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
0.5 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 0.5 1.94 0.94 0.148 -0.00043+0.0176j -0.0512-0.0179j -0.00309-0.00447j -0.0192+0.0186j 0.0188-0.00532j 0.00788+0.000265j
π0p 0.5 1.94 0.866 0.148 -0.00452+0.0195j -0.0412-0.0104j -0.00545-0.008j -0.0328+0.0218j 0.0145-0.0034j 0.0106+0.000645j
π0p 0.5 1.94 0.766 0.148 -0.00807+0.0158j -0.0292-0.0038j -0.00763-0.00992j -0.0452+0.0199j 0.00926-0.00109j 0.0121+0.00123j
π0p 0.5 1.94 0.643 0.148 -0.00849+0.0077j -0.0156-6.45e-05j -0.01-0.00878j -0.0529+0.0142j 0.00392+0.0013j 0.0122+0.00197j
π0p 0.5 1.94 0.5 0.148 -0.00529-0.00206j -0.000652-0.00015j -0.013-0.00428j -0.0543+0.00714j -0.000559+0.00344j 0.0108+0.00272j
π0p 0.5 1.94 0.342 0.148 2.15e-05-0.0104j 0.0146-0.00347j -0.0161+0.00252j -0.0499+0.00132j -0.00348+0.00509j 0.00821+0.00331j
π0p 0.5 1.94 0.174 0.148 0.00518-0.015j 0.0285-0.00816j -0.0182+0.00951j -0.0412-0.00132j -0.00461+0.00606j 0.0049+0.00355j
π0p 0.5 1.94 0.0 0.148 0.00838-0.0147j 0.039-0.0118j -0.0181+0.0142j -0.0299-0.000215j -0.00416+0.00631j 0.00158+0.00327j
π0p 0.5 1.94 -0.174 0.148 0.00895-0.0102j 0.0445-0.0123j -0.0149+0.0147j -0.0175+0.00368j -0.00262+0.00588j -0.000881+0.00237j
π0p 0.5 1.94 -0.342 0.148 0.00747-0.00323j 0.0446-0.00866j -0.0091+0.0103j -0.00477+0.00825j -0.000595+0.00492j -0.00173+0.000853j
π0p 0.5 1.94 -0.5 0.148 0.00518+0.0036j 0.0399-0.00162j -0.00237+0.00208j 0.00752+0.0111j 0.00134+0.00368j -0.000423-0.0012j
π0p 0.5 1.94 -0.643 0.148 0.00326+0.0082j 0.0324+0.00684j 0.00296-0.00753j 0.0183+0.0105j 0.0028+0.00238j 0.00311-0.00363j
π0p 0.5 1.94 -0.766 0.148 0.00219+0.00948j 0.0242+0.014j 0.00506-0.0155j 0.0261+0.00594j 0.00357+0.00126j 0.00843-0.00615j
π0p 0.5 1.94 -0.866 0.148 0.00167+0.00772j 0.0169+0.0174j 0.00378-0.0193j 0.0294-0.00156j 0.0036+0.000466j 0.0146-0.00852j
π0p 0.5 1.94 -0.94 0.148 0.0011+0.00433j 0.0108+0.0157j 0.00105-0.0173j 0.0282-0.00977j 0.00291+3.58e-05j 0.0205-0.0104j
π0p 0.5 1.94 -0.985 0.148 0.000373+0.00124j 0.0054+0.00929j -0.000466-0.0102j 0.0248-0.0161j 0.00163-7.16e-05j 0.0247-0.0117j
π0p 0.5 1.94 -1 0.148 0j 0j 0j 0.023-0.0185j 0j 0.0263-0.0121j
π0p 0.5 1.96 1 0.144 0j -0.0568-0.0252j 0j 0j 0.022-0.00625j 0j
