RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB170041
Binary
Binary lens models
 |
Model L1 χ2=11364.9 gOGLE=-0.186295±1.09857 s=4.0552±1.17478 q=0.235075±0.0572301 u0=1.92705±0.892488 θ=0.636825±0.267227 ρ*=0.0107414±1.33269 tE=20.6796±9.79545 t0=7851.13±10.6392 |
 |
Model L2 χ2=11365.2 gOGLE=0.186503±1.5183 s=0.39755±0.364897 q=0.358749±1.47897 u0=0.148655±0.178231 θ=2.31256±0.485811 ρ*=0.0376922±0.92251 tE=10.7076±10.8814 t0=7799.75±0.537335 |
 |
Model L3 χ2=11892.7 gOGLE=1.21889±0.791823 s=2.99168±0.0616474 q=0.0293525±0.0150614 u0=0.424313±0.0185212 θ=0.160596±0.0034166 ρ*=0.0166234±0.0102721 tE=77.6898±2.87212 t0=7998.29±2.59885 |
 |
Model L4 χ2=11912.6 gOGLE=1.76656±0.883748 s=3.27178±0.079272 q=0.0451916±0.0171823 u0=0.51121±0.0262853 θ=0.176995±0.00395091 ρ*=0.0165954±0.0102031 tE=77.5471±2.53228 t0=8016.96±3.33376 |
 |
Model L5 χ2=11971.2 gOGLE=2.50428±1.03357 s=3.56001±0.106093 q=0.0872128±0.0342381 u0=0.600357±0.0581861 θ=0.196072±0.0129899 ρ*=0.0179636±0.01057 tE=71.6113±3.29611 t0=8012.19±5.14288 |