RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB140124
Planetary with parallax
Binary lens models
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Model L1 χ2=24940.6 gOGLE=1.00652±0.412237 s=0.904511±0.0296468 q=0.000750416±0.000129067 u0=-0.250688±0.0589067 θ=1.37125±0.0371881 ρ*=0.00288639±0.00637904 tE=110.8±19.9386 t0=6836.09±0.939892 |
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Model L2 χ2=31568.2 gOGLE=0.273378±0.0968608 s=0.848726±0.0127707 q=0.000784017±0.00010802 u0=-0.358492±0.0252235 θ=1.34231±0.0148411 ρ*=0.00774437±0.00423333 tE=84.7621±3.96241 t0=6834.65±0.253834 |
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Model L3 χ2=42226.3 gOGLE=-0.766218±0.149419 s=0.621889±0.0161537 q=0.000768055±0.000107619 u0=-1.00737±0.0554097 θ=1.44582±0.0077895 ρ*=0.0104857±0.0187656 tE=44.1633±2.46143 t0=6836.07±0.137982 |
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Model L4 χ2=50628. gOGLE=-0.925977±0.208842 s=0.476124±0.0187407 q=0.000687306±0.000126724 u0=-1.64594±0.0901404 θ=1.47302±0.0227046 ρ*=0.0000102768±0.00172343 tE=31.6863±2.17851 t0=6836.52±1.17103 |
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Model L5 χ2=127821. gOGLE=-0.289781±0.0915315 s=0.763874±0.0142947 q=0.000699372±0.000142686 u0=-0.545399±0.0316147 θ=1.2567±0.0218454 ρ*=0.0111098±0.00310309 tE=65.3398±4.13722 t0=6830.06±0.412378 |
Binary lens models with parallax
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Model X1 χ2=24202.1 gOGLE=5.86314±1.63923 s=0.990599±0.0123037 q=0.000379833±0.000124866 u0=-0.0868334±0.0215884 θ=1.35672±0.066207 ρ*=0.000323885±0.00722684 tE=289.167±73.734 t0=6836.3±1.32788 π⊥=0.0336196±0.469999 π||=-0.215736±0.321811 |