RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB191127
Binary
Binary lens models
 |
Model L1 χ2=8487.02 gOGLE I=0.492765±1.04529 s=0.420761±0.245099 q=0.262811±0.274722 u0=0.168566±0.146563 α=2.35481±0.166039 ρ*=0.0539605±0.411528 tE=19.4588±12.8415 t0=8701.97±0.740465 |
 |
Model L2 χ2=8506.45 gOGLE I=0.0538986±1.0073 s=0.465347±0.252121 q=0.330503±0.306913 u0=0.238098±0.187509 α=4.13456±0.412607 ρ*=0.0410439±0.635609 tE=17.1949±10.5387 t0=8700.99±0.774242 |
 |
Model L3 χ2=8686.5 gOGLE I=-0.31959±0.323621 s=2.0915±0.142551 q=0.0887722±0.0275434 u0=1.05493±0.176843 α=2.11333±0.0794432 ρ*=0.0304989±0.00791257 tE=162.248±36.4586 t0=8598.44±15.3316 |
 |
Model L4 χ2=8693.85 gOGLE I=-0.213708±0.242962 s=2.12197±0.0897496 q=0.196685±0.0342037 u0=0.791481±0.159037 α=2.25911±0.102875 ρ*=0.0327248±0.0106638 tE=135.899±15.192 t0=8613.17±6.67704 |
Binary lens models with parallax
 |
Model X1 χ2=8484.45 gOGLE I=0.0648166±1.32658 s=0.437431±0.523312 q=0.399703±1.72814 u0=0.23609±0.242929 α=4.07669±1.27221 ρ*=0.0000204762±2648.6 tE=17.0615±12.783 t0=8701.13±2.87428 πE,N=-2.99747±54.5046 πE,E=0.724024±14.5476 |
 |
Model X2 χ2=8575.2 gOGLE I=0.457693±0.883268 s=3.81784±0.858807 q=0.808442±0.402066 u0=-0.832122±0.493257 α=0.741919±0.355132 ρ*=0.0801482±0.0852009 tE=33.9158±12.2709 t0=8666.12±6.63304 πE,N=-0.894781±2.67035 πE,E=2.096±3.1346 |