RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB181152
Binary with parallax
Binary lens models with parallax
 |
Model X1 χ2=3940.04 gOGLE I=21.9512±3.42851 s=0.756399±0.0460276 q=0.17553±0.0744136 u0=0.112096±0.00267675 α=2.65853±0.0182705 ρ*=0.00346743±0.00215068 tE=90.3865±11.0793 t0=8296.71±0.711606 πE,N=2.60878±1.21331 πE,E=2.99538±0.493317 |
 |
Model X2 χ2=4091.58 gOGLE I=20.5816±3.34247 s=0.758368±0.00899726 q=0.213536±0.030132 u0=-0.116337±0.00149164 α=3.59861±0.0191189 ρ*=0.00381553±0.00192189 tE=86.5171±2.94004 t0=8296.11±0.62895 πE,N=0.942549±0.607561 πE,E=3.±1.80361 |
 |
Model X3 χ2=4152.29 gOGLE I=8.44018±2.2806 s=1.73451±0.0447583 q=0.731104±0.0686225 u0=0.00589029±0.0139826 α=3.41348±0.0755435 ρ*=0.0107963±0.00891473 tE=22.097±0.97463 t0=8298.54±0.574377 πE,N=2.99959±3.98422 πE,E=0.579698±2.8939 |
Binary lens models
 |
Model L1 χ2=4414.77 gOGLE I=7.10436±1.83653 s=1.66031±0.0946837 q=0.754016±0.225217 u0=0.0231386±0.0291305 α=3.48672±0.127651 ρ*=0.00970731±0.0167959 tE=23.1697±1.40597 t0=8298.37±2.05856 |
 |
Model L2 χ2=5138.03 gOGLE I=20.1997±3.56318 s=0.702759±0.0264599 q=0.322934±0.148828 u0=0.108174±0.00239709 α=2.67951±0.0272219 ρ*=0.00494986±0.00197734 tE=91.8231±3.97735 t0=8295.19±0.637654 |
 |
Model L3 χ2=5316.79 gOGLE I=6.27684±1.21402 s=1.57049±0.136314 q=0.960356±0.449164 u0=0.0981855±0.0366427 α=0.327334±0.157978 ρ*=0.0127132±0.0205655 tE=24.9671±3.00383 t0=8300.09±3.79968 |