RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180971
Binary
Extended source Point-lens model
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Model EP χ2=19089.8 gOGLE I=-0.0584908±0.0180118 u0= -6 2.26033 10±9837.15 tE=7.34323±3.93838 t0=8279.59±0.559005 ρ*=0.496585±0.318629 |
Binary lens models
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Model L1 χ2=4014.58 gOGLE I=-0.0447268±0.10956 s=1.01731±0.0353266 q=0.807529±0.421141 u0=0.27709±0.0283094 α=3.95173±0.163432 ρ*=0.0110799±0.0189398 tE=7.27415±0.496467 t0=8279.08±0.684982 |
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Model L2 χ2=4073.24 gOGLE I=-0.134739±0.143154 s=0.932929±0.0260757 q=0.997443±0.439502 u0=0.303977±0.025611 α=0.939734±0.0820875 ρ*=0.0198632±0.0194401 tE=6.77339±0.516905 t0=8278.69±0.266667 |
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Model L3 χ2=4153.34 gOGLE I=-0.0925083±0.0774106 s=1.03347±0.0519387 q=0.961766±0.36363 u0=0.288739±0.0142922 α=0.726729±0.128009 ρ*=0.00838±0.01779 tE=7.02603±0.345021 t0=8279.43±0.53899 |
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Model L4 χ2=4211.39 gOGLE I=-0.0558281±0.13477 s=1.70848±0.263481 q=0.343195±0.109987 u0=0.122016±0.0396263 α=2.95563±0.0645102 ρ*=0.059673±0.0216561 tE=4.65989±0.960039 t0=8278.88±0.330457 |
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Model L5 χ2=4537.61 gOGLE I=0.225759±0.406336 s=0.689032±0.0316314 q=0.724644±0.715004 u0=0.228123±0.0384642 α=1.06086±0.28027 ρ*=0.0194272±0.011793 tE=9.14495±3.08752 t0=8278.37±0.59584 |
Point-source Point-lens model
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Model PP χ2=26697.1 gOGLE I=129.984±66.7589 u0=0.00150377±0.0401876 tE=278.761±7351.02 t0=8277.28±0.268289 |