RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB160821
Binary
Binary lens models
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Model L1 χ2=1140.99 gOGLE=-0.293084±0.770797 s=0.551527±0.150116 q=0.660864±0.937423 u0=0.0659317±0.0308751 θ=0.742656±0.387377 ρ*=0.00388382±0.00354137 tE=17.5746±9.38337 t0=7511.82±0.886883 |
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Model L2 χ2=1150.51 gOGLE=-0.148371±0.536919 s=0.508998±0.12898 q=0.842975±0.485786 u0=0.0441084±0.00897138 θ=5.13169±0.252757 ρ*=0.00248804±0.00142245 tE=19.4354±10.8236 t0=7512.43±0.281466 |
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Model L3 χ2=1157.9 gOGLE=-0.596795±0.0676885 s=2.6574±0.00553329 q=0.296819±0.0117724 u0=1.04635±0.014203 θ=0.671082±0.00645052 ρ*=0.0034429±0.0017686 tE=22.7306±0.127037 t0=7542.8±0.33591 |
Binary lens models with parallax
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Model X1 χ2=1136.16 gOGLE=-0.269347±0.729267 s=0.508199±0.136942 q=0.820376±0.491292 u0=0.0430016±0.00838135 θ=5.12812±0.265413 ρ*=0.00241716±0.00143006 tE=19.4497±11.4848 t0=7512.45±0.282791 π⊥=-1.13299±1.09956 π||=-2.94343±6.48208 |
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Model X2 χ2=1138.48 gOGLE=-0.414328±0.683675 s=0.587342±0.13848 q=0.735849±0.966613 u0=-0.0728918±0.0317287 θ=5.49492±0.367852 ρ*=0.0046703±0.00434997 tE=15.5521±6.74077 t0=7511.73±0.819445 π⊥=-2.57358±65.5388 π||=-2.09201±20.9742 |