RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
HB190863
Binary
Extended source Point-lens model
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Model EP χ2=10113.7 u0=0.120036±0.00642982 tE=15.3329±0.811708 t0=8646.24±0.022498 ρ*=0.0444856±0.00344363 |
Binary lens models
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Model L1 χ2=8391.33 s=0.91962±0.0115424 q=0.0000979912±0.0000127747 u0=0.111828±0.00998372 α=4.70072±0.0181661 ρ*=0.0366207±0.00311678 tE=15.8469±1.20717 t0=8646.23±0.0166464 |
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Model L2 χ2=8442.03 s=0.973707±0.0134105 q=0.0000990963± -6 4.24769 10 u0=0.112088±0.00677982 α=4.69361±0.0130877 ρ*=0.0374049±0.00218169 tE=15.8606±0.727669 t0=8646.22±0.0125415 |
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Model L3 χ2=8612.8 s=0.499874±0.0738381 q=0.0211031±0.00850333 u0=0.098096±0.0141123 α=0.585411±0.108361 ρ*=0.0820817±0.0110042 tE=18.0849±2.1302 t0=8646.25±0.060467 |
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Model L4 χ2=8706.26 s=0.903765±0.00310609 q=0.000138457± -6 6.85254 10 u0=0.110043±0.00988627 α=4.67132±0.00342275 ρ*=0.0393314±0.00501127 tE=16.0745±1.29665 t0=8646.22±0.0153289 |
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Model L5 χ2=8736.63 s=1.23475±0.1062 q=0.0134467±0.00572217 u0=0.120973±0.0167204 α=3.11252±0.107079 ρ*=0.0818813±0.0189454 tE=16.5907±1.79016 t0=8646.67±0.174456 |
Point-source Point-lens model
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Model PP χ2=10181.2 u0=0.118959±0.0180659 tE=15.2569±1.92855 t0=8646.24±0.0229763 |