RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB141329
Binary
Binary lens models
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Model L1 χ2=999.53 gOGLE=0.0245047±0.150032 s=3.65437±0.114158 q=0.910033±0.327689 u0=0.857137±0.215465 θ=2.56346±0.0252542 ρ*=0.0000101318±0.130027 tE=28.7632±1.21712 t0=6833.48±9.18692 |
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Model L2 χ2=1011.59 gOGLE=-0.195858±0.0860364 s=3.87698±0.0217719 q=0.0926789±0.0121265 u0=2.49306±0.027804 θ=2.31684±0.00787342 ρ*=0.0000101301±0.0171493 tE=64.355±1.15799 t0=6730.37±2.24758 |
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Model L3 χ2=1012.81 gOGLE=-0.188632±0.0614357 s=3.86597±0.0196893 q=0.099198±0.0069193 u0=2.48402±0.0201478 θ=2.31154±0.00728058 ρ*=0.00588179±0.00677095 tE=62.7341±0.910521 t0=6736.11±1.17243 |
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Model L4 χ2=1012.95 gOGLE=-0.194822±0.0856381 s=3.89513±0.0208619 q=0.088041±0.0113229 u0=2.51411±0.0264301 θ=2.31716±0.00735323 ρ*=0.000231016±0.131943 tE=65.8918±1.11151 t0=6725.43±2.17353 |
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Model L5 χ2=1018.11 gOGLE=-0.201468±0.0619553 s=3.9181±0.0187576 q=0.0689278±0.00556965 u0=2.54475±0.0126976 θ=2.3275±0.005577 ρ*=0.0047723±0.00752558 tE=73.3845±0.991225 t0=6702.38±1.35465 |