 0.9 1.72 -0.766 0.302 0.00877-0.0105j 0.0321+0.00392j -0.00246-0.0131j 0.00348+0.00435j 0.00398-0.00231j 0.00111-0.00292j
π0p 0.9 1.72 -0.866 0.302 0.00706-0.00628j 0.0264+0.00681j -0.00729-0.0134j -0.00271+0.00598j 0.0038-0.00266j 0.00325-0.00633j
π0p 0.9 1.72 -0.94 0.302 0.00408-0.0029j 0.0193+0.00671j -0.0093-0.0109j -0.0123+0.0077j 0.00297-0.00227j 0.00519-0.00929j
π0p 0.9 1.72 -0.985 0.302 0.0012-0.000738j 0.0103+0.00407j -0.00659-0.00611j -0.0213+0.00898j 0.00162-0.0013j 0.00653-0.0113j
π0p 0.9 1.72 -1 0.302 0j 0j 0j -0.025+0.00944j 0j 0.00701-0.012j
π0p 0.9 1.74 1 0.295 0j -0.0619+0.00547j 0j 0j 0.00854-0.0113j 0j
π0p 0.9 1.74 0.985 0.295 0.000523+0.00368j -0.0581+0.00448j -0.00122+0.000193j -0.0115+0.0132j 0.00816-0.0107j 0.00303-0.000745j
π0p 0.9 1.74 0.94 0.295 -0.000666+0.00612j -0.0477+0.0016j -0.0043+0.000824j -0.0238+0.0247j 0.00704-0.00881j 0.00555-0.00127j
π0p 0.9 1.74 0.866 0.295 -0.00397+0.00638j -0.0327-0.00279j -0.0079+0.00197j -0.0366+0.0328j 0.0053-0.00605j 0.00717-0.0014j
π0p 0.9 1.74 0.766 0.295 -0.00833+0.00415j -0.0157-0.00817j -0.0106+0.00367j -0.0479+0.037j 0.00318-0.00284j 0.00767-0.00105j
π0p 0.9 1.74 0.643 0.295 -0.0122-0.000229j 0.0012-0.0138j -0.0116+0.00578j -0.0555+0.037j 0.00103+0.000308j 0.00704-0.000193j
π0p 0.9 1.74 0.5 0.295 -0.0141-0.00589j 0.0162-0.0187j -0.0106+0.00797j -0.0579+0.0334j -0.000767+0.00294j 0.00548+0.00104j
π0p 0.9 1.74 0.342 0.295 -0.0136-0.0116j 0.0282-0.022j -0.00776+0.00967j -0.0546+0.0275j -0.00191+0.00471j 0.00332+0.00244j
π0p 0.9 1.74 0.174 0.295 -0.0108-0.0163j 0.0366-0.0231j -0.00375+0.0103j -0.0464+0.0205j -0.00222+0.0055j 0.000982+0.00371j
π0p 0.9 1.74 0.0 0.295 -0.00623-0.0192j 0.0415-0.0215j 0.000487+0.00934j -0.0346+0.0136j -0.00172+0.0053j -0.00106+0.00455j
π0p 0.9 1.74 -0.174 0.295 -0.000939-0.0197j 0.0432-0.0175j 0.00393+0.00666j -0.0215+0.00767j -0.000573+0.00433j -0.00241+0.00467j
π0p 0.9 1.74 -0.342 0.295 0.00407-0.0183j 0.0424-0.0115j 0.00562+0.00255j -0.0091+0.00326j 0.000931+0.00288j -0.00279+0.00389j
π0p 0.9 1.74 -0.5 0.295 0.0079-0.0153j 0.0397-0.00478j 0.00489-0.00225j 0.000387+0.00043j 0.00243+0.0013j -0.00213+0.00219j
π0p 0.9 1.74 -0.643 0.295 0.00989-0.0115j 0.0358+0.00148j 0.00168-0.00669j 0.00533-0.00105j 0.0036-8.6e-05j -0.000516-0.000308j
