RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180369
Binary
Binary lens models
 |
Model L1 χ2=434.912 gOGLE I=-0.0364119±0.0927513 s=1.32787±0.113955 q=0.51679±0.14766 u0=0.749147±0.0149211 α=2.59372±0.0639225 ρ*=0.0120147±0.284393 tE=72.8167±5.98064 t0=8187.2±13.2768 |
 |
Model L2 χ2=645.836 gOGLE I=2.5518±0.163583 s=1.21699±0.011007 q=0.119636±0.00738061 u0=0.32834±0.0122943 α=0.401818±0.0191566 ρ*=0.0819652±0.00785085 tE=87.7292±3.93766 t0=8220.75±0.339428 |
 |
Model L3 χ2=682.089 gOGLE I=-0.173821±0.13435 s=1.41792±0.066143 q=0.442568±0.118263 u0=0.70843±0.0329739 α=0.349704±0.0545016 ρ*=0.082085±0.137069 tE=49.8587±3.63721 t0=8218.69±2.04659 |
 |
Model L4 χ2=684.982 gOGLE I=4.02236±0.577865 s=0.564462±0.026911 q=0.598336±0.13695 u0=0.225703±0.0227103 α=0.988991±0.0520786 ρ*=0.0761114±0.0166824 tE=98.7572±12.7471 t0=8209.89±1.22367 |
 |
Model L5 χ2=757.191 gOGLE I=1.90307±0.530479 s=2.63755±0.0760553 q=0.994161±0.241738 u0=0.499245±0.0940565 α=2.41529±0.0228673 ρ*=0.0469628±0.0249807 tE=110.699±9.36688 t0=8133.43±10.258 |
Binary lens models with parallax
 |
Model X1 χ2=434.912 gOGLE I=-0.0364119±0.236027 s=1.32787±0.259855 q=0.51679±0.622931 u0=-0.749147±0.0454706 α=3.68946±0.347894 ρ*=0.0120147±0.331939 tE=72.8167±14.2838 t0=8187.2±30.8772 πE,N= -10 -2.03547 10±0.626533 πE,E= -11 5.91562 10±0.211717 |
 |
Model X2 χ2=434.93 gOGLE I=-0.0364138±0.236502 s=1.32787±0.245367 q=0.51679±0.618616 u0=0.749147±0.0599201 α=2.59372±0.464728 ρ*=0.0120147±0.305251 tE=72.8167±17.0146 t0=8187.2±32.3713 πE,N= -10 2.22584 10±0.801349 πE,E= -11 6.6596 10±0.207165 |
Binary source model
 |
Model BS χ2=904.554 gOGLE I=5.30903±0.440513 tE=106.468±54.6341 FR=1.7957±0.806892 u1=0.0732745±0.0404753 u2=0.208002±0.156765 t1=8198.01±0.623297 t2=8242.31±2.03961 |