RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB131761
Planetary (next update 27 October)
Binary lens models
 |
Model L1 χ2=1524.69 gOGLE=0.0624134±0.753494 s=1.02077±0.0380537 q=0.0110452±0.0180434 u0=0.166603±0.0970455 θ=1.89986±0.168868 ρ*=0.00786639±0.0306848 tE=23.2736±11.2915 t0=6565.3±0.535494 |
 |
Model L2 χ2=1611.52 gOGLE=0.457353±0.552196 s=4.05408±0.0857541 q=0.247996±0.187812 u0=0.414114±0.0695634 θ=0.124497±0.00333654 ρ*=0.0000124629±0.0327919 tE=57.8384±1.54192 t0=6740.91±26.4242 |
 |
Model L3 χ2=1612.45 gOGLE=0.603601±0.40821 s=4.0174±0.105837 q=0.388962±0.165315 u0=0.382787±0.0468122 θ=0.12719±0.00256256 ρ*=0.0000101301±1.12777 tE=53.0033±1.65053 t0=6708.47±17.0668 |
 |
Model L4 χ2=1616.67 gOGLE=0.355158±0.101213 s=4.0552±0.010196 q=0.173192±0.00925908 u0=0.45654±0.00894831 θ=0.130887±0.00102232 ρ*=0.0000161932±0.976972 tE=63.4022±0.105277 t0=6769.89±1.54073 |
 |
Model L5 χ2=1626.3 gOGLE=0.31404±0.332836 s=4.0552±0.0103373 q=0.125303±0.0715382 u0=0.441718±0.0341644 θ=0.122325±0.000888749 ρ*=0.0000101301±0.163546 tE=71.0167±0.21598 t0=6804.37±15.1369 |
Binary lens models with parallax
 |
Model X1 χ2=1516.1 gOGLE=0.217408±1.36604 s=1.00194±0.0880796 q=0.0107037±0.0242058 u0=0.147636±0.162991 θ=1.9059±0.827061 ρ*=0.00731621±0.0461647 tE=25.6418±52.6091 t0=6565.28±0.807196 π⊥=0.0228642±163.404 π||=0.59534±3.55265 |
 |
Model X2 χ2=1611.42 gOGLE=0.455591±0.65373 s=4.05461±0.109846 q=0.247192±0.244863 u0=0.414687±0.0773649 θ=0.124152±0.00351477 ρ*=0.0000103678±0.580176 tE=57.8302±1.84993 t0=6740.94±30.3438 π⊥=0.000695368±0.00182119 π||=0.00059496±0.0485122 |