RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
KB140206
Binary (next update 23 June)
Binary lens models
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Model L1 χ2=1706.14 gOGLE=2.15781±1.71385 s=0.450369±0.151165 q=0.968658±1.41994 u0=-0.129772±0.0935307 θ=2.57571±0.162428 ρ*=0.0000101317±4.24382 tE=55.5702±25.4674 t0=6792.98±1.11412 |
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Model L2 χ2=1711.77 gOGLE=1.93648±0.666539 s=4.00421±0.0104366 q=0.072358±0.0185925 u0=1.50791±0.0219766 θ=0.434532±0.00372007 ρ*=0.0000101301±0.0499032 tE=189.845±1.12346 t0=7397.69±12.3915 |
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Model L3 χ2=1712.19 gOGLE=1.86854±0.622763 s=4.01786±0.00736979 q=0.0571328±0.0150023 u0=1.54256±0.0205273 θ=0.437852±0.00338807 ρ*=0.000537885±0.0419005 tE=208.648±0.916806 t0=7468.45±11.1808 |
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Model L4 χ2=1712.8 gOGLE=1.78359±0.531892 s=4.04424±0.00228549 q=0.0306839±0.0058147 u0=1.56394±0.00806192 θ=0.431457±0.00144657 ρ*=0.0000101312±0.00692513 tE=272.674±0.400545 t0=7707.22±5.86452 |
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Model L5 χ2=1713.11 gOGLE=1.83418±0.536933 s=4.0552±0.00185703 q=0.0236408±0.00450367 u0=1.5856±0.00595108 θ=0.43422±0.00113237 ρ*=0.0000101301±0.0105384 tE=311.565±0.269201 t0=7846.37±5.14052 |
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Model L6 χ2=1715.72 gOGLE=1.94507±0.602398 s=4.0552±0.00796167 q=0.0668298±0.0120609 u0=1.59005±0.0145002 θ=0.451446±0.00355659 ρ*=0.000930551±0.0127225 tE=200.442±0.956251 t0=7438.53±9.20189 |
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Model L7 χ2=1717.27 gOGLE=3.48318±1.77615 s=0.402156±0.09191 q=0.625709±0.43991 u0=0.0865589±0.0343519 θ=2.07956±0.129531 ρ*=0.0000102837±5.32447 tE=64.2691±29.7976 t0=6794.38±1.02411 |
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Model L8 χ2=1720.61 gOGLE=1.64433±0.533636 s=3.8963±0.00640897 q=0.0490238±0.0114808 u0=1.46155±0.0142004 θ=0.425073±0.00302561 ρ*=0.0000102318±0.04124 tE=208.737±0.790144 t0=7454.6±8.59753 |
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Model L9 χ2=1724.51 gOGLE=2.06572±0.655018 s=4.0552±0.00222066 q=0.0465488±0.00779515 u0=1.56747±0.0105369 θ=0.43715±0.0019855 ρ*=0.0000101301±0.0225296 tE=237.941±0.353383 t0=7579.23±6.67912 |