π0p 0.5 1.96 0.985 0.144 0.000774+0.00931j -0.0545-0.0232j -0.000759-0.00112j -0.00871+0.00974j 0.0211-0.00588j 0.00419-5.02e-05j
π0p 0.5 1.96 0.94 0.144 -0.00133+0.0158j -0.0483-0.0178j -0.00246-0.00396j -0.0204+0.0169j 0.0186-0.00479j 0.00785+5.02e-05j
π0p 0.5 1.96 0.866 0.144 -0.00569+0.0176j -0.0395-0.0109j -0.00419-0.00707j -0.0344+0.0197j 0.0146-0.00311j 0.0105+0.000408j
π0p 0.5 1.96 0.766 0.144 -0.00914+0.0142j -0.0287-0.00471j -0.00588-0.00873j -0.0468+0.0179j 0.00947-0.00106j 0.012+0.00103j
π0p 0.5 1.96 0.643 0.144 -0.00906+0.00701j -0.0157-0.00118j -0.00817-0.00767j -0.0542+0.0127j 0.00422+0.00112j 0.012+0.00186j
π0p 0.5 1.96 0.5 0.144 -0.00519-0.00173j -0.000788-0.00112j -0.0115-0.00362j -0.0552+0.00625j -0.000215+0.00314j 0.0105+0.0027j
π0p 0.5 1.96 0.342 0.144 0.000645-0.00924j 0.0151-0.00403j -0.0154+0.00248j -0.0504+0.000974j -0.00316+0.00476j 0.00795+0.00335j
π0p 0.5 1.96 0.174 0.144 0.00591-0.0133j 0.03-0.00818j -0.0186+0.00871j -0.0418-0.00133j -0.00435+0.00577j 0.00466+0.0036j
π0p 0.5 1.96 0.0 0.144 0.00869-0.0131j 0.0414-0.0113j -0.0193+0.0129j -0.0311-0.000179j -0.00396+0.00609j 0.00142+0.00327j
π0p 0.5 1.96 -0.174 0.144 0.00845-0.00904j 0.0474-0.0116j -0.0164+0.0132j -0.0194+0.00355j -0.00246+0.00572j -0.000967+0.0023j
π0p 0.5 1.96 -0.342 0.144 0.00602-0.00284j 0.0473-0.0082j -0.0104+0.00923j -0.00741+0.00793j -0.000451+0.00479j -0.00173+0.000716j
π0p 0.5 1.96 -0.5 0.144 0.00298+0.00326j 0.042-0.00164j -0.00294+0.00183j 0.0046+0.0108j 0.00152+0.00353j -0.00038-0.00137j
π0p 0.5 1.96 -0.643 0.144 0.000767+0.00737j 0.0334+0.0062j 0.00337-0.00682j 0.0158+0.0104j 0.00303+0.00219j 0.00315-0.00374j
π0p 0.5 1.96 -0.766 0.144 -6.45e-05+0.0085j 0.0241+0.0128j 0.00631-0.014j 0.0246+0.00633j 0.00385+0.00103j 0.00843-0.00615j
π0p 0.5 1.96 -0.866 0.144 5.02e-05+0.00691j 0.0161+0.016j 0.00543-0.0173j 0.0293-0.000416j 0.0039+0.000222j 0.0146-0.00834j
π0p 0.5 1.96 -0.94 0.144 0.000265+0.00388j 0.00985+0.0144j 0.00254-0.0156j 0.0295-0.00784j 0.00317-0.000172j 0.0204-0.0101j
π0p 0.5 1.96 -0.985 0.144 0.000143+0.00111j 0.00475+0.00853j 0.000394-0.00921j 0.027-0.0136j 0.00179-0.000193j 0.0246-0.0112j
π0p 0.5 1.96 -1 0.144 0j 0j 0j 0.0256-0.0157j 0j 0.0261-0.0116j
