RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB151285
Binary
Binary lens models with parallax
 |
Model X1 χ2=1846.27 gOGLE=-0.0796057±0.292174 s=1.92617±0.0276799 q=0.275503±0.446546 u0=0.713232±0.758248 θ=1.5641±0.00802775 ρ*=0.0148245±0.00472925 tE=29.7568±8.77669 t0=7209.9±0.240338 π⊥=0.0283863±0.0164581 π||=-0.00165824±0.0020402 |
 |
Model X2 χ2=1850.05 gOGLE=-0.0418301±0.228368 s=1.91756±0.0306781 q=0.23324±0.152745 u0=0.764481±0.295323 θ=1.47016±0.00775057 ρ*=0.0134865±0.00623563 tE=32.4617±9.11727 t0=7212.26±1.31503 π⊥=0.023511±0.0423318 π||=-0.00471359±0.00174354 |
 |
Model X3 χ2=1853.56 gOGLE=-0.0725269±0.252358 s=1.92189±0.0428434 q=0.244832±0.256324 u0=0.762363±0.415143 θ=1.52559±0.00716988 ρ*=0.0144297±0.00416625 tE=30.6711±8.72151 t0=7210.8±0.684096 π⊥=0.0376961±0.0195651 π||=-0.00136872±0.00201423 |
Binary lens models
 |
Model L1 χ2=1586.71 gOGLE=-0.083744±0.236457 s=1.92307±0.0326077 q=0.237651±0.315616 u0=0.774944±0.592054 θ=1.52512±0.00638706 ρ*=0.0144983±0.00450419 tE=30.272±8.71809 t0=7210.83±0.98656 |
 |
Model L2 χ2=1588.56 gOGLE=-0.0233256±0.200917 s=1.92245±0.0325592 q=0.284547±0.37361 u0=0.684671±0.649318 θ=1.47211±0.0110051 ρ*=0.0137697±0.00520252 tE=31.977±10.307 t0=7211.92±2.71216 |
 |
Model L3 χ2=1588.89 gOGLE=-0.122517±0.320534 s=1.92229±0.0333141 q=0.218909±0.368421 u0=0.81197±0.689421 θ=1.56413±0.00743925 ρ*=0.015143±0.00412027 tE=28.8861±7.87498 t0=7209.91±0.259095 |