RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
OB191073
Binary or planetary (or binary source)
Binary lens models
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Model L1 χ2=76963.6 gOGLE I=0.524541±2.7126 s=0.252616±1.01496 q=0.310401±3.34151 u0=0.040053±0.111043 α=5.7508±1.0778 ρ*=0.0000571394±1.73748 tE=22.3125±36.8048 t0=8677.±0.463892 |
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Model L2 χ2=77050.2 gOGLE I=0.460145±0.401196 s=4.0552±0.607246 q=0.258517±0.0681182 u0=0.445424±0.139143 α=5.73506±0.151021 ρ*=0.000201496±0.0295892 tE=24.4477±5.94275 t0=8660.64±6.87965 |
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Model L3 χ2=77245.4 gOGLE I=0.649614±1.76256 s=0.259462±0.543105 q=0.156546±1.05785 u0=0.0352598±0.0540618 α=1.10216±0.296906 ρ*=0.0000101301±2.34278 tE=23.1707±27.7594 t0=8677.±0.31012 |
Binary source model
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Model BS χ2=77444.1 gOGLE I=0.501377±0.0191505 tE=22.1111±27.1151 FR=6.3359±10.4771 u1=0.00710395±0.0140698 u2=0.0526895±0.0875474 t1=8676.62±0.0966353 t2=8677.24±0.663734 |
Binary lens models with parallax
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Model X1 χ2=76835. gOGLE I=0.638335±3.91689 s=0.252211±1.14716 q=0.286002±3.15718 u0=-0.0375273±0.135751 α=0.546742±1.15297 ρ*=0.0000109927±2.11405 tE=23.8542±61.4956 t0=8677.01±0.517775 πE,N=-2.98158±181.159 πE,E=2.81432±35.9246 |
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Model X2 χ2=76856.9 gOGLE I=0.56162±2.23368 s=0.253495±0.745835 q=0.301225±2.34624 u0=0.0392643±0.089072 α=5.74503±0.880905 ρ*=0.000195728±0.876031 tE=22.9824±33.8412 t0=8677.01±0.40534 πE,N=3.±130.257 πE,E=-0.827016±50.1627 |
Point-source Point-lens model with parallax
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Model PX χ2=89795. gOGLE I=10.7651±0.272797 u0=0.00419645±0.0109569 tE=131.328±309.213 t0=8676.78±0.14162 πE,N=-7.04583±17.9586 πE,E=-0.437446±5.56717 |