RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190299
Planetary
Extended source Point-lens model
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Model EP χ2=4674.67 gOGLE I=-0.992025±0. u0=2.01306±0 tE=3.30617±0 t0=8559.81±0 ρ*=0.0100518±0 |
Binary lens models
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Model L1 χ2=416.189 gOGLE I=0.226087±0.0936596 s=0.983758±0.00440364 q=0.0114433±0.00345145 u0=0.0608301±0.0106677 α=4.9562±0.0873135 ρ*=0.00638026±0.00596077 tE=27.7131±4.82418 t0=8560.3±0.139871 |
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Model L2 χ2=655.545 gOGLE I=0.0850015±0.208269 s=0.969875±0.0186613 q=0.0204622±0.00578097 u0=0.0832403±0.0193826 α=4.86763±0.0764917 ρ*=0.0229042±0.00965222 tE=21.2176±4.46128 t0=8560.19±0.165041 |
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Model L3 χ2=739.076 gOGLE I=-0.181398±0.188475 s=0.932216±0.0124062 q=0.0245911±0.00694755 u0=0.104519±0.0237966 α=4.63971±0.0597851 ρ*=0.0162421±0.00704949 tE=16.6586±3.23385 t0=8560.66±0.167474 |
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Model L4 χ2=1049.7 gOGLE I=-0.0743291±0.149063 s=2.37149±0.0489266 q=0.0539635±0.0108874 u0=0.0432511±0.00610105 α=3.11364±0.00288875 ρ*=0.00630428±0.00126057 tE=42.623±1.40365 t0=8482.67±1.12042 |
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Model L5 χ2=1056.4 gOGLE I=0.148257±0.15104 s=2.60775±0.036572 q=0.0748621±0.0108095 u0=0.0571389±0.00511207 α=3.10999±0.00201783 ρ*=0.00597446±0.00124223 tE=46.1946±0.992632 t0=8465.96±1.18874 |
Point-source Point-lens model
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Model PP χ2=4674.67 gOGLE I=-0.992026±3.07349 u0=2.01306±32.5142 tE=3.30617±40.9873 t0=8559.81±0.728543 |