RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190142
Binary
Binary lens models
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Model L1 χ2=7522.59 gOGLE I=0.0877734±0.189388 s=2.33184±0.119983 q=0.612053±0.220143 u0=0.0686978±0.0827297 α=3.53554±0.0316027 ρ*=0.00376165±0.368568 tE=19.3899±1.20046 t0=8571.43±3.65342 |
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Model L2 χ2=10402. gOGLE I=-0.406431±0.194766 s=1.92299±0.0933078 q=0.18298±0.0498118 u0=1.01136±0.0762534 α=0.742623±0.0480583 ρ*=0.018124±0.169646 tE=34.6977±2.59862 t0=8593.33±4.0137 |
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Model L3 χ2=11241.3 gOGLE I=1.56509±0.244438 s=1.97564±0.099302 q=0.095162±0.0362901 u0=0.225421±0.0105274 α=0.170599±0.010306 ρ*=0.030798±0.00476201 tE=61.774±3.358 t0=8642.61±0.900933 |
Binary source model
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Model BS χ2=12268. gOGLE I=14.648±0.933749 tE=122.369±256.55 FR=0.545178±0.226152 u1=0.0164295±0.0376905 u2=0.0118058±0.0290424 t1=8556.51±0.382115 t2=8567.65±0.455972 |
Binary lens models with parallax
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Model X1 χ2=7522.01 gOGLE I=0.0849397±0.303369 s=2.33136±0.198665 q=0.612738±0.467925 u0=0.0684886±0.178267 α=3.53643±0.074929 ρ*=0.0000101301±20921.5 tE=19.3896±1.83765 t0=8571.41±8.1287 πE,N=-0.0262077±1.3056 πE,E=0.0451508±2.61803 |