RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
KB220462
Planetary
Binary lens models
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Model L1 χ2=56045.4 gMOA I=6.02562±2.77341 s=0.716333±0.110685 q=0.00339429±0.00352818 u0=0.00291883±0.000272242 α=5.344±0.187077 ρ*=0.00103644±0.000846609 tE=95.1067±43.4161 t0=9835.55±0.0780257 |
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Model L2 χ2=61154.6 gMOA I=7.76576±5.9197 s=0.561594±0.278833 q=0.00319886±0.00556378 u0=0.00431643±0.00323428 α=2.87106±0.105394 ρ*=0.002276±0.00174379 tE=117.933±88.1019 t0=9835.65±0.0710389 |
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Model L3 χ2=61199.2 gMOA I=4.83604±2.17149 s=0.979468±0.0120606 q=0.000834787±0.000795384 u0=0.00645186±0.00348599 α=5.31487±0.188185 ρ*=0.00565897±0.00287915 tE=81.1305±35.7103 t0=9835.65±0.0701182 |
Binary lens models with parallax
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Model X1 χ2=55690.9 gMOA I=7.1823±9.21969 s=0.710901±0.15276 q=0.0030685±0.00540962 u0=0.00260867±0.00298971 α=5.32656±0.292108 ρ*=0.00101312±0.00108175 tE=109.893±135.403 t0=9835.55±0.105573 πE,N=-0.0207604±16.5833 πE,E=-0.104178±0.55743 |
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Model X2 χ2=55930.2 gMOA I=6.13822±4.15414 s=0.715606±0.130369 q=0.00338044±0.00426014 u0=-0.0029094±0.000278821 α=0.941063±0.243171 ρ*=0.00104732±0.000949748 tE=96.1168±63.9281 t0=9835.55±0.0930484 πE,N=0.0893579±14.1698 πE,E=-0.053136±0.490813 |
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Model X3 χ2=61051.7 gMOA I=7.83171±7.11272 s=0.562287±0.340567 q=0.00320627±0.00658418 u0=0.00430694±0.00375413 α=2.86717±0.107594 ρ*=0.00228682±0.00178094 tE=117.813±104.108 t0=9835.65±0.0736635 πE,N=0.293982±2.27163 πE,E=-0.0268593±0.444482 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=55690.7 gMOA I=7.18189±1.34648 s=0.710901±0.0358243 q=0.0030685±0.000780654 u0=0.00260867±0.00045351 α=5.32656±0.0598997 ρ*=0.00101312±0.000157157 tE=109.893±19.3191 t0=9835.55±0.0195215 πE,N=-0.020749±2.77653 πE,E=-0.104178±0.628055 (ds/dt)/s= -7 1.65663 10±0.0374442 dα/dt= -7 -1.15587 10±0.0310782 w3=0.00433916±5.19821 |
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Model O2 χ2=55929.7 gMOA I=6.13741±0.640662 s=0.715606±0.0386953 q=0.00338044±0.000602681 u0=-0.0029094±0.0000379117 α=0.941063±0.0595631 ρ*=0.00104732±0.000138474 tE=96.1168±10.6121 t0=9835.55±0.0190959 πE,N=0.0892877±1.9847 πE,E=-0.0531362±0.332808 (ds/dt)/s= -9 -4.53571 10±0.0491115 dα/dt= -8 -5.37147 10±0.0638974 w3=0.00652607±1.46105 |