RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
HB210839
Binary
Binary lens models with parallax
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Model X1 χ2=8559.24 gMOA I=-0.141049±0.191358 s=1.19537±0.0589723 q=0.140069±0.0672362 u0=-0.0759204±0.00786006 α=3.76316±0.0834078 ρ*=0.00199699±0.00633037 tE=28.4988±2.54387 t0=9377.99±1.57534 πE,N=-0.224876±0.136112 πE,E=-2.21794±0.276674 |
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Model X2 χ2=9058.87 gMOA I=-0.188833±0.484395 s=1.20663±0.0559839 q=0.155305±0.108012 u0=0.074452±0.000678481 α=2.51323±0.130864 ρ*=0.00208121±0.00351047 tE=27.1042±10.8761 t0=9377.99±2.01677 πE,N=1.95935±3.56846 πE,E=-3.±3.47368 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=8522.67 gMOA I=-0.141768±0.273173 s=1.19529±0.163913 q=0.140019±0.0757155 u0=-0.0759888±0.00939156 α=3.76311±0.107267 ρ*=0.00189897±0.00804493 tE=28.5029±3.04584 t0=9377.99±1.98943 πE,N=-0.226354±0.200275 πE,E=-2.21949±0.445974 (ds/dt)/s= -6 -5.1199 10±0.0280232 dα/dt=0.0000228982±0.00823156 w3=0.00172797±0.0190571 |
Binary lens models
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Model L1 χ2=9536.92 gMOA I=-0.151798±0.299053 s=1.20447±0.0585983 q=0.147105±0.0295492 u0=0.0742865±0.0121647 α=2.52267±0.04013 ρ*=0.00226611±0.00856628 tE=28.8953±8.9087 t0=9378.06±1.97205 |