RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
KB140425
Uncertain: weak anomaly
Binary lens models
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Model L1 χ2=9438.97 gMOA=2.06825±0.429238 s=0.315429±0.551534 q=0.0021484±0.0112997 u0=-0.00665653±0.00177824 θ=0.500526±0.339581 ρ*=0.00200536±0.0156095 tE=63.0888±11.1136 t0=6887.59±0.0115561 |
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Model L2 χ2=9443.18 gMOA=2.10821±0.380465 s=0.987086±0.0312379 q=0.000149034±0.000216618 u0=0.00770981±0.00115875 θ=1.53201±0.706315 ρ*=0.00756679±0.00108028 tE=63.7781±10.075 t0=6887.59±0.00902737 |
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Model L3 χ2=9853.45 gMOA=1.66243±0.132977 s=0.125039±0.230614 q=0.0355099±0.136439 u0=-0.00977321±0.000539323 θ=2.71956±0.687519 ρ*=0.0104025±0.000913811 tE=55.581±3.69376 t0=6887.59±0.00941752 |
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Model L4 χ2=10087.4 gMOA=1.66795±0.326868 s=4.05516±0.823534 q=0.0129677±0.00331129 u0=-0.0304706±0.00122787 θ=2.70192±0.0763599 ρ*=0.0104361±0.00215242 tE=56.2968±8.81788 t0=6890.07±0.965594 |
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Model L5 χ2=10239.4 gMOA=1.6142±0.268779 s=4.05433±0.658635 q=0.016369±0.00387444 u0=-0.0363874±0.00120294 θ=2.6959±0.0721367 ρ*=0.0107369±0.0019059 tE=55.389±7.34668 t0=6890.65±1.09054 |
Extended source Point-lens model
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Model EP χ2=9722.2 gMOA=1.86753±0.00925706 u0=0.00889108±0.00127091 tE=59.4862±7.9309 t0=6887.59±0.0078761 ρ*=0.00924019±0.00141893 |
Point-source Point-lens model
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Model PP χ2=10611.5 gMOA=2.30473±0.0154261 u0=0.00607591±0.00125151 tE=66.6793±12.9276 t0=6887.59±0.00805412 |