RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190010
Uncertain: variable source
Binary lens models
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Model L1 χ2=13439.1 gOGLE I=0.00393899±0.76489 s=3.31048±1.01248 q=0.0280904±0.0998238 u0=0.645524±0.304238 α=3.05602±0.255446 ρ*=0.0811061±0.0250988 tE=37.0183±11.0787 t0=8569.58±11.1997 |
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Model L2 χ2=13616.8 gOGLE I=0.172053±0.825303 s=0.298717±0.0763549 q=0.0154096±0.0455036 u0=0.606387±0.307768 α=5.80579±0.449721 ρ*=0.0000101302±279089. tE=39.2158±11.8686 t0=8566.38±0.868606 |
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Model L3 χ2=14083.2 gOGLE I=14.4686±1.28178 s=0.651711±0.0224422 q=0.677021±0.151475 u0=0.0168292±0.0121364 α=4.69736±0.0711955 ρ*=0.082085±0.0138199 tE=88.8347±7.34268 t0=8566.31±0.571064 |
Binary lens models with parallax
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Model X1 χ2=13208.9 gOGLE I=0.256017±1.55367 s=3.16727±1.47338 q=0.0162083±0.049927 u0=-0.573443±0.479217 α=3.13383±1.53003 ρ*=0.0391449± 7 1.28682 10 tE=38.9612±16.5405 t0=8568.58±6.1836 πE,N=-0.270064±3.62436 πE,E=-0.0722961±0.27888 |
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Model X2 χ2=13564.5 gOGLE I=0.189041±1.36579 s=0.300023±0.116813 q=0.0203939±0.0779021 u0=0.601035±0.495367 α=5.67576±1.07181 ρ*=0.0000232199± 6 1.327 10 tE=40.6864±22.989 t0=8566.58±1.37091 πE,N=-0.195902±2.69983 πE,E=-0.0417936±0.308571 |
Point-source Point-lens model with parallax
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Model PX χ2=16118.7 gOGLE I=0.282008±0.0433715 u0=0.570873±0.601462 tE=42.2844±94.7043 t0=8566.35±1.23163 πE,N=-0.363776±10.5993 πE,E=-0.0112705±0.44187 |