RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
KB130134
Binary
Binary lens models
 |
Model L1 χ2=2007.8 gOGLE=1.79804±0.460907 s=2.29363±0.00880724 q=0.549063±0.0161637 u0=-0.0174213±0.00017157 θ=3.11196±0.00147427 ρ*=0.000473448±0.000652234 tE=98.6959±1.30055 t0=6437.61±1.19935 |
 |
Model L2 χ2=2021.46 gOGLE=1.28276±0.248913 s=2.50397±0.00283854 q=0.244388±0.00294305 u0=0.0514176±0.00017444 θ=0.0299009±0.000129482 ρ*=0.000485911±0.000545041 tE=117.522±0.253248 t0=6575.3±0.769652 |
 |
Model L3 χ2=2032.24 gOGLE=0.760396±0.200858 s=2.33349±0.00345727 q=0.105176±0.00416708 u0=0.0589389±0.00017654 θ=0.0333696±0.000169993 ρ*=0.000567449±0.000310516 tE=133.806±0.418491 t0=6608.26±0.897903 |
 |
Model L4 χ2=2041.2 gOGLE=0.861414±0.243319 s=2.3368±0.00303126 q=0.0675911±0.00245845 u0=0.0631618±0.000171583 θ=0.0344938±0.000350979 ρ*=0.000479223±0.000284748 tE=161.475±0.343695 t0=6666.97±0.649421 |
 |
Model L5 χ2=2041.78 gOGLE=0.00353848±0.0961469 s=1.41259±0.0916844 q=0.729235±0.118936 u0=0.0822563±0.00595708 θ=0.153775±0.0311544 ρ*=0.00901937±0.00529693 tE=27.2578±2.83678 t0=6382.89±1.02481 |