RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
KB170411
Binary
Binary lens models with parallax
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Model X1 χ2=5724.89 gOGLE=10.7122±4.16918 s=1.58575±0.0917757 q=0.135228±0.0428269 u0=-0.128363±0.0212005 θ=0.385347±0.0990005 ρ*=0.00503288±0.0089275 tE=83.975±32.7646 t0=7962.33±1.84097 πE,N=0.706784±2.16876 πE,E=-0.0917303±1.57364 |
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Model X2 χ2=5745.68 gOGLE=4.29077±3.33553 s=0.726468±0.0648056 q=0.286185±0.355128 u0=0.165591±0.108353 θ=5.82871±0.337755 ρ*=0.0173837±0.0153182 tE=42.2199±34.6477 t0=7972.17±3.21181 πE,N=0.622627±10.1788 πE,E=-0.0726727±5.17935 |
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Model X3 χ2=5747.08 gOGLE=4.32441±5.39253 s=0.726623±0.179652 q=0.285421±0.193702 u0=-0.165651±0.170795 θ=0.454652±0.167035 ρ*=0.0174637±0.0166621 tE=42.1153±38.952 t0=7972.16±1.24776 πE,N=-0.242801±4.61003 πE,E=0.0718716±4.012 |
Binary lens models
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Model L1 χ2=5748.24 gOGLE=4.35869±4.5132 s=0.726739±0.269845 q=0.284657±0.32796 u0=0.165535±0.167713 θ=5.82825±0.417895 ρ*=0.0175651±0.0143479 tE=42.1434±32.0464 t0=7972.16±3.0553 |
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Model L2 χ2=5753.28 gOGLE=12.7132±1.73931 s=1.63786±0.0938917 q=0.126297±0.0233025 u0=0.123535±0.0206393 θ=5.7937±0.137521 ρ*=0.00435201±0.00551861 tE=95.2495±28.0163 t0=7962.24±3.0177 |
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Model L3 χ2=5756.6 gOGLE=7.33922±1.92149 s=1.72357±0.108503 q=0.239771±0.0295781 u0=0.165776±0.094349 θ=5.95773±0.39264 ρ*=0.00847814±0.0134936 tE=67.0745±18.7103 t0=7957.06±4.54648 |