RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190875
Binary
Binary lens models
 |
Model L1 χ2=32233.3 gOGLE I=0.198979±0.343098 s=2.04903±0.142246 q=0.0877929±0.0813737 u0=1.06945±0.269934 α=2.0251±0.0968518 ρ*=0.00675438±0.020214 tE=39.6904±13.2808 t0=8652.79±5.97521 |
 |
Model L2 χ2=34338.2 gOGLE I=1.36841±0.893101 s=1.55453±0.117421 q=0.0938416±0.110122 u0=0.966239±0.125585 α=1.94007±0.0579926 ρ*=0.00673182±0.0088384 tE=68.4412±24.0335 t0=8647.86±6.85169 |
 |
Model L3 χ2=35445.8 gOGLE I=3.15445±1.66821 s=1.74145±0.0359767 q=0.0721457±0.0729619 u0=1.13744±0.0457802 α=1.97547±0.01074 ρ*=0.00278533±0.00310221 tE=170.713±8.45047 t0=8590.29±3.81464 |
 |
Model L4 χ2=35456.7 gOGLE I=3.11062±1.30621 s=1.72873±0.0413973 q=0.0854733±0.0663973 u0=1.1408±0.0525237 α=1.92839±0.012834 ρ*=0.00308218±0.00357845 tE=153.78±12.7662 t0=8607.91±4.7104 |
Binary lens models with parallax
 |
Model X1 χ2=32147. gOGLE I=0.18455±0.410837 s=2.05446±0.155809 q=0.094795±0.114844 u0=1.05677±0.297325 α=2.02395±0.0977282 ρ*=0.00738436±0.0371338 tE=39.0696±13.4062 t0=8653.76±4.61675 πE,N=0.526037±4.7226 πE,E=0.986395±7.41356 |
 |
Model X2 χ2=32229.2 gOGLE I=0.199761±0.458882 s=2.04921±0.148087 q=0.0878009±0.0866224 u0=-1.06941±0.26716 α=4.25811±0.0985574 ρ*=0.00685098±0.0234181 tE=39.6934±17.4459 t0=8652.79±10.5723 πE,N=-0.0370908±4.05074 πE,E=0.0371638±4.93489 |
Binary source model
 |
Model BS χ2=33720.1 gOGLE I=1.31701±0.449976 tE=48.9213±227.773 FR=15.6507±188.255 u1=0.00548467±0.0273326 u2=1.09716±8.08934 t1=8673.52±0.182337 t2=8642.41±32.895 |
Binary source model with parallax
 |
Model BX χ2=33699. gOGLE I=-0.554601±0.568238 tE=28.4864±191.183 FR=52.7904±1161.61 u1=0.0000851929±0.0766132 u2=1.95647±19.731 t1=8670.06±22.5947 t2=8639.89±67.4594 πE,N=-0.162933±0.405809 πE,E=0.191055±0.32566 |