RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
GD220ahy
Binary
Binary lens models with parallax
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Model X1 χ2=2325.59 s=3.68737±0.0564075 q=0.515232±0.014833 u0=0.700572±0.022154 α=5.7882±0.0175637 ρ*=0.051103±0.00129494 tE=123.407±5.20559 t0=9494.62±0.583186 πE,N=-0.166067±0.0177475 πE,E=-0.158449±0.0163382 |
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Model X2 χ2=2361.19 s=0.362358±0.0176319 q=0.619403±0.134312 u0=0.0342182±0.00370871 α=5.45378±0.0289677 ρ*=0.0657777±0.00411017 tE=59.7779±2.1108 t0=9601.29±0.0751374 πE,N=-0.452469±0.0601447 πE,E=-0.0838048±0.0307196 |
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Model X3 χ2=2364.64 s=0.368895±0.0211905 q=1.93303±0.454134 u0=0.0330168±0.00358127 α=2.31404±0.0313348 ρ*=0.0683109±0.00443438 tE=60.2337±2.28051 t0=9601.25±0.0737762 πE,N=-0.440136±0.0628087 πE,E=-0.0872081±0.0318143 |
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Model X4 χ2=2368.89 s=0.842414±0.0186574 q=0.0347582±0.00387356 u0=0.0312371±0.00261416 α=1.0975±0.0641342 ρ*=0.04126±0.00252822 tE=61.7172±2.24576 t0=9600.19±0.137167 πE,N=-0.389322±0.0603239 πE,E=-0.120407±0.0272551 |
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Model X5 χ2=2411.17 s=1.17098±0.0254629 q=0.0279623±0.00241521 u0=0.0227599±0.00297419 α=1.39787±0.0485287 ρ*=0.0590729±0.00286316 tE=62.2175±2.2482 t0=9600.95±0.0998579 πE,N=-0.37821±0.0546909 πE,E=-0.125927±0.0252541 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=2181.93 s=3.55797±0.0572062 q=0.679892±0.0469896 u0=0.553223±0.0254423 α=5.94424±0.0190478 ρ*=0.0368362±0.00188976 tE=115.118±5.844 t0=9470.9±0.389888 πE,N=-0.033769±0.0227605 πE,E=-0.12802±0.0163019 (ds/dt)/s=-0.0005217±0.000128731 dα/dt=0.000215899±0.000053662 w3=0.00214053±0.000256006 |
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Model O2 χ2=2324.81 s=3.68744±0.0621651 q=0.515241±0.0173216 u0=0.700243±0.0257193 α=5.78831±0.0228288 ρ*=0.0511113±0.00133327 tE=123.414±5.96604 t0=9494.6±0.696495 πE,N=-0.166017±0.0222345 πE,E=-0.158418±0.0163651 (ds/dt)/s= -6 -1.43094 10±0.0000605092 dα/dt= -6 2.48232 10±0.0000652193 w3=0.000129798±0.000875639 |