RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
KB140051
Binary or planetary
Binary lens models
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Model LT χ2=2232.81 gOGLE=0.356148± 15 2 14 2
0.356148 Sqrt[4.12525 10 {0, 0, 0, 0, 0, 0, 0}[[10]] + 5.23254 10 {0, 0, 0, 0, 0, 0, 0}[[11]] ] s=0.68±0 q=0.029±0 u0=0.067±0 θ=-1.78941±0 ρ*=0.02±0 tE=13.871±0 t0=6723.21±0 |
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Model L1 χ2=2206.85 gOGLE=0.695488±0.0860619 s=3.22299±0.113184 q=0.212804±0.0144943 u0=0.498915±0.0195505 θ=2.93252±0.00597697 ρ*=0.0197299±0.006827 tE=31.7223±1.14424 t0=6648.33±0.616739 |
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Model L2 χ2=2214.53 gOGLE=-0.00722616±0.158627 s=2.71262±0.0535247 q=0.0696063±0.0487541 u0=2.01341±0.146602 θ=1.97476±0.0931906 ρ*=0.0113131±0.0149002 tE=49.3317±8.83701 t0=6679.97±0.829929 |
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Model L3 χ2=2216.49 gOGLE=0.795757±0.215358 s=3.45023±0.0113975 q=0.0253944±0.00527333 u0=3.04038±0.024894 θ=1.39416±0.00149784 ρ*=0.00279075±0.00483546 tE=103.349±9.06335 t0=6778.52±5.05933 |