RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB151368
Binary
Binary lens models
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Model L1 χ2=5836.55 gOGLE=0.130172±0.553096 s=3.21803±0.463579 q=0.367946±0.102316 u0=1.25187±0.353147 θ=2.28754±0.0600954 ρ*=0.0519578±0.293808 tE=14.7583±2.0811 t0=7184.26±2.64699 |
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Model L2 χ2=8476.09 gOGLE=4.60082±0.475512 s=1.88749±0.00629245 q=0.0373979±0.0052352 u0=1.33505±0.00144302 θ=1.43608±0.00818557 ρ*=0.0497195±0.00545157 tE=74.8444±4.93172 t0=7215.73±0.224842 |
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Model L3 χ2=8810.39 gOGLE=0.483363±0.348775 s=2.71244±0.0608697 q=0.0109618±0.00341034 u0=1.79131±0.0492669 θ=0.841903±0.0215754 ρ*=0.00425922±0.0446634 tE=80.9509±5.06917 t0=7329.95±6.94505 |
Binary lens models with parallax
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Model X1 χ2=5814.55 gOGLE=0.088693±0.777901 s=3.24665±0.522826 q=0.397229±0.120526 u0=-1.21028±0.304205 θ=3.98108±0.113657 ρ*=0.0350855±0.520657 tE=14.4314±5.28792 t0=7184.92±5.63501 π⊥=-0.0330728±11.049 π||=-3.±15.7842 |
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Model X2 χ2=5821.77 gOGLE=0.0987885±1.02852 s=3.19213±0.622478 q=0.388088±0.210205 u0=1.21221±0.292285 θ=2.27327±0.13117 ρ*=0.0762915±0.268505 tE=14.3608±5.63212 t0=7185.7±9.25021 π⊥=0.402342±14.4571 π||=-2.37585±9.28769 |