π0p 0.9 1.74 -0.766 0.295 0.00977-0.00775j 0.0311+0.00605j -0.00319-0.00972j 0.00476-0.00156j 0.00417-0.00106j 0.00173-0.00328j
π0p 0.9 1.74 -0.866 0.295 0.00768-0.00445j 0.0255+0.00811j -0.00785-0.0105j -0.00118-0.0015j 0.00402-0.00148j 0.00421-0.00631j
π0p 0.9 1.74 -0.94 0.295 0.00438-0.00198j 0.0186+0.00741j -0.0097-0.00887j -0.0106-0.00124j 0.00315-0.00136j 0.00643-0.00891j
π0p 0.9 1.74 -0.985 0.295 0.00128-0.000494j 0.00992+0.00437j -0.00681-0.00505j -0.0196-0.000989j 0.00173-0.000802j 0.00797-0.0107j
π0p 0.9 1.74 -1 0.295 0j 0j 0j -0.0234-0.000888j 0j 0.00852-0.0113j
π0p 0.9 1.76 1 0.289 0j -0.0631+0.00341j 0j 0j 0.00951-0.00995j 0j
π0p 0.9 1.76 0.985 0.289 0.00138+0.00354j -0.0593+0.00279j -0.00126+5.02e-05j -0.0112+0.0113j 0.00911-0.00936j 0.00295-0.000401j
π0p 0.9 1.76 0.94 0.289 0.000874+0.00583j -0.0488+0.000967j -0.00446+0.000294j -0.0234+0.021j 0.00789-0.00767j 0.0054-0.000659j
π0p 0.9 1.76 0.866 0.289 -0.00198+0.00598j -0.0337-0.00192j -0.00821+0.000946j -0.0362+0.0277j 0.006-0.00519j 0.00696-0.000645j
π0p 0.9 1.76 0.766 0.289 -0.00608+0.0037j -0.0166-0.00561j -0.0111+0.00221j -0.0477+0.0308j 0.00369-0.00231j 0.00743-0.000301j
π0p 0.9 1.76 0.643 0.289 -0.00978-0.000588j 0.000251-0.00963j -0.0123+0.00413j -0.0556+0.0304j 0.00135+0.000516j 0.00679+0.000387j
π0p 0.9 1.76 0.5 0.289 -0.0117-0.00595j 0.0152-0.0134j -0.0115+0.00644j -0.0581+0.027j -0.000638+0.00287j 0.00523+0.00135j
π0p 0.9 1.76 0.342 0.289 -0.0113-0.0112j 0.0271-0.016j -0.00891+0.00861j -0.0549+0.0216j -0.00193+0.00449j 0.00309+0.0024j
π0p 0.9 1.76 0.174 0.289 -0.0086-0.0152j 0.0355-0.017j -0.00516+0.00996j -0.0465+0.0155j -0.00235+0.00522j 0.000795+0.00335j
π0p 0.9 1.76 0.0 0.289 -0.00432-0.0173j 0.0403-0.0159j -0.00114+0.00984j -0.0344+0.00969j -0.00191+0.00511j -0.00119+0.00391j
π0p 0.9 1.76 -0.174 0.289 0.000645-0.0171j 0.0419-0.0126j 0.00216+0.00796j -0.0208+0.00476j -0.000788+0.00433j -0.00245+0.00388j
π0p 0.9 1.76 -0.342 0.289 0.00529-0.0152j 0.041-0.00757j 0.00381+0.00445j -0.00786+0.000982j 0.000716+0.00315j -0.00271+0.00308j
π0p 0.9 1.76 -0.5 0.289 0.00878-0.0121j 0.0383-0.00178j 0.00315-2.87e-05j 0.00231-0.00169j 0.00224+0.00185j -0.00188+0.00149j
π0p 0.9 1.76 -0.643 0.289 0.0105-0.00856j 0.0345+0.00363j 0.000107-0.00446j 0.00797-0.00354j 0.00343+0.000666j -7.88e-05-0.000774j
