RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
GD230ats
Binary with Parallax and Orbital Motion
Binary lens models with parallax and orbital motion
 |
Model O1 χ2=2828.04 s=0.56499±0.000286584 q=0.340224±0.00351144 u0=-0.0473818±0.0000381516 α=3.01231±0.00977912 ρ*=0.00110289±0.0000271352 tE=120.53±0.550025 t0=10037.1±0.0196453 πE,N=0.175569±0.00739997 πE,E=-0.136313±0.0113061 (ds/dt)/s=0.00147762±0.000172977 dα/dt=0.0011195±0.000413076 w3=0.00751405±0.000327471 |
 |
Model O2 χ2=2836.96 s=0.560012±0.000349111 q=0.364442±0.00289424 u0=-0.0467582±0.0000408494 α=3.00396±0.0089084 ρ*=0.00113398±0.0000258531 tE=117.366±0.506547 t0=10037.2±0.0291775 πE,N=0.18302±0.0075439 πE,E=-0.13928±0.0125464 (ds/dt)/s=0.00194153±0.000216512 dα/dt=0.00123397±0.00041761 w3=0.00671516±0.00125422 |
Binary lens models with parallax
 |
Model X1 χ2=3202.51 s=0.562632±0.000353622 q=0.343767±0.00314624 u0=-0.0471838±0.000036061 α=3.03375±0.00820097 ρ*=0.00110432±0.0000260684 tE=122.152±0.683661 t0=10037.3±0.0239213 πE,N=0.191351±0.00718917 πE,E=-0.1409±0.0107935 |
 |
Model X2 χ2=3304.54 s=0.581369±0.000354082 q=0.343914±0.00387807 u0=-0.0513819±0.0000411861 α=3.03721±0.00942786 ρ*=0.00117599±0.0000290881 tE=115.057±0.612044 t0=10037.3±0.0295724 πE,N=0.207844±0.00730594 πE,E=-0.147894±0.0113607 |