RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB141112
Binary or planetary
Binary lens models with parallax
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Model X1 χ2=14242.8 gOGLE=0.0756499±0.154829 s=2.46597±0.0644357 q=0.038076±0.0155625 u0=1.88016±0.076026 θ=1.44158±0.00649527 ρ*=0.012707±0.00470159 tE=106.222±11.7674 t0=6885.61±3.45839 π⊥=0.175976±0.222921 π||=0.002636±0.217585 |
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Model X2 χ2=14256.9 gOGLE=0.0926462±0.165693 s=2.47425±0.0700324 q=0.0366799±0.0149682 u0=1.89805±0.073044 θ=1.50073±0.00595171 ρ*=0.0126176±0.00499257 tE=108.448±11.2929 t0=6874.28±0.359179 π⊥=0.167385±0.412555 π||=-0.000570211±0.342476 |
Binary lens models
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Model L1 χ2=14484.2 gOGLE=0.0614024±0.150701 s=2.46308±0.072224 q=0.03697±0.0141436 u0=1.88304±0.0703299 θ=1.53403±0.00683631 ρ*=0.0127583±0.00618034 tE=105.185±15.0553 t0=6867.15±1.48546 |
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Model L2 χ2=14649.2 gOGLE=0.0600276±0.161005 s=2.46511±0.0739067 q=0.0484211±0.0190987 u0=1.8503±0.0966174 θ=1.5656±0.00496834 ρ*=0.0144217±0.00606725 tE=93.6755±20.3439 t0=6860.76±0.897537 |
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Model L3 χ2=14775.2 gOGLE=0.163139±0.162563 s=2.25596±0.0562629 q=0.0333404±0.0166066 u0=1.83814±0.0664709 θ=1.5886±0.00602036 ρ*=0.0134892±0.00402926 tE=102.66±23.9149 t0=6856.5±0.895072 |
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Model L4 χ2=15041.9 gOGLE=0.179089±0.159457 s=2.29595±0.0378936 q=0.0219905±0.0152826 u0=1.88846±0.0431964 θ=1.5498±0.00435695 ρ*=0.0106665±0.00512679 tE=129.78±44.2389 t0=6864.99±1.9886 |
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Model L5 χ2=15277.3 gOGLE=0.118769±0.146412 s=2.46526±0.0680029 q=0.0365048±0.014855 u0=1.88832±0.0978423 θ=1.6101±0.00601992 ρ*=0.0119194±0.0046059 tE=112.92±11.5223 t0=6851.46±1.09242 |