RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB181207
Binary
Binary lens models
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Model L1 χ2=5116.79 gOGLE I=0.500148±1.33182 s=0.644148±0.145469 q=0.0517536±0.0625469 u0=0.00772045±0.00917762 α=6.26347±0.124155 ρ*=0.000712418±0.00833387 tE=35.5301±33.4824 t0=8322.93±0.80714 |
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Model L2 χ2=5167.93 gOGLE I=0.648079±1.2108 s=0.68702±0.225253 q=0.0343315±0.040385 u0=0.00888836±0.0107605 α=0.00963073±0.107284 ρ*=0.0000101301±0.164567 tE=38.3306±31.5945 t0=8323.03±0.885431 |
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Model L3 χ2=5251.14 gOGLE I=0.141189±0.24631 s=4.05378±0.0977625 q=0.18504±0.00512451 u0=0.168307±0.0100986 α=0.0563545±0.0006203 ρ*=0.00179994±0.0148224 tE=62.0153±1.693 t0=8520.17±1.06004 |
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Model L4 χ2=5262.21 gOGLE I=0.259642±0.255361 s=4.04634±0.122909 q=0.29198±0.00214575 u0=0.127484±0.012736 α=0.0484191±0.00103755 ρ*=0.00179796±0.0254315 tE=57.0797±1.98285 t0=8488.87±0.584456 |
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Model L5 χ2=5273.17 gOGLE I=0.307916±0.253437 s=3.94779±0.142982 q=0.420745±0.00454063 u0=0.129511±0.0136745 α=0.0560601±0.0017054 ρ*=0.00210705±0.0293739 tE=51.5774±2.10956 t0=8455.11±0.539802 |
Binary lens models with parallax
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Model X1 χ2=5104.92 gOGLE I=0.54451±2.07173 s=0.687759±0.108918 q=0.0355851±0.0915005 u0=-0.00908803±0.00400112 α=6.24063±0.301948 ρ*=0.000837236±0.010735 tE=37.0474±60.0229 t0=8323.1±0.873375 πE,N=-2.67379±8.90344 πE,E=1.26242±11.5378 |
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Model X2 χ2=5114.7 gOGLE I=0.499478±1.40558 s=0.644136±2.56438 q=0.0517553±0.978406 u0=-0.00772306±0.0281057 α=0.0196698±1.62082 ρ*=0.000700472±0.0433068 tE=35.517±40.2576 t0=8322.93±8.15088 πE,N=-0.0316619±63.7541 πE,E=0.26441±17.5276 |