RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB141018
Binary
Binary lens models
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Model L1 χ2=2947.05 gOGLE=-0.392934±0.0934104 s=0.665596±0.012387 q=0.154236±0.0134341 u0=-0.381364±0.0132328 θ=1.33858±0.00947359 ρ*=0.0167393±0.00479735 tE=41.3099±2.13829 t0=6869.56±0.281611 |
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Model L2 χ2=3367.17 gOGLE=0.10497±0.274149 s=1.1361±0.00530006 q=0.14887±0.0115606 u0=-0.306035±0.0135956 θ=3.13518±0.0136449 ρ*=0.00339977±0.00386038 tE=110.509±2.67789 t0=6881.43±0.969127 |
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Model L3 χ2=3435.1 gOGLE=-0.489058±0.0834849 s=0.684165±0.00450428 q=0.134452±0.00358875 u0=-0.438743±0.0116026 θ=1.42179±0.0122793 ρ*=0.0220714±0.000272143 tE=42.7407±1.07757 t0=6873.±0.314783 |
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Model L4 χ2=3535.18 gOGLE=-0.580264±0.150711 s=0.66932±0.00865792 q=0.121696±0.0261237 u0=-0.499923±0.0485357 θ=1.43158±0.0193645 ρ*=0.0208041±0.00546922 tE=41.7674±2.89649 t0=6873.3±0.632133 |
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Model L5 χ2=3578.82 gOGLE=-0.45939±0.0867676 s=0.688961±0.00950071 q=0.114124±0.0117669 u0=-0.41928±0.0205317 θ=1.36365±0.0218732 ρ*=0.0187161±0.00527382 tE=47.0324±2.34574 t0=6870.69±0.852699 |
Binary lens models with parallax
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Model X1 χ2=2470.96 gOGLE=-0.489211±0.174574 s=0.670316±0.0127325 q=0.160232±0.0254859 u0=-0.429009±0.0434689 θ=1.36928±0.022885 ρ*=0.0224216±0.00789199 tE=40.8071±2.61496 t0=6871.79±0.723761 π⊥=-0.35812±0.00386774 π||=-0.304837±0.232064 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=2794.45 gOGLE=-0.629977±0.231095 s=0.69367±0.0203398 q=0.24146±0.0554314 u0=-0.555154±0.0847724 θ=1.25696±0.0267571 ρ*=0.0445289±0.0219164 tE=33.2197±1.98134 t0=6869.94±1.06055 π⊥=-3.±0.749871 π||=1.07794±0.449108 ds/dt=0.00308095±0.000424792 dθ/dt=-0.00061457±0.000807089 w3=0.0124218±0.00122462 |