π0p 0.5 1.98 1 0.141 0j -0.0536-0.0232j 0j 0j 0.0215-0.00555j 0j
π0p 0.5 1.98 0.985 0.141 0.000645+0.00815j -0.0515-0.0215j -0.000645-0.00096j -0.00905+0.00858j 0.0208-0.00522j 0.00421-0.000158j
π0p 0.5 1.98 0.94 0.141 -0.00171+0.0138j -0.046-0.0167j -0.00203-0.00337j -0.0212+0.0149j 0.0184-0.00427j 0.00786-0.000129j
π0p 0.5 1.98 0.866 0.141 -0.00633+0.0154j -0.038-0.0105j -0.00333-0.00599j -0.0356+0.0173j 0.0146-0.00279j 0.0105+0.000193j
π0p 0.5 1.98 0.766 0.141 -0.00985+0.0125j -0.028-0.00494j -0.00463-0.00735j -0.0482+0.0156j 0.00964-0.000946j 0.0119+0.000845j
π0p 0.5 1.98 0.643 0.141 -0.00956+0.00621j -0.0156-0.00173j -0.00679-0.00635j -0.0555+0.0109j 0.00451+0.00105j 0.0118+0.00171j
π0p 0.5 1.98 0.5 0.141 -0.00532-0.00143j -0.000645-0.0016j -0.0104-0.00277j -0.0562+0.00517j 0.000115+0.00297j 0.0103+0.00262j
π0p 0.5 1.98 0.342 0.141 0.000817-0.00802j 0.0157-0.00406j -0.0149+0.00254j -0.0513+0.000466j -0.00286+0.00454j 0.00767+0.00331j
π0p 0.5 1.98 0.174 0.141 0.00611-0.0117j 0.0314-0.0076j -0.0187+0.00792j -0.0427-0.00158j -0.00412+0.00556j 0.00441+0.00356j
π0p 0.5 1.98 0.0 0.141 0.00858-0.0115j 0.0435-0.0103j -0.02+0.0114j -0.0324-0.000509j -0.00381+0.00592j 0.00123+0.00321j
π0p 0.5 1.98 -0.174 0.141 0.00775-0.00801j 0.05-0.0104j -0.0174+0.0117j -0.0213+0.00287j -0.00236+0.00559j -0.00106+0.00219j
π0p 0.5 1.98 -0.342 0.141 0.00466-0.00264j 0.0498-0.00715j -0.0112+0.00806j -0.00971+0.00687j -0.000351+0.00469j -0.00174+0.000545j
π0p 0.5 1.98 -0.5 0.141 0.00113+0.00266j 0.0439-0.0012j -0.00327+0.00151j 0.00219+0.0095j 0.00167+0.00342j -0.000337-0.00155j
π0p 0.5 1.98 -0.643 0.141 -0.00123+0.00625j 0.0345+0.00585j 0.0037-0.0061j 0.0137+0.00929j 0.00326+0.00206j 0.0032-0.00389j
π0p 0.5 1.98 -0.766 0.141 -0.00183+0.00727j 0.0244+0.0118j 0.00722-0.0124j 0.0234+0.00584j 0.00416+0.000867j 0.00845-0.00622j
π0p 0.5 1.98 -0.866 0.141 -0.00118+0.00594j 0.0158+0.0145j 0.00658-0.0153j 0.0293-2.15e-05j 0.00423+5.02e-05j 0.0146-0.00829j
π0p 0.5 1.98 -0.94 0.141 -0.000365+0.00334j 0.00929+0.0131j 0.00354-0.0138j 0.0306-0.00652j 0.00347-0.000315j 0.0203-0.00992j
π0p 0.5 1.98 -0.985 0.141 -2.87e-05+0.000953j 0.00437+0.00772j 0.00096-0.0081j 0.0289-0.0115j 0.00196-0.000272j 0.0245-0.011j
π0p 0.5 1.98 -1 0.141 0j 0j 0j 0.0277-0.0134j 0j 0.026-0.0113j
