RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB181156
Binary
Binary lens models
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Model L1 χ2=695.157 gOGLE I=5.83731±0.907041 s=2.82431±0.00614514 q=0.0468322±0.00421226 u0=2.27089±0.00491925 α=1.82187±0.00364733 ρ*=0.000606353±0.00961805 tE=200.877±2.71539 t0=8178.15±2.10321 |
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Model L2 χ2=696.51 gOGLE I=6.02868±0.940961 s=2.8424±0.00415914 q=0.0667265±0.0104935 u0=2.23082±0.0201169 α=1.84309±0.000217625 ρ*=0.0000101301±2.85316 tE=174.435±2.19844 t0=8186.41±1.88319 |
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Model L3 χ2=696.57 gOGLE I=6.02661±0.940249 s=2.842±0.00409024 q=0.0668003±0.0104166 u0=2.22955±0.0200933 α=1.8441±0.000216284 ρ*=0.0000101301±2.80693 tE=174.366±2.14195 t0=8186.09±1.85005 |
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Model L4 χ2=700.77 gOGLE I=5.84478±0.785106 s=2.81699±0.0035125 q=0.0433788±0.00370659 u0=2.24887±0.0104582 α=1.85492±0.00459909 ρ*=0.00145831±0.00335974 tE=211.707±5.60017 t0=8155.81±1.7231 |
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Model L5 χ2=701.072 gOGLE I=6.18533±0.835261 s=2.86022±0.00467116 q=0.0590961±0.00742754 u0=2.25095±0.0175818 α=1.86428±0.00416178 ρ*=0.00163004±0.00493712 tE=188.461±5.70388 t0=8166.67±2.97892 |
Binary lens models with parallax
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Model X1 χ2=695.15 gOGLE I=5.83699±1.00829 s=2.82431±0.0120164 q=0.0468322±0.00468942 u0=-2.27089±0.0105194 α=4.46131±0.00994642 ρ*=0.000606353±0.0114292 tE=200.877±9.79952 t0=8178.15±7.60485 πE,N= -15 -1.75923 10±0.00463197 πE,E= -16 -6.09105 10±0.00907169 |
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Model X2 χ2=695.157 gOGLE I=5.83674±0.921975 s=2.82431±0.0186603 q=0.0468322±0.00627956 u0=2.27089±0.0119852 α=1.82187±0.0128524 ρ*=0.000606374±0.0151157 tE=200.877±11.6089 t0=8178.15±6.63149 πE,N= -7 1.14889 10±0.00934841 πE,E= -8 -1.05446 10±0.00941511 |