RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB151643
Binary
Binary lens models
 |
Model L1 χ2=11274.1 gOGLE=-0.0565179±0.055319 s=1.58322±0.0154503 q=0.337649±0.021429 u0=0.337039±0.0153729 θ=5.40535±0.0174886 ρ*=0.018788±0.0014286 tE=27.8423±1.07273 t0=7273.15±0.146742 |
 |
Model L2 χ2=11615.3 gOGLE=0.07785±0.0695247 s=1.69523±0.0199361 q=0.347629±0.0256454 u0=0.346873±0.0158051 θ=5.43526±0.0303049 ρ*=0.0168713±0.00125511 tE=30.9228±1.39434 t0=7271.44±0.3695 |
 |
Model L3 χ2=11702.8 gOGLE=-0.197949±0.092054 s=1.48374±0.0196309 q=0.341358±0.0306221 u0=0.338618±0.0200836 θ=5.38555±0.0190352 ρ*=0.0212919±0.00217665 tE=24.6219±1.476 t0=7274.35±0.160123 |
 |
Model L4 χ2=12563. gOGLE=0.226626±0.0626218 s=1.84196±0.0144558 q=0.374828±0.0222796 u0=0.37399±0.0175796 θ=5.46523±0.0228019 ρ*=0.0150853±0.00120518 tE=34.4±1.47056 t0=7268.81±0.15641 |
 |
Model L5 χ2=14510.8 gOGLE=0.330504±0.0389075 s=2.0251±0.0121408 q=0.439533±0.0195998 u0=0.427569±0.0140944 θ=5.51568±0.0272129 ρ*=0.0138328±0.000969721 tE=37.2171±0.902047 t0=7264.39±0.5461 |