RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
KB140472
Planetary with parallax effect
Binary lens models with parallax
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Model X1 χ2=6320.61 gOGLE=1.42799±1.66243 s=0.537051±0.145056 q=0.0056301±0.0187871 u0=-0.710462±0.389712 θ=2.6016±1.01704 ρ*=0.000288639±4.76457 tE=17.2904±12.6811 t0=6910.46±1.27146 π⊥=-0.328179±20.6096 π||=-0.95632±0.829838 |
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Model X2 χ2=6375.21 gOGLE=23.556±6.88808 s=3.03839±0.0844492 q=0.0404475±0.0147892 u0=1.67787±0.0153188 θ=2.47362±0.0483977 ρ*=0.0414687±0.0152047 tE=254.521±20.5486 t0=6392.31±1.17591 π⊥=-0.0212868±0.0381582 π||=0.0306375±0.0374881 |
Binary lens models
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Model L1 χ2=6391.71 gOGLE=47.3516±33.4587 s=1.99664±0.228998 q=0.513216±0.312121 u0=-0.497438±0.177371 θ=1.49306±0.0624817 ρ*=0.0783912±0.0587786 tE=85.6343±34.2746 t0=6906.51±2.52005 |
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Model L2 χ2=6396.59 gOGLE=27.7317±7.1321 s=3.12236±0.0894179 q=0.0547434±0.0158158 u0=1.78874±0.110005 θ=2.41398±0.0707465 ρ*=0.0416131±0.014844 tE=248.843±22.404 t0=6415.74±1.56719 |
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Model L3 χ2=6397.49 gOGLE=27.9858±7.96785 s=3.1182±0.0958188 q=0.0655553±0.0212546 u0=1.78371±0.120335 θ=2.40687±0.07425 ρ*=0.0448414±0.0145308 tE=230.385±21.9385 t0=6460.65±1.41535 |
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Model L4 χ2=6397.93 gOGLE=26.2718±4.34896 s=3.10977±0.0451248 q=0.0389841±0.00940385 u0=1.7962±0.0838857 θ=2.41757±0.0519152 ρ*=0.0389013±0.00803291 tE=278.115±16.1776 t0=6350.33±1.57206 |
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Model L5 χ2=6399.25 gOGLE=28.31±9.85067 s=3.1011±0.125274 q=0.0904852±0.0400532 u0=1.73761±0.132341 θ=2.40589±0.0742242 ρ*=0.0512566±0.0258863 tE=200.727±23.5625 t0=6530.25±1.61828 |