RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB150091
Binary
Binary lens models
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Model L1 χ2=18644.8 gOGLE=0.515527±1.67677 s=0.527633±0.263951 q=0.262141±0.900282 u0=0.0478483±0.0463748 θ=0.788011±0.940985 ρ*=0.0169049±0.0353765 tE=22.9441±25.6638 t0=7085.21±1.66176 |
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Model L2 χ2=18648.8 gOGLE=0.666035±0.38636 s=2.84528±0.088524 q=0.505077±0.0226813 u0=0.389866±0.0403398 θ=5.75341±0.0415777 ρ*=0.0106941±0.00688229 tE=30.5622±1.17798 t0=7063.8±1.26181 |
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Model L3 χ2=18650.7 gOGLE=0.760069±0.345087 s=2.99321±0.0961956 q=0.568438±0.0221277 u0=0.478332±0.0391073 θ=5.7259±0.0315325 ρ*=0.0102741±0.00654764 tE=33.1997±0.847714 t0=7058.66±0.786881 |
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Model L4 χ2=18659.4 gOGLE=0.686838±0.31246 s=3.08258±0.0868853 q=0.685519±0.0355349 u0=0.585348±0.0416792 θ=5.70098±0.0245192 ρ*=0.0106302±0.00606351 tE=33.6043±0.719077 t0=7054.28±0.796189 |
Binary lens models with parallax
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Model X1 χ2=18537. gOGLE=0.486783±2.83437 s=0.529022±0.483678 q=0.26642±0.938775 u0=-0.0484134±0.0950933 θ=5.49169±1.06731 ρ*=0.017524±0.0494138 tE=23.0216±51.3264 t0=7085.19±1.98361 π⊥=-2.99747±63.8835 π||=2.57969±13.9702 |
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Model X2 χ2=18538.7 gOGLE=0.58674±2.43554 s=0.515074±0.287181 q=0.264025±1.137 u0=0.0455175±0.0529513 θ=0.786649±1.27518 ρ*=0.016572±0.0435026 tE=24.5699±38.0156 t0=7085.2±2.14421 π⊥=3.±34.9156 π||=2.65329±12.8503 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=18535.7 gOGLE=0.48746±1.75305 s=0.529265±0.378469 q=0.266095±0.776716 u0=0.0483142±0.0631934 θ=0.791685±0.897245 ρ*=0.017563±0.0356388 tE=23.0197±32.6126 t0=7085.19±1.66659 π⊥=-2.99943±18.3057 π||=2.57424±6.19466 ds/dt=0.000732821±0.0516649 dθ/dt=0.00095666±0.196002 w3=0.0259805±0.766038 |
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Model O2 χ2=18688.4 gOGLE=0.622357±0.885529 s=2.83784±0.544199 q=0.500938±0.186042 u0=-0.384864±0.14868 θ=0.53993±0.152816 ρ*=0.010928±0.00699575 tE=30.6105±3.21189 t0=7063.92±5.30299 π⊥=-0.237447±0.447808 π||=-0.0817669±3.7217 ds/dt=0.000369111±0.00651205 dθ/dt=0.00147061±0.000829732 w3=0.00446429±0.013226 |