RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180214
Binary
Binary lens models with parallax
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Model X1 χ2=225.199 s=1.30277±0.20582 q=0.700893±0.60907 u0=-0.0548367±0.0824313 α=3.13913±0.122612 ρ*=0.00464228±0.741429 tE=37.5075±9.92047 t0=8198.21±8.54214 πE,N=0.135985±1.448 πE,E=0.351272±0.707999 |
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Model X2 χ2=226.701 s=1.28865±0.0232581 q=0.750601±0.89206 u0=0.0318588±0.0236894 α=0.129903±0.0844113 ρ*=0.00384871±1.07334 tE=38.4967±2.2989 t0=8204.46±11.6141 πE,N=0.000498043±0.716016 πE,E=-0.000658435±0.673618 |
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Model X3 χ2=226.79 s=1.28866±0.00674244 q=0.750655±0.259879 u0=-0.0318662±0.0118403 α=6.15326±0.01533 ρ*=0.00367942±0.00275232 tE=38.4963±1.11402 t0=8204.46±3.29142 πE,N=0.000998374±0.280126 πE,E=0.000911061±0.276096 |
Binary lens models
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Model L1 χ2=226.703 s=1.28866±0.00577811 q=0.750656±0.106592 u0=0.0318632±0.0118576 α=0.129924±0.0126224 ρ*=0.00367581±0.00220694 tE=38.4963±0.573159 t0=8204.46±1.02278 |
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Model L2 χ2=246.886 s=1.3633±0.105944 q=0.976636±0.1557 u0=0.0688731±0.0124503 α=3.17076±0.0144355 ρ*=0.00187813±0.0536138 tE=35.6446±3.36275 t0=8201.62±1.62785 |
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Model L3 χ2=305.903 s=1.44848±0.0425511 q=0.974117±0.211172 u0=0.0731801±0.00915956 α=0.0305254±0.0194931 ρ*=0.00467867±0.00101424 tE=33.0173±1.33979 t0=8202.18±2.03137 |
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Model L4 χ2=312.263 s=1.30215±0.000213111 q=0.521089±0.073437 u0=0.0585871±0.00212882 α=0.142962±0.0342189 ρ*=0.00117802±1.54209 tE=37.7118±1.17035 t0=8207.4±1.28199 |
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Model L5 χ2=312.418 s=1.40403±0.0601628 q=0.997563±0.304887 u0=0.0144716±0.0238085 α=0.12264±0.0159794 ρ*=0.00461383±0.113233 tE=33.4224±2.38834 t0=8201.82±2.82619 |