RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB181456
Binary
Extended source Point-lens model
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Model EP χ2=7584.71 gOGLE I=411.674±1551.62 u0=0.000905127±0.0938861 tE=672.415±69681.8 t0=8338.69±0.561493 ρ*=0.00104015±0.107637 |
Binary lens models
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Model L1 χ2=2846.39 gOGLE I=1.22294±0.252739 s=1.82999±0.00819792 q=0.0450982±0.00262881 u0=0.674283±0.0492237 α=2.57112±0.0280211 ρ*=0.00217102±0.00212564 tE=46.9705±1.00595 t0=8292.97±0.44283 |
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Model L2 χ2=2969.35 gOGLE I=1.64926±0.478006 s=2.00527±0.131693 q=0.0571953±0.0197669 u0=0.650026±0.0430653 α=2.65131±0.00893794 ρ*=0.00264378±0.00326034 tE=38.4894±3.95975 t0=8293.25±1.19926 |
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Model L3 χ2=2992.44 gOGLE I=2.48512±0.746057 s=1.94807±0.0786722 q=0.0367683±0.0191957 u0=0.517448±0.0384013 α=2.72957±0.00710556 ρ*=0.00175803±0.00199889 tE=40.1391±2.71341 t0=8291.53±0.714599 |
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Model L4 χ2=2994.48 gOGLE I=1.22076±0.283679 s=0.687181±0.00226195 q=0.557621±0.0107849 u0=0.79257±0.0057616 α=4.04652±0.00456436 ρ*=0.00149628±0.000552894 tE=70.2144±1.2134 t0=8293.61±0.0749843 |
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Model L5 χ2=3001.38 gOGLE I=1.87413±0.391845 s=2.03856±0.0000588392 q=0.072934±0.00761973 u0=0.544605±0.0153932 α=2.73834±0.00776736 ρ*=0.0026373±0.00321023 tE=33.889±0.315428 t0=8296.81±0.416822 |
Point-source Point-lens model
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Model PP χ2=7635.74 gOGLE I=607.472±4663.68 u0=0.000455807±0.096713 tE=992.275±210359. t0=8338.63±0.487522 |