RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190580
Binary (with orbital motion)
Binary lens models with parallax and orbital motion
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Model O1 χ2=14537.1 gOGLE I=2.78057±0.271182 s=0.514003±0.00275753 q=0.198112±0.0148414 u0=0.0101783±0.000150901 α=6.14727±0.0159321 ρ*=0.000441025±0.0000980383 tE=136.914±5.1748 t0=8658.14±0.371339 πE,N=-0.0788811±0.861586 πE,E=0.28688±0.92646 (ds/dt)/s=0.0000332892±0.00341139 dα/dt=-0.000315882±0.00344984 w3= -8 9.99999 10±3.67128 |
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Model O2 χ2=15456.5 gOGLE I=2.74717±0.308615 s=0.513292±0.003922 q=0.197465±0.0262112 u0=-0.00963813±0.0000592282 α=0.13224±0.0166431 ρ*=0.000439913±0.00010316 tE=136.649±12.7605 t0=8658.12±0.332477 πE,N=-0.00315135±1.8269 πE,E=0.00503377±0.718278 (ds/dt)/s= -10 -6.22573 10±0.00308782 dα/dt= -8 -1.49302 10±0.00250756 w3=0.00145081±0.0302134 |
Binary lens models with parallax
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Model X1 χ2=14818.3 gOGLE I=2.76445±0.198878 s=0.513872±0.00275389 q=0.198006±0.010844 u0=0.0100331±0.000147881 α=6.14832±0.0129661 ρ*=0.000443236±0.0000788757 tE=136.899±4.80386 t0=8658.13±0.138282 πE,N=-0.0573869±0.69339 πE,E=0.232914±0.452368 |
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Model X2 χ2=15462.2 gOGLE I=2.74465±0.290453 s=0.513292±0.0049524 q=0.197465±0.0205472 u0=-0.00963816±0.0000574883 α=0.13224±0.0131911 ρ*=0.000439916±0.0000807148 tE=136.649±12.5963 t0=8658.12±0.195806 πE,N=-0.00314606±1.18063 πE,E=0.0050235±0.705576 |
Binary lens models
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Model L1 χ2=15473.7 gOGLE I=2.74103±0.23221 s=0.513296±0.00295784 q=0.197479±0.00458425 u0=0.00964464±0.0000549741 α=6.15091±0.00661675 ρ*=0.000439833±0.0000858973 tE=136.655±3.50435 t0=8658.12±0.0712871 |
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Model L2 χ2=69151.8 gOGLE I=0.86339±0.242603 s=2.67372±0.00541309 q=0.936816±0.0022049 u0=0.207535±0.00235558 α=2.97165±0.00100612 ρ*=0.000731165±0.000445494 tE=87.112±0.232712 t0=8555.46±0.0857795 |