RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180222
Binary with parallax and orbital motion
Binary lens models with parallax
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Model X1 χ2=2475.68 gOGLE I=0.0341207±0.0801405 s=1.01661±0.0623709 q=0.24466±0.0460049 u0=0.0353438±0.00630549 α=0.902502±0.14072 ρ*=0.000452714±0.00328301 tE=158.371±29.6098 t0=8196.2±2.24182 πE,N=0.232562±0.0142921 πE,E=0.508211±0.142809 |
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Model X2 χ2=2861.14 gOGLE I=2.91189±0.345711 s=0.718506±0.0508166 q=0.0856493±0.0198917 u0=0.00579103±0.000280204 α=0.859281±0.131097 ρ*=0.000010196±0.0127672 tE=765.567±58.5896 t0=8199.66±2.34016 πE,N=0.0595307±0.0033741 πE,E=0.100277±0.00927746 |
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Model X3 χ2=4470.86 gOGLE I=0.0569269±0.151333 s=0.9061±0.00104077 q=0.419296±0.120719 u0=-0.00339947±0.00217048 α=0.978512±0.0713572 ρ*=0.00186467±0.000874349 tE=176.523±15.0224 t0=8195.6±1.63646 πE,N=0.235794±0.0305795 πE,E=0.427399±0.0244849 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=2326.98 gOGLE I=0.303514±0.820517 s=0.947008±0.14567 q=0.28284±0.292489 u0=-0.0137769±0.0122654 α=1.01933±0.366293 ρ*=0.0000101301±0.198159 tE=189.194±142.442 t0=8198.38±13.7153 πE,N=0.201352±0.206443 πE,E=0.472496±0.520251 (ds/dt)/s=-0.000153868±0.00744236 dα/dt=0.00152024±0.00738287 w3=0.000455639±0.176917 |
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Model O2 χ2=2837.5 gOGLE I=2.93774±1.41042 s=0.718369±0.105887 q=0.0856258±0.042199 u0=0.00564461±0.00028397 α=0.857616±0.193143 ρ*=0.0000101301±0.0130254 tE=765.661±164.365 t0=8199.66±4.50793 πE,N=0.0598036±0.00349398 πE,E=0.100744±0.0186029 (ds/dt)/s= -6 9.48361 10±0.00265426 dα/dt=0.000145787±0.00544805 w3= -7 1. 10±0.211451 |
Binary lens models
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Model L1 χ2=13306.9 gOGLE I=-0.282604±0.241301 s=1.47284±0.00590285 q=0.751568±0.0420875 u0=0.285934±0.00440203 α=5.75792±0.0287688 ρ*=0.00175783±0.00240741 tE=231.948±8.9105 t0=8157.3±3.358 |
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Model L2 χ2=13895.7 gOGLE I=-0.311479±0.228865 s=1.49439±0.0051955 q=0.838996±0.0403812 u0=0.296171±0.00384108 α=5.77722±0.0227886 ρ*=0.00175426±0.00237611 tE=228.957±8.5642 t0=8148.91±1.97031 |