RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
HB230973
Binary
Binary lens models
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Model L1 χ2=410042. gMOA I=2.12204±0.0492041 s=0.978719±0.0117659 q=0.880648±0.0685079 u0=0.179135±0.00814605 α=1.0813±0.0184565 ρ*=0.082085±0.00420824 tE=15.2174±0.274341 t0=10118.1±0.0957208 |
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Model L2 χ2= 6
1.02537 10 gMOA I=2.36626±0.0842572 s=0.912723±0.0220356 q=0.583149±0.0780157 u0=0.201856±0.0138118 α=1.22109±0.0364735 ρ*=0.073243±0.00749387 tE=16.5567±0.661574 t0=10117.8±0.121631 |
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Model L3 χ2= 6
1.18129 10 gMOA I=2.32009±0.0845094 s=0.900792±0.00705678 q=0.464832±0.0476398 u0=0.201121±0.00716025 α=1.15923±0.030252 ρ*=0.0789026±0.00510181 tE=16.2912±0.0823246 t0=10117.9±0.00642824 |
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Model L4 χ2= 6
2.59415 10 gMOA I=1.85575±0.0941339 s=0.768745±0.0112726 q=0.100154±0.00621 u0=0.181508±0.00730433 α=2.71625±0.0218233 ρ*=0.0321165±0.00237152 tE=15.1722±0.305806 t0=10120.7±0.0267027 |
Binary lens models with parallax
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Model X1 χ2=390923. gMOA I=2.09307±0.00652837 s=0.981787±0.000885349 q=0.832842±0.0107363 u0=-0.185586±0.0013152 α=5.2113±0.00331242 ρ*=0.082085±0.000488256 tE=15.1781±0.0365937 t0=10118.2±0.0118232 πE,N=0.889976±0.0795259 πE,E=-2.50475±0.145079 |
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Model X2 χ2=391411. gMOA I=2.11247±0.00834099 s=0.977397±0.00154835 q=0.860761±0.0117133 u0=-0.18118±0.00147345 α=5.20199±0.00378349 ρ*=0.082085±0.000681416 tE=15.0946±0.0399085 t0=10118.1±0.0188793 πE,N=-0.0143978±0.120678 πE,E=-2.68063±0.0781617 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=381938. gMOA I=2.08596±0.00790688 s=0.982877±0.00135254 q=0.84508±0.010454 u0=-0.18498±0.00125296 α=5.2064±0.00336523 ρ*=0.082085±0.000665168 tE=15.1018±0.0379075 t0=10118.1±0.0165902 πE,N=0.58177±0.129823 πE,E=-2.92259±0.122235 (ds/dt)/s=-0.000164105±0.0000416823 dα/dt=0.000205627±0.0000678695 w3=0.0044181±0.00025716 |