RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180508
Binary or planetary
Binary lens models
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Model L1 χ2=1415.64 gOGLE=-0.0157924±0.482527 s=1.55993±0.150907 q=0.0252458±0.0180427 u0=0.70385±0.223494 α=2.28409±0.356657 ρ*=0.0141508±0.0222958 tE=30.7862±10.9937 t0=8192.44±0.931746 |
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Model L2 χ2=1438.98 gOGLE=8.91589±1.73474 s=0.574377±0.0328109 q=0.281164±0.140804 u0=0.0924205±0.00179198 α=2.20918±0.17361 ρ*=0.00325204±0.00141471 tE=97.5901±24.8487 t0=8204.35±3.89727 |
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Model L3 χ2=1446.98 gOGLE=7.1736±1.43998 s=0.610235±0.0496288 q=0.356154±0.318477 u0=0.111009±0.00259132 α=2.15185±0.250308 ρ*=0.00451278±0.00206198 tE=72.4066±22.9451 t0=8205.56±3.57466 |
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Model L4 χ2=1447.93 gOGLE=1.10337±0.235003 s=1.63973±0.0378176 q=0.161635±0.02423 u0=0.263446±0.014394 α=2.47033±0.18225 ρ*=0.00937714±0.00517109 tE=41.0562±13.5502 t0=8196.69±2.36776 |
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Model L5 χ2=1449.26 gOGLE=8.17522±1.42869 s=0.597416±0.0166289 q=0.271414±0.0683205 u0=0.0980917±0.00195089 α=2.23414±0.107621 ρ*=0.0034254±0.00143862 tE=85.5248±20.8859 t0=8204.51±2.89407 |
Binary lens models with parallax
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Model X1 χ2=1413.21 gOGLE=6.22935±1.34467 s=3.05049±0.00506104 q=0.160258±0.0176893 u0=-0.912928±0.0134145 α=5.90002±0.000272375 ρ*=0.0000101301±2.43124 tE=231.397±0.364355 t0=8709.3±8.8486 πE,N=0.00149013±0.000270277 πE,E=0.00172694±0.000275529 |
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Model X2 χ2=1415.04 gOGLE=0.182556±0.70644 s=1.52283±0.20421 q=0.014151±0.013446 u0=-0.615814±0.236981 α=3.89013±0.0744992 ρ*=0.00815496±0.0292129 tE=31.9137±13.8589 t0=8189.86±5.43234 πE,N=0.0314577±1.41197 πE,E=0.228906±1.3759 |
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Model X3 χ2=1415.52 gOGLE=-0.0145573±0.555103 s=1.55989±0.207923 q=0.0252332±0.0191531 u0=0.703695±0.267236 α=2.28405±0.53454 ρ*=0.0141553±0.0209929 tE=30.7847±18.6056 t0=8192.44±1.69994 πE,N=-0.00781102±3.93997 πE,E=0.000823504±1.27712 |