π0p 0.5 2 1 0.138 0j -0.0516-0.0206j 0j 0j 0.021-0.00495j 0j
π0p 0.5 2 0.985 0.138 0.000788+0.00701j -0.0496-0.019j -0.000595-0.000795j -0.00915+0.00739j 0.0203-0.00466j 0.00425-0.000236j
π0p 0.5 2 0.94 0.138 -0.00164+0.0119j -0.0444-0.0148j -0.0018-0.00277j -0.0216+0.0128j 0.0181-0.00381j 0.00791-0.000272j
π0p 0.5 2 0.866 0.138 -0.00651+0.0133j -0.0371-0.00947j -0.00281-0.0049j -0.0364+0.0148j 0.0145-0.00249j 0.0105+2.87e-05j
π0p 0.5 2 0.766 0.138 -0.0102+0.0108j -0.0276-0.00466j -0.00383-0.00595j -0.0493+0.0133j 0.00974-0.000795j 0.0118+0.000673j
π0p 0.5 2 0.643 0.138 -0.00996+0.00539j -0.0155-0.00184j -0.00585-0.005j -0.0566+0.0091j 0.00473+0.00106j 0.0117+0.00157j
π0p 0.5 2 0.5 0.138 -0.00562-0.00119j -0.000552-0.00166j -0.00954-0.0019j -0.0572+0.00398j 0.000373+0.00287j 0.0101+0.0025j
π0p 0.5 2 0.342 0.138 0.000609-0.00689j 0.0162-0.0037j -0.0144+0.00264j -0.0522-0.000193j -0.00263+0.00438j 0.00743+0.00322j
π0p 0.5 2 0.174 0.138 0.00586-0.0101j 0.0325-0.00664j -0.0187+0.00718j -0.0437-0.00203j -0.00396+0.0054j 0.00418+0.00347j
π0p 0.5 2 0.0 0.138 0.00809-0.01j 0.0452-0.00878j -0.0203+0.0101j -0.0336-0.00112j -0.00372+0.00577j 0.00107+0.0031j
π0p 0.5 2 -0.174 0.138 0.00688-0.00711j 0.052-0.00869j -0.018+0.0101j -0.0228+0.00185j -0.00231+0.00547j -0.00114+0.00204j
π0p 0.5 2 -0.342 0.138 0.0034-0.00257j 0.0519-0.00574j -0.0117+0.0069j -0.0114+0.00538j -0.000301+0.00458j -0.00173+0.000373j
π0p 0.5 2 -0.5 0.138 -0.000394+0.00197j 0.0456-0.00043j -0.00345+0.00118j 0.000523+0.00776j 0.00177+0.00331j -0.000258-0.00173j
π0p 0.5 2 -0.643 0.138 -0.00279+0.00507j 0.0356+0.00577j 0.00393-0.00542j 0.0125+0.0077j 0.00345+0.00194j 0.0033-0.00405j
π0p 0.5 2 -0.766 0.138 -0.00314+0.006j 0.0249+0.0109j 0.00777-0.0109j 0.0229+0.00483j 0.00443+0.000745j 0.00853-0.00632j
π0p 0.5 2 -0.866 0.138 -0.00207+0.00494j 0.0158+0.0132j 0.00726-0.0133j 0.0298-0.00015j 0.00455-7.16e-05j 0.0146-0.00832j
π0p 0.5 2 -0.94 0.138 -0.00081+0.00279j 0.0091+0.0118j 0.0041-0.012j 0.0319-0.0057j 0.00376-0.000408j 0.0203-0.00987j
π0p 0.5 2 -0.985 0.138 -0.000143+0.000795j 0.00421+0.00696j 0.00125-0.00704j 0.0307-0.01j 0.00214-0.00033j 0.0245-0.0108j
π0p 0.5 2 -1 0.138 0j 0j 0j 0.0297-0.0116j 0j 0.026-0.0112j