RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190757
Binary (or binary source)
Binary lens models with parallax
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Model X1 χ2=5402.16 gOGLE I=0.488511±0.49721 s=1.83026±0.140731 q=0.171355±0.109466 u0=0.314323±0.0423255 α=0.705188±0.0704518 ρ*=0.0000101301±0.990832 tE=38.9549±10.4863 t0=8611.63±5.18633 πE,N=0.353151±0.497732 πE,E=-1.40566±1.01011 |
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Model X2 χ2=5431.8 gOGLE I=0.284729±0.478761 s=1.86203±0.158995 q=0.199594±0.143021 u0=-0.324206±0.0379015 α=5.55862±0.188672 ρ*=0.0000101301±1.17984 tE=37.5506±15.2673 t0=8610.01±4.51065 πE,N=-0.693851±0.621051 πE,E=-1.58218±1.07916 |
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Model X3 χ2=5747.02 gOGLE I=0.453655±0.143145 s=1.91686±0.00840288 q=0.104565±0.0761027 u0=0.651476±0.0487816 α=2.70526±0.0703103 ρ*=0.00123674±0.00921063 tE=93.1378±9.27698 t0=8491.6±9.42508 πE,N=-0.0122892±0.0280478 πE,E=0.0235008±0.11017 |
Binary lens models
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Model L1 χ2=5757.56 gOGLE I=0.500839±0.154501 s=1.9005±0.00994519 q=0.132253±0.0640626 u0=0.633148±0.0364387 α=2.73427±0.035049 ρ*=0.00137725±0.00841859 tE=91.43±2.54412 t0=8498.61±7.20942 |
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Model L2 χ2=5786.88 gOGLE I=0.220186±0.371327 s=1.90009±0.0964639 q=0.240734±0.0996184 u0=0.304718±0.0733139 α=0.751386±0.147039 ρ*=0.0000101301±1.67895 tE=35.9729±10.7092 t0=8607.63±4.76896 |
Binary source model with parallax
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Model BX χ2=5651.44 gOGLE I=40.2909±2.03711 tE=321.54±345.86 FR=3.65421±3.22503 u1=0.00062037±0.00599794 u2=0.0271883±0.0355087 t1=8595.89±0.216971 t2=8621.14±3.94377 πE,N=-0.000016873±0.000570802 πE,E= -6 -2.98039 10±0.00737005 |
Binary source model
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Model BS χ2=5652.02 gOGLE I=40.4521±1.52903 tE=322.889±240.377 FR=3.65921±3.09834 u1=0.000621566±0.00080585 u2=0.0270965±0.0305834 t1=8595.89±0.138168 t2=8621.14±3.79292 |