RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
KB190144
Binary
Binary lens models
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Model L1 χ2=5345.71 gMOA I=1298.25±1069.21 s=0.466958±0.11428 q=0.351723±0.222152 u0=0.107877±0.077292 α=4.75613±0.106492 ρ*=0.039224±0.0403303 tE=13.3584±9.07739 t0=8590.45±0.129114 |
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Model L2 χ2=5347.92 gMOA I=1276.17±955.191 s=2.56708±0.69357 q=0.5046±0.43319 u0=0.828039±0.561734 α=4.76985±0.127603 ρ*=0.0180803±0.063713 tE=18.1128±8.37571 t0=8589.64±2.08115 |
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Model L3 χ2=5528.87 gMOA I=214.903±212.371 s=1.03231±0.292848 q=0.0434352±0.0550038 u0=0.559495±0.378668 α=1.62204±0.119116 ρ*=0.0820406±0.080637 tE=6.7024±2.38811 t0=8590.32±0.355305 |
Binary lens models with parallax
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Model X1 χ2=5345.27 gMOA I=1253.54±2418.1 s=0.47807±0.52844 q=0.336349±0.801973 u0=0.110202±0.155174 α=4.75435±0.15085 ρ*=0.0383414±0.106147 tE=12.9916±21.759 t0=8590.45±0.197076 πE,N=-2.98336±144.486 πE,E=-0.134595±23.6878 |
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Model X2 χ2=5345.68 gMOA I=1296.72±2898.62 s=0.466849±0.804085 q=0.351747±1.40387 u0=-0.10787±0.159514 α=1.52711±0.175176 ρ*=0.03849±0.0874273 tE=13.3547±24.8999 t0=8590.45±0.216384 πE,N=0.0562667±226.031 πE,E=0.022169±28.5037 |
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Model X3 χ2=5590.9 gMOA I=187.626±234.18 s=1.19019±0.226191 q=0.559274±1.58167 u0=-0.645475±0.374278 α=2.66433±0.294391 ρ*=0.082085±0.0456238 tE=6.27797±1.96633 t0=8590.88±1.60173 πE,N=-2.99989±227.439 πE,E=-3.±31.2402 |