RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB151319
Binary
Binary lens models
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Model L1 χ2=15852.7 gOGLE=4.86009±1.00995 s=0.680998±0.111352 q=0.000542792±0.000337886 u0=0.00292586±0.000597149 θ=4.77851±0.0330874 ρ*=0.00127335±0.00073471 tE=48.0114±10.0358 t0=7201.31±0.00688204 |
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Model L2 χ2=15879.1 gOGLE=4.56824±0.885312 s=1.46325±0.243294 q=0.000571407±0.000292147 u0=0.00353106±0.000659874 θ=4.77851±0.0331333 ρ*=0.0013492±0.000880467 tE=45.5361±8.55121 t0=7201.31±0.00736478 |
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Model L3 χ2=15880.3 gOGLE=3.50218±0.362742 s=0.0653048±0.0376157 q=0.711037±4.26334 u0=0.0040601±0.000410543 θ=5.5498±0.126616 ρ*=0.00181572±0.00115442 tE=37.7044±4.80843 t0=7201.31±0.013668 |
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Model L4 χ2=15918.2 gOGLE=7.51066±0.682802 s=0.0638265±0.127177 q=0.1785±1.0001 u0=0.00207852±0.000119035 θ=5.5306±0.128666 ρ*=0.00080993±0.000684494 tE=74.4775±8.94502 t0=7201.31±0.0141202 |
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Model L5 χ2=15956.5 gOGLE=2.90383±0.762795 s=0.0764932±0.057516 q=0.440178±1.57669 u0=0.00474581±0.00112678 θ=4.00938±0.103 ρ*=0.00221304±0.00104093 tE=32.4425±7.87747 t0=7201.31±0.0118681 |
Binary lens models with parallax
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Model X1 χ2=15727.2 gOGLE=4.97142±1.21937 s=0.0662996±0.0775082 q=0.306262±1.2913 u0=0.00301185±0.000534886 θ=4.01289±0.105965 ρ*=0.00136202±0.000704701 tE=51.1672±9.27666 t0=7201.31±0.0124132 π⊥=-1.82436±17.3753 π||=-2.13784±13.9574 |
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Model X2 χ2=15760.3 gOGLE=3.97228±1.04091 s=0.063137±0.0531445 q=0.587421±3.6593 u0=0.00361331±0.000753784 θ=5.54628±0.130393 ρ*=0.00163109±0.000833687 tE=42.4142±10.2033 t0=7201.31±0.0137746 π⊥=-2.80117±20.2058 π||=-3.±17.2692 |