RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB170039
Binary with parallax
Binary lens models with parallax
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Model X1 χ2=3031.17 gOGLE=-0.251826±0.128252 s=1.42027±0.00445363 q=0.210696±0.0932992 u0=-0.260442±0.0908824 θ=4.5295±0.0719757 ρ*=0.0034395±0.00135431 tE=70.6783±18.6282 t0=7830.05±1.15437 πE,N=-0.146783±1.04842 πE,E=-0.399718±0.535525 |
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Model X2 χ2=3034.18 gOGLE=3.9568±0.770221 s=0.535552±0.0100486 q=0.319262±0.179432 u0=-0.0498368±0.00173054 θ=4.57319±0.1609 ρ*=0.00111409±0.000856875 tE=189.94±85.9308 t0=7832.94±1.01513 πE,N=-0.132132±0.265284 πE,E=0.00768279±0.27172 |
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Model X3 χ2=3060.58 gOGLE=-0.269132±0.189301 s=1.42034±0.00437417 q=0.222734±0.0824185 u0=0.257794±0.0568158 θ=1.78505±0.0593223 ρ*=0.00354121±0.00128687 tE=67.7694±16.7187 t0=7829.67±0.83376 πE,N=0.0512951±0.404978 πE,E=-0.492503±0.510125 |
Binary lens models
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Model L1 χ2=3102.81 gOGLE=2.86105±0.161647 s=2.21836±0.0216049 q=0.339234±0.00462755 u0=0.375093±0.0102312 θ=4.56247±0.00279789 ρ*=0.000985705±0.000962946 tE=241.946±13.6808 t0=7847.51±0.864927 |
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Model L2 χ2=3131.71 gOGLE=1.6526±0.279363 s=0.779892±0.0376193 q=0.118918±0.00836928 u0=0.131204±0.0213328 θ=1.72459±0.0319495 ρ*=0.00124506±0.000832457 tE=180.226±29.4383 t0=7830.33±0.690518 |
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Model L3 χ2=3169.54 gOGLE=3.9635±0.851455 s=0.532289±0.0151546 q=0.328923±0.180374 u0=0.0497645±0.00125553 θ=1.73302±0.10344 ρ*=0.00114756±0.000728323 tE=195.881±89.8214 t0=7832.83±0.869192 |