RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
OB190368
Binary (or binary source)
Binary lens models
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Model L1 χ2=968.827 gOGLE I=-0.082141±0.381043 s=2.18731±0.073871 q=0.504878±0.158422 u0=0.00724776±0.0515069 α=3.63159±0.0496727 ρ*=0.0245763±0.0256686 tE=119.635±29.2583 t0=8703.59±11.6978 |
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Model L2 χ2=999.427 gOGLE I=-0.519653±0.221291 s=2.13886±0.0485667 q=0.0403245±0.0104355 u0=0.891159±0.0446263 α=0.514204±0.0287867 ρ*=0.0121227±0.0299294 tE=417.142±25.6895 t0=9265.04±24.7752 |
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Model L3 χ2=1003.25 gOGLE I=-0.487112±0.236019 s=2.14266±0.0487005 q=0.0532462±0.0119537 u0=0.917079±0.0507058 α=0.530314±0.0315604 ρ*=0.0134134±0.0307984 tE=382.152±14.9291 t0=9205.24±13.2426 |
Binary lens models with parallax
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Model X1 χ2=955.381 gOGLE I=-0.231028±0.666934 s=2.20906±0.116192 q=0.561894±0.291104 u0=0.00326068±0.0934553 α=3.66076±0.121004 ρ*=0.0216312±0.0445375 tE=111.875±42.5823 t0=8702.43±18.6615 πE,N=0.0438828±0.237349 πE,E=-0.108529±0.271894 |
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Model X2 χ2=1017.27 gOGLE I=-0.23097±0.240862 s=2.36866±0.0456812 q=0.0680962±0.0382879 u0=-1.2194±0.0495835 α=5.61498±0.0332038 ρ*=0.0101144±0.0151298 tE=405.291±27.4817 t0=9270.2±25.5245 πE,N=-0.00941919±0.0082775 πE,E=0.00856665±0.020685 |
Binary source model
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Model BS χ2=1009.97 gOGLE I=0.722008±0.175717 tE=131.878±137.741 FR=0.391929±0.173681 u1=0.178645±0.245888 u2=0.0534664±0.0644224 t1=8626.04±2.87599 t2=8700.76±1.01561 |
Binary source model with parallax
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Model BX χ2=971.114 gOGLE I=-0.184442±0.219683 tE=106.124±92.3811 FR=0.346569±0.489157 u1=0.345147±0.904162 u2=0.216748±0.357018 t1=8608.82±29.8751 t2=8711.32±52.4184 πE,N=0.189118±0.5648 πE,E=0.0932265±0.460068 |