RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB181371
Binary
Binary lens models
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Model L1 χ2=5715.61 gOGLE I=0.312522±0.483577 s=1.25722±0.430138 q=0.786567±0.747178 u0=0.731937±0.0808467 α=0.730169±0.207269 ρ*=0.0333949±0.0286213 tE=7.08543±2.67691 t0=8345.01±3.44298 |
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Model L2 χ2=5865.94 gOGLE I=6.12466±1.59647 s=3.38046±0.000625753 q=0.00275363±0.000999586 u0=2.88974±0.00326748 α=1.92723±0.000363619 ρ*=0.0000101301±0.487169 tE=290.51±0.112965 t0=8032.73±0.400941 |
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Model L3 χ2=5865.96 gOGLE I=6.24296±1.62889 s=3.40036±0.000616476 q=0.002753±0.000987336 u0=2.90767±0.00325964 α=1.92927±0.000350054 ρ*=0.0000101301±0.474889 tE=293.889±0.117492 t0=8025.15±0.397921 |
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Model L4 χ2=5866.42 gOGLE I=6.15235±1.63927 s=3.38212±0.000701843 q=0.00277037±0.00102816 u0=2.89168±0.00338667 α=1.92697±0.000361815 ρ*=0.0000101301±0.495245 tE=291.352±0.116322 t0=8031.87±0.412343 |
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Model L5 χ2=5897.36 gOGLE I=5.02879±1.38684 s=3.15973±0.000708159 q=0.00186081±0.000707357 u0=2.65565±0.00210504 α=1.93769±0.000344671 ρ*=0.0000101301±0.403463 tE=313.408±0.121325 t0=8025.47±0.306459 |
Binary lens models with parallax
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Model X1 χ2=5710.4 gOGLE I=0.326243±0.619694 s=1.23213±0.280179 q=0.856287±1.42275 u0=-0.728117±0.117568 α=5.53582±0.23086 ρ*=0.0341301±0.65591 tE=7.05717±1.22518 t0=8344.76±2.60092 πE,N=2.90071±124.4 πE,E=-2.71292±0.596848 |
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Model X2 χ2=5710.58 gOGLE I=0.327002±0.615895 s=1.24328±0.388755 q=0.851589±1.89918 u0=0.72938±0.125617 α=0.746781±0.359486 ρ*=0.011873±0.0534668 tE=7.12591±1.18415 t0=8344.82±4.28207 πE,N=-1.384±129.526 πE,E=-2.41543±40.4406 |