RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB141418
Uncertain: weak anomaly
Point-source Point-lens model
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Model PP χ2=2895.03 gOGLE=1.38982±0.0535321 u0=0.0118991±0.00577879 tE=66.8163±31.0531 t0=6901.5±0.0206518 |
Point-source Point-lens model with parallax
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Model PX χ2=2692.16 gOGLE=1.96332±0.0943114 u0=0.00968066±0.00567845 tE=81.6295±76.0333 t0=6901.49±0.0203824 π⊥=0.00481407±75.6209 π||=0.288098±0.43995 |
Extended source Point-lens model
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Model EP χ2=2895.04 gOGLE=1.38164±0.0533268 u0=0.0119379±0.00580797 tE=66.6138±31.0198 t0=6901.5±0.020656 ρ*=0.0000101301±0.000417126 |
Binary source model
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Model BS χ2=2705.05 gOGLE=-0.965591±0.229703 tE=19.2866±16.8817 FR=15.2632±37.4062 u1=0.044085±0.0406991 u2=2.96982±2.14067 t1=6901.5±0.0209795 t2=6900.27±19.1399 |
Binary lens models
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Model L1 χ2=2469.59 gOGLE=1.40022±0.313055 s=0.198579±0.136936 q=0.128277±0.251401 u0=-0.0156915±0.00227392 θ=1.15444±0.211233 ρ*=0.0172512±0.0024204 tE=67.6441±10.8859 t0=6901.59±0.0504576 |
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Model L2 χ2=2473.1 gOGLE=1.3723±0.608017 s=0.646058±0.0811996 q=0.00087252±0.000846879 u0=-0.012245±0.00422394 θ=3.031±0.0649078 ρ*=0.0000101301±0.0796678 tE=67.7239±21.428 t0=6901.54±0.039371 |
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Model L3 χ2=2476.81 gOGLE=1.57868±0.991869 s=4.02201±1.31692 q=0.0273826±0.012196 u0=-0.10396±0.0186904 θ=1.15277±0.386626 ρ*=0.00948386±0.0112834 tE=73.1235±34.2012 t0=6898.55±2.88134 |
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Model L4 χ2=2596.29 gOGLE=0.858815±0.147252 s=4.0552±0.0302504 q=0.0721045±0.00151835 u0=-0.257719±0.00323621 θ=1.1968±0.0165998 ρ*=0.0208603±0.00244055 tE=56.5642±5.44633 t0=6896.27±0.511209 |
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Model L5 χ2=2642.18 gOGLE=1.5022±0.346251 s=4.0552±0.311309 q=0.0430244±0.00455782 u0=-0.048452±0.00192149 θ=2.72436±0.0606409 ρ*=0.0184757±0.00411136 tE=71.0274±11.7133 t0=6911.71±0.501793 |