RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB141718
Binary
Binary lens models with parallax
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Model X1 χ2=3380.94 gOGLE=-0.103822±0.138735 s=2.59326±0.00802882 q=0.68086±0.0967988 u0=-0.657209±0.0561957 θ=0.794835±0.01805 ρ*=0.0242392±0.00233175 tE=13.1115±0.861378 t0=6894.05±0.359638 π⊥=-2.99205±1.29191 π||=-2.66223±0.444081 |
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Model X2 χ2=3395.64 gOGLE=-0.12011±0.109716 s=2.69053±0.00810855 q=0.797443±0.0919122 u0=-0.725785±0.0470043 θ=0.748538±0.0113923 ρ*=0.0242248±0.00294121 tE=13.2166±0.642338 t0=6892.28±0.318695 π⊥=-2.59394±0.610726 π||=-1.64785±0.663055 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=3339.97 gOGLE=-0.113243±0.20474 s=2.57871±0.035456 q=0.686048±0.13403 u0=-0.648844±0.0981571 θ=0.792689±0.0561467 ρ*=0.0241024±0.00581483 tE=13.0901±1.00483 t0=6894.03±0.307508 π⊥=-2.97104±0.963116 π||=-2.99961±0.608133 ds/dt=0.000430451±0.000717712 dθ/dt=0.00130272±0.000844884 w3=0.00627829±0.0548244 |
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Model O2 χ2=3386.29 gOGLE=-0.117787±0.155611 s=2.69006±0.0346346 q=0.796914±0.124386 u0=-0.723527±0.108709 θ=0.75203±0.0566325 ρ*=0.0243113±0.0067077 tE=13.2045±0.950789 t0=6892.26±0.261454 π⊥=-2.58546±1.00395 π||=-1.77391±0.621908 ds/dt=0.000911306±0.00075856 dθ/dt=0.000785055±0.00067421 w3=0.00654189±0.0337842 |
Binary lens models
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Model L1 χ2=3582.72 gOGLE=-0.11375±0.0424431 s=2.96294±0.0668702 q=0.795104±0.0363283 u0=0.95826±0.0341666 θ=2.42779±0.0107312 ρ*=0.022099±0.00353925 tE=13.9599±0.319592 t0=6886.53±0.267386 |
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Model L2 χ2=3588.2 gOGLE=-0.10615±0.0514672 s=2.93002±0.0849475 q=0.85888±0.0464756 u0=0.916422±0.0355597 θ=2.42303±0.0145821 ρ*=0.0222735±0.00506469 tE=13.7488±0.408766 t0=6887.55±0.286626 |
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Model L3 χ2=3610.55 gOGLE=-0.0825022±0.0537319 s=2.97809±0.0754481 q=0.972392±0.0586138 u0=0.810045±0.0255047 θ=2.47943±0.0114179 ρ*=0.022508±0.00324727 tE=13.2107±0.425392 t0=6888.04±0.294591 |