RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB150139
Binary (next update 10 May)
Binary lens models with parallax
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Model X1 χ2=1793.02 gOGLE=0.309036±0.212343 s=0.644518±0.0460924 q=0.484458±0.128714 u0=0.0321377±0.000393566 θ=1.99278±0.107259 ρ*=0.00665496±0.0015744 tE=57.1037±17.1816 t0=7126.16±0.512327 π⊥=-0.0845341±0.54561 π||=-0.152488±1.1249 |
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Model X2 χ2=1846.74 gOGLE=0.240772±0.135719 s=0.660895±0.0264779 q=0.506326±0.0961809 u0=-0.0182949±0.00664034 θ=4.37974±0.0417956 ρ*=0.00679593±0.00226063 tE=51.7578±8.40057 t0=7125.73±0.416661 π⊥=0.00694321±0.380889 π||=-0.0902736±0.699885 |
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Model X3 χ2=1849.68 gOGLE=0.255571±0.0993086 s=0.662569±0.0206713 q=0.438425±0.0779128 u0=0.0542582±0.00208514 θ=2.10888±0.0643149 ρ*=0.00709088±0.00141654 tE=54.6038±6.35125 t0=7126.38±0.502207 π⊥=-0.345983±0.134983 π||=-0.0380911±0.372895 |
Binary lens models
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Model L1 χ2=1881.02 gOGLE=0.247335±0.0694948 s=0.662265±0.0170278 q=0.497085±0.0681044 u0=0.0160652±0.00722486 θ=1.89627±0.0604899 ρ*=0.00658671±0.00178237 tE=51.5392±5.93551 t0=7125.61±0.300351 |
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Model L2 χ2=2203.52 gOGLE=0.401703±0.044161 s=0.623614±0.00484828 q=0.568399±0.0649794 u0=0.00658275±0.00105408 θ=1.85874±0.0409577 ρ*=0.00485099±0.00195603 tE=56.6021±2.4418 t0=7125.27±0.0902868 |
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Model L3 χ2=2603.03 gOGLE=0.0419058±0.0417778 s=2.19665±0.00294108 q=0.759003±0.000386869 u0=0.849046±0.00265023 θ=1.03311±0.00103931 ρ*=0.00338222±0.00220028 tE=82.0499±0.247636 t0=7165.57±0.115365 |