RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190622
Binary
Binary lens models with parallax
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Model X1 χ2=7079.73 gOGLE I=4.05247±4.78869 s=0.522646±0.252218 q=0.0771654±0.158239 u0=-0.0542956±0.0631315 α=1.81161±0.143464 ρ*=0.00968497±0.0241807 tE=228.418±288.012 t0=8707.73±1.75495 πE,N=-0.804379±0.665276 πE,E=0.0158627±0.360954 |
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Model X2 χ2=7111.66 gOGLE I=1.06939±0.733079 s=0.491723±0.122933 q=0.21823±0.187993 u0=0.125619±0.0554014 α=4.486±0.132477 ρ*=0.000354484± 7 1.35388 10 tE=89.3788±43.3675 t0=8707.59±1.33341 πE,N=0.637493±0.98557 πE,E=-0.220964±0.507454 |
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Model X3 χ2=7180.47 gOGLE I=1.21955±0.786292 s=3.04939±0.332469 q=0.636993±0.273626 u0=1.12275±0.202445 α=4.52524±0.0474463 ρ*=0.0221387±0.0396202 tE=125.941±48.8261 t0=8732.72±1.32962 πE,N=0.301106±0.151404 πE,E=0.0445043±0.193895 |
Binary lens models
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Model L1 χ2=7229.22 gOGLE I=0.744113±0.18899 s=0.459217±0.0245679 q=0.364485±0.038831 u0=0.152601±0.0204512 α=4.4409±0.0367037 ρ*=0.037772±0.0280842 tE=74.8212±9.86459 t0=8708.08±0.425109 |
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Model L2 χ2=7295.54 gOGLE I=1.14218±0.273687 s=3.17029±0.13814 q=0.747011±0.132386 u0=1.23684±0.110392 α=4.32544±0.0309066 ρ*=0.026524±0.0299723 tE=124.344±14.4654 t0=8767.28±1.57596 |
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Model L3 χ2=7320.94 gOGLE I=1.31253±0.25118 s=3.45625±0.126146 q=0.86623±0.13176 u0=1.44514±0.113445 α=4.30439±0.0288272 ρ*=0.0221004±0.0261054 tE=137.443±13.6557 t0=8790.39±2.2218 |