RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB140626
Binary
Binary lens models
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Model L1 χ2=859.49 gOGLE=6.73283±3.76447 s=0.367121±0.122656 q=0.191571±0.253176 u0=0.0515526±0.0257771 θ=2.21602±0.138572 ρ*=0.00702988±0.0146503 tE=38.4731±16.8961 t0=6791.69±0.51976 |
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Model L2 χ2=860.935 gOGLE=6.59713±2.34253 s=3.59279±0.23407 q=0.290236±0.0864117 u0=-0.533075±0.116025 θ=2.24901±0.0375798 ρ*=0.00558825±0.0107737 tE=44.5156±10.6394 t0=6812.3±3.39599 |
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Model L3 χ2=864.5 gOGLE=6.38062±1.45945 s=4.03212±0.196996 q=0.421413±0.0825419 u0=-0.840718±0.114657 θ=2.22955±0.0302523 ρ*=0.00484789±0.0127474 tE=46.2206±5.55598 t0=6823.28±2.96041 |
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Model L4 χ2=864.657 gOGLE=7.60558±3.20037 s=3.33085±0.248521 q=0.206043±0.059628 u0=-0.354194±0.0711682 θ=2.26528±0.0398537 ρ*=0.00524515±0.009239 tE=47.2606±14.6171 t0=6807.09±3.36558 |
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Model L5 χ2=900.948 gOGLE=2.95365±0.719468 s=3.08726±0.324835 q=0.648844±0.280701 u0=-0.697095±0.192596 θ=2.54142±0.0832799 ρ*=0.000103323±1.07045 tE=33.3511±3.77797 t0=6821.88±12.9404 |
Binary lens models with parallax
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Model X1 χ2=853.211 gOGLE=5.02765±5.33759 s=0.371663±0.118533 q=0.268342±0.460134 u0=0.0640417±0.0584646 θ=2.18307±0.209712 ρ*=0.00927465±0.0244391 tE=31.0598±27.1134 t0=6791.84±0.833559 π⊥=0.569877±4.71554 π||=-0.877617±4.41481 |
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Model X2 χ2=860.786 gOGLE=6.6057±4.52216 s=3.59281±0.360467 q=0.290204±0.175173 u0=-0.533086±0.173382 θ=2.24894±0.238481 ρ*=0.00560306±0.012946 tE=44.5111±31.0856 t0=6812.3±4.60783 π⊥=0.0005232±1.6378 π||=-0.00476803±1.52639 |