RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180380
Binary with parallax
Binary lens models with parallax
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Model X1 χ2=22984.5 gOGLE I=0.0990031±0.302947 s=0.606095±0.031887 q=0.280167±0.109952 u0=-0.189187±0.0457295 α=5.64102±0.0801744 ρ*=0.0412426±0.0234968 tE=10.4333±1.47584 t0=8212.29±0.265168 πE,N=3.±11.6487 πE,E=2.79513±4.23555 |
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Model X2 χ2=23050.1 gOGLE I=0.0866381±0.360821 s=0.604083±0.033226 q=0.280392±0.12888 u0=0.190973±0.0557152 α=0.636878±0.0818908 ρ*=0.0422171±0.0235347 tE=10.4515±1.7996 t0=8212.3±0.27228 πE,N=-2.31968±13.41 πE,E=3.±4.8615 |
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Model X3 χ2=25341.5 gOGLE I=0.0781042±0.44302 s=2.50328±0.334187 q=0.412257±0.327506 u0=0.132875±0.203181 α=5.77157±0.207393 ρ*=0.0000101301± 6 4.28296 10 tE=12.7509±3.53872 t0=8206.8±4.18898 πE,N=-3.±8.85169 πE,E=-3.±4.58388 |
Binary lens models
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Model L1 χ2=23433.4 gOGLE I=-0.35165±0.172689 s=0.570709±0.0282597 q=0.990794±0.321574 u0=0.277827±0.0332799 α=5.22442±0.0939718 ρ*=0.000013559±44720.1 tE=8.16483±0.776915 t0=8213.67±0.184913 |
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Model L2 χ2=23656.8 gOGLE I=-0.320238±0.1951 s=0.565548±0.029339 q=0.964428±0.317987 u0=0.267662±0.0370676 α=2.09626±0.091997 ρ*=0.000010133± 6 1.31619 10 tE=8.39813±0.942016 t0=8213.64±0.190434 |
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Model L3 χ2=24089.1 gOGLE I=-0.378762±0.407064 s=0.706142±0.0433647 q=0.0657713±0.0117478 u0=0.286245±0.0903084 α=4.53145±0.0681279 ρ*=0.082085±0.0527846 tE=8.00861±1.5593 t0=8213.04±0.184037 |
Binary lens models with parallax and orbital motion
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Model O2 χ2=21234. gOGLE I=0.0977534±0.40018 s=0.611346±0.050015 q=0.277687±0.105479 u0=-0.190981±0.0605586 α=5.64771±0.0986256 ρ*=0.0424879±0.029228 tE=10.4097±2.1336 t0=8212.36±0.476646 πE,N=-1.17984±13.779 πE,E=3.±4.96993 (ds/dt)/s=-0.00788424±0.0378344 dα/dt=-0.00146713±0.00813919 w3=0.0117651±0.0779574 |