RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180932
Planetary with parallax
Binary lens models with parallax and orbital motion
 |
Model O1 χ2=1621.81 gOGLE I=7.46265±1.14016 s=1.12748±0.0030438 q=0.0232155±0.00735726 u0=-0.16797±0.020836 α=0.0699433±0.0729887 ρ*=0.00343736±0.00460621 tE=97.7098±5.54032 t0=8296.12±1.35587 πE,N=-0.410889±0.230937 πE,E=-0.745819±0.279524 (ds/dt)/s=-0.0000465618±0.000336109 dα/dt=-0.000576728±0.00184946 w3=0.00747237±0.00247849 |
Binary lens models with parallax
 |
Model X1 χ2=1650.12 gOGLE I=1.83649±0.0885069 s=0.666967±0.00418761 q=0.00105916±0.000485057 u0=0.450181±0.0144277 α=3.62265±0.00835868 ρ*=0.00645945±0.00200696 tE=39.2684±0.980637 t0=8300.54±0.670467 πE,N=-1.18609±1.1957 πE,E=-0.226±0.662885 |
 |
Model X2 χ2=1659.32 gOGLE I=2.04136±0.0534307 s=0.675717±0.00374222 q=0.00159439±0.000303031 u0=0.433812±0.00525405 α=3.59341±0.00318726 ρ*=0.00655976±0.00191111 tE=41.0076±0.490279 t0=8300.84±0.303043 πE,N=-1.29148±0.335636 πE,E=0.225568±0.317871 |
 |
Model X3 χ2=1704.9 gOGLE I=8.18372±0.916842 s=1.12533±0.000554069 q=0.0184941±0.00260023 u0=-0.157249±0.0125477 α=6.28108±0.0375308 ρ*=0.00449195±0.000944624 tE=99.9861±1.78068 t0=8297.2±0.274201 πE,N=-0.146472±0.125994 πE,E=-0.436815±0.132633 |
Binary lens models
 |
Model L1 χ2=1800.56 gOGLE I=2.13581±0.0382237 s=0.683093±0.00125005 q=0.00191098±0.000221344 u0=0.417954±0.00418749 α=3.58815±0.003195 ρ*=0.00657925±0.00185172 tE=42.1886±0.477402 t0=8301.15±0.232435 |
 |
Model L2 χ2=1810.11 gOGLE I=2.03264±0.0314575 s=0.677429±0.00214182 q=0.0019858±0.000186867 u0=0.426803±0.00237283 α=3.58568±0.00433747 ρ*=0.0068293±0.00145912 tE=40.6781±0.430521 t0=8300.81±0.437735 |
 |
Model L3 χ2=1894.21 gOGLE I=-0.0872223±0.0232711 s=1.93056±0.0177522 q=0.000258391±0.000111317 u0=0.887213±0.0156954 α=0.698852±0.0231097 ρ*=0.0245254±0.00287101 tE=25.4363±0.671286 t0=8300.87±0.05564 |
 |
Model L4 χ2=1902.74 gOGLE I=0.158195±0.0116682 s=1.81571±0.020042 q=0.000176917±0.0000341756 u0=0.780762±0.00873698 α=0.679882±0.0131591 ρ*=0.0202356±0.00222509 tE=27.9197±0.689404 t0=8300.85±0.116455 |
 |
Model L5 χ2=1962.42 gOGLE I=0.369874±0.0803363 s=1.7082±0.0342087 q=0.00034315±0.000236268 u0=0.709776±0.0349338 α=0.660388±0.0102583 ρ*=0.0000101301±0.490606 tE=29.8247±2.00633 t0=8300.78±0.713189 |