π0p 0.9 1.76 -0.766 0.289 0.0101-0.00536j 0.03+0.0075j -0.00454-0.00772j 0.0081-0.00485j 0.00404-0.000193j 0.00239-0.00345j
π0p 0.9 1.76 -0.866 0.289 0.00787-0.00286j 0.0246+0.00903j -0.00894-0.00895j 0.00275-0.00584j 0.00393-0.000652j 0.00507-0.00617j
π0p 0.9 1.76 -0.94 0.289 0.00447-0.0012j 0.0179+0.00794j -0.0105-0.00777j -0.00628-0.00659j 0.0031-0.000702j 0.00747-0.00851j
π0p 0.9 1.76 -0.985 0.289 0.0013-0.000287j 0.00958+0.00461j -0.00724-0.0045j -0.015-0.00708j 0.00171-0.000437j 0.00914-0.0101j
π0p 0.9 1.76 -1 0.289 0j 0j 0j -0.0187-0.00725j 0j 0.00973-0.0107j
π0p 0.9 1.78 1 0.282 0j -0.0644+0.00128j 0j 0j 0.0102-0.00883j 0j
π0p 0.9 1.78 0.985 0.282 0.00212+0.0037j -0.0606+0.00096j -0.00129-8.6e-05j -0.0106+0.00991j 0.00974-0.00828j 0.00284-0.000165j
π0p 0.9 1.78 0.94 0.282 0.00219+0.0061j -0.0501+0j -0.00455-0.000201j -0.0225+0.0183j 0.00847-0.00674j 0.0052-0.000236j
π0p 0.9 1.78 0.866 0.282 -0.000308+0.00629j -0.0351-0.00167j -0.00838-7.16e-06j -0.0352+0.0239j 0.00648-0.00447j 0.0067-0.000136j
π0p 0.9 1.78 0.766 0.282 -0.00421+0.004j -0.0181-0.00402j -0.0114+0.000874j -0.0468+0.0262j 0.00405-0.00185j 0.00714+0.000193j
π0p 0.9 1.78 0.643 0.282 -0.00781-0.000301j -0.00144-0.00685j -0.0127+0.00262j -0.0548+0.0253j 0.00157+0.000709j 0.00651+0.000752j
π0p 0.9 1.78 0.5 0.282 -0.00974-0.00557j 0.0134-0.00973j -0.0122+0.00505j -0.0574+0.0219j -0.00053+0.00284j 0.005+0.0015j
π0p 0.9 1.78 0.342 0.282 -0.00939-0.0106j 0.0252-0.012j -0.00989+0.00764j -0.0542+0.0169j -0.00192+0.00429j 0.00292+0.00231j
π0p 0.9 1.78 0.174 0.282 -0.0069-0.0141j 0.0336-0.0131j -0.00648+0.00961j -0.0458+0.0116j -0.00242+0.00496j 0.000702+0.00302j
π0p 0.9 1.78 0.0 0.282 -0.00292-0.0156j 0.0384-0.0123j -0.00276+0.0102j -0.0336+0.00678j -0.00203+0.00489j -0.0012+0.00342j
π0p 0.9 1.78 -0.174 0.282 0.00168-0.0149j 0.0402-0.00959j 0.000351+0.00886j -0.0197+0.00282j -0.000953+0.00424j -0.00238+0.0033j
π0p 0.9 1.78 -0.342 0.282 0.00595-0.0126j 0.0394-0.00524j 0.00193+0.00572j -0.00628-0.000165j 0.000523+0.00324j -0.00254+0.00252j
π0p 0.9 1.78 -0.5 0.282 0.0091-0.00929j 0.0368-5.02e-05j 0.00136+0.00134j 0.00448-0.00244j 0.00203+0.00214j -0.0016+0.00105j
π0p 0.9 1.78 -0.643 0.282 0.0106-0.00597j 0.0332+0.00488j -0.00149-0.00321j 0.0108-0.00431j 0.00321+0.00113j 0.000337-0.00103j