RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB190505
Binary
Binary lens models
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Model L1 χ2=2480.23 gOGLE I=-0.673326±0.0874747 s=1.37647±0.0142532 q=0.0420994±0.0330557 u0=0.563507±0.0831938 α=1.57693±0.0693407 ρ*=0.0129513±0.00926805 tE=3.1652±0.316512 t0=8592.42±0.117449 |
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Model L2 χ2=2482.81 gOGLE I=0.025063±0.482933 s=1.60271±0.0623923 q=0.170934±0.108684 u0=0.00351239±0.0626058 α=1.57302±0.304927 ρ*=0.00828276±0.00446809 tE=5.41912±1.45429 t0=8592.44±0.156257 |
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Model L3 χ2=2495.12 gOGLE I=0.454221±0.582216 s=0.758492±0.185178 q=0.118671±0.0930784 u0=0.108863±0.078247 α=1.66706±0.537873 ρ*=0.00631342±0.00494681 tE=5.94691±2.24968 t0=8592.39±0.0390934 |
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Model L4 χ2=2538.87 gOGLE I=-0.687757±0.148767 s=1.40431±0.0211551 q=0.0313004±0.0102638 u0=0.662066±0.0355763 α=1.77056±0.0101297 ρ*=0.0126823±0.00580769 tE=2.97514±0.628373 t0=8592.05±0.0705128 |
Binary lens models with parallax
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Model X1 χ2=2478.21 gOGLE I=0.0254456±1.08725 s=1.60271±0.0727337 q=0.170983±0.278632 u0=0.00352429±0.203069 α=1.57638±0.368637 ρ*=0.00829586±0.00835368 tE=5.41996±6.04428 t0=8592.44±0.187952 πE,N=0.210931±664.342 πE,E=3.±123.19 |
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Model X2 χ2=2478.53 gOGLE I=0.0271886±2.47015 s=1.6027±0.118026 q=0.171053±0.611709 u0=-0.0035638±0.295735 α=4.70301±0.402071 ρ*=0.0083338±0.0213397 tE=5.41953±15.6464 t0=8592.44±0.366151 πE,N=-3.±1494.26 πE,E=2.9997±302.731 |