RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB150568
Binary
Binary lens models with parallax
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Model X1 χ2=3701.67 gOGLE=1.09435±0.158649 s=0.890857±0.0451538 q=0.84772±0.314289 u0=-0.00998517±0.0260255 θ=4.46099±0.150344 ρ*=0.00743157±0.0267889 tE=24.3498±3.76462 t0=7133.42±2.30208 π⊥=2.10423±3.35227 π||=2.76423±2.6772 |
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Model X2 χ2=3779.94 gOGLE=1.14555±0.123953 s=0.879783±0.0327552 q=0.908542±0.312679 u0=0.00417763±0.0103704 θ=1.78478±0.0538531 ρ*=0.00690668±0.00663457 tE=22.9193±2.49619 t0=7133.41±1.71 π⊥=-1.9588±2.18459 π||=2.2275±4.09133 |
Binary lens models
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Model L1 χ2=3953.25 gOGLE=1.62963±0.12704 s=0.814451±0.0150204 q=0.909951±0.106303 u0=0.0631401±0.0051802 θ=1.75868±0.0286041 ρ*=0.00928809±0.00386185 tE=21.8444±0.553889 t0=7137.13±0.285093 |
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Model L2 χ2=3963.88 gOGLE=1.32769±0.103549 s=0.847097±0.0180326 q=0.683704±0.104099 u0=0.0709643±0.00741236 θ=1.85887±0.0491187 ρ*=0.00943495±0.00460714 tE=22.9967±0.576404 t0=7136.7±0.329041 |
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Model L3 χ2=4078.1 gOGLE=1.38953±0.133857 s=0.846287±0.0249497 q=0.524535±0.0895912 u0=0.101461±0.010941 θ=1.96872±0.0506701 ρ*=0.00947447±0.00480873 tE=24.0387±0.739299 t0=7137.04±0.5665 |