RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB140475
Binary
Binary lens models with parallax
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Model X1 χ2=4760.65 gOGLE=3.24967±0.73808 s=1.13735±0.122536 q=0.262739±0.0958413 u0=-0.0851321±0.0206735 θ=2.76945±0.0691474 ρ*=0.0000101301±0.230254 tE=32.0089±5.39919 t0=6766.43±1.25732 π⊥=-2.84103±0.497765 π||=3.±0.696398 |
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Model X2 χ2=6345.06 gOGLE=2.75634±0.380961 s=1.24756±0.0000921226 q=0.555553±0.0720566 u0=-0.109448±0.0157608 θ=2.87776±0.0704982 ρ*=0.00014711±0.0953619 tE=29.8723±0.322818 t0=6770.88±0.653238 π⊥=-1.03602±1.5677 π||=1.26509±2.0682 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=4500.01 gOGLE=3.14726±1.18826 s=1.1384±0.21131 q=0.263055±0.171713 u0=-0.0844289±0.0304695 θ=2.76915±0.206584 ρ*=0.0000101301±0.321439 tE=32.0622±11.354 t0=6766.43±2.70743 π⊥=-2.86313±1.72354 π||=3.±2.68616 ds/dt=0.00119425±0.00280313 dθ/dt=0.000996504±0.00683307 w3= -13 1.06768 10±0.841802 |
Binary lens models
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Model L1 χ2=7550.72 gOGLE=2.64363±0.479825 s=1.32224±0.000333612 q=0.576824±0.0493921 u0=-0.127646±0.000360565 θ=2.82226±0.00919652 ρ*=0.000631554±0.00543408 tE=27.1146±3.56234 t0=6771.17±1.80161 |
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Model L2 χ2=7694.09 gOGLE=3.11569±0.790438 s=1.24673±0.0863745 q=0.552007±0.0575221 u0=-0.107934±0.000492726 θ=2.8421±0.0483618 ρ*=0.000640792±0.00459537 tE=30.4418±5.41208 t0=6771.34±2.05379 |
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Model L3 χ2=8148.6 gOGLE=3.71631±0.617893 s=1.13173±0.0502369 q=0.26012±0.0520344 u0=-0.0827527±0.000181475 θ=2.71219±0.0786447 ρ*=0.0000101301±0.350964 tE=31.8529±2.7838 t0=6766.52±0.977468 |
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Model L4 χ2=8209.29 gOGLE=2.58023±0.136064 s=1.31833±0.00212614 q=0.666279±0.00552112 u0=-0.15047±0.000591604 θ=2.78063±0.00203261 ρ*=0.00171277±0.000427348 tE=26.42±0.0961395 t0=6771.55±0.0560303 |
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Model L5 χ2=8279.22 gOGLE=2.94999±0.116338 s=1.32193±0.00125526 q=0.427667±0.00769743 u0=-0.122722±0.000565692 θ=2.76899±0.0058229 ρ*=0.00141204±0.000942687 tE=27.9027±0.0895011 t0=6769.52±0.114816 |