RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB130578
Binary
Binary lens models
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Model L1 χ2=62406.7 gOGLE=12.695±0.359169 s=1.21622±0.000491097 q=0.462608±0.00654702 u0=0.295802±0.000999343 θ=3.07943±0.00100516 ρ*=0.001012±0.000146243 tE=60.4408±0.0632121 t0=6441.08±0.0484948 |
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Model L2 χ2=63973.6 gOGLE=12.6105±0.3837 s=1.18585±0.000513251 q=0.332051±0.0120054 u0=0.273624±0.000525177 θ=3.03252±0.00656858 ρ*=0.000879±0.000174835 tE=63.9846±0.10467 t0=6440.38±0.0759594 |
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Model L3 χ2=64032.9 gOGLE=12.6596±0.384429 s=1.18473±0.000516225 q=0.320615±0.018152 u0=0.274266±0.000426472 θ=3.03231±0.00733391 ρ*=0.000874±0.000131424 tE=64.0894±0.105571 t0=6440.37±0.134499 |
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Model L4 χ2=66165. gOGLE=13.3186±0.430291 s=1.22822±0.000539557 q=0.516821±0.00317349 u0=0.298366±0.000672669 θ=3.00469±0.000953891 ρ*=0.00104276±0.000171325 tE=57.1147±0.0684375 t0=6442.9±0.0224857 |
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Model L5 χ2=125209. gOGLE=43.3057±3.40702 s=2.55298±0.00123878 q=0.186163±0.00018005 u0=0.959684±0.000763432 θ=0.532926±0.000799627 ρ*=0.000179953±0.0000458442 tE=319.651±0.27107 t0=6947.93±0.0149325 |
Binary lens models with parallax
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Model X1 χ2=60866.5 gOGLE=12.4403±0.452446 s=1.18509±0.0005169 q=0.347484±0.0142197 u0=0.273539±0.000543565 θ=3.02712±0.0064263 ρ*=0.00092384±0.000196858 tE=64.1626±0.119422 t0=6441.13±0.649388 π⊥=-0.200944±0.4988 π||=-0.416601±0.379734 |
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Model X2 χ2=62375.1 gOGLE=12.6943±0.400538 s=1.21608±0.000605324 q=0.462344±0.00721663 u0=0.29585±0.00127829 θ=3.07942±0.00226652 ρ*=0.00101403±0.000154653 tE=60.4576±0.132168 t0=6441.08±0.777841 π⊥=0.00268759±0.514672 π||=0.000455213±0.572098 |