RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
KB200109
Planetary
Extended source Point-lens model
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Model EP χ2=48999. gMOA I=4437.16±241.169 u0=0.000071595±0.000272358 tE=958.294±3649.01 t0=9041.04±0.00707119 ρ*=0.000117124±0.000444117 |
Binary lens models
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Model L1 χ2=14566.1 gMOA I=340.645±33.2488 s=0.934841±0.00590703 q=0.0002981±0.000041168 u0=0.000544121±0.000135484 α=2.938±0.0173708 ρ*=0.00152345±0.000168021 tE=72.1656±7.50324 t0=9041.03±0.00471077 |
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Model L2 χ2=21660.3 gMOA I=222.157±81.2363 s=1.73582±0.16781 q=0.00385403±0.000497634 u0=0.00406213±0.000539708 α=3.75938±0.087829 ρ*=0.00142087±0.000641969 tE=52.2748±17.8051 t0=9041.22±0.077091 |
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Model L3 χ2=25469.1 gMOA I=267.588±187.472 s=0.636823±0.131908 q=0.00148205±0.00165753 u0=0.00080978±0.000606466 α=3.72837±0.150779 ρ*=0.00173544±0.00107567 tE=60.419±41.5177 t0=9041.03±0.00676155 |
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Model L4 χ2=25572.4 gMOA I=269.351±116.838 s=1.57983±0.252314 q=0.00152255±0.000499526 u0=0.00160212±0.000611402 α=3.72889±0.165551 ρ*=0.00171276±0.000798689 tE=60.9755±25.6481 t0=9041.1±0.0617754 |
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Model L5 χ2=27277.6 gMOA I=51.1801±12.4165 s=0.694±0.0817688 q=0.00653148±0.00201749 u0=0.00714035±0.00160817 α=6.08428±0.0664609 ρ*=0.00760034±0.000937515 tE=13.7184±2.74953 t0=9041.04±0.00789421 |
Point-source Point-lens model
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Model PP χ2=67087. gMOA I=286.671±8.28962 u0=0.000903404±0.00215556 tE=65.1698±153.235 t0=9041.04±0.00722697 |