RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
OB190033
Binary with parallax
Binary lens models with parallax
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Model X1 χ2=146019. gOGLE I=0.0314786±0.157035 s=0.381676±0.0479545 q=0.213632±0.049522 u0=0.0643404±0.00923737 α=5.19129±0.0546204 ρ*=0.0125178±0.0157071 tE=106.607±13.7794 t0=8690.13±0.338689 πE,N=0.234408±0.266675 πE,E=-0.224084±0.159044 |
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Model X2 χ2=146472. gOGLE I=0.127402±0.0987164 s=3.36933±0.125171 q=0.317255±0.0333584 u0=0.70297±0.0399341 α=5.19466±0.0273322 ρ*=0.0120072±0.0103994 tE=131.622±10.355 t0=8645.1±0.111443 πE,N=0.121352±0.0990077 πE,E=-0.157465±0.0667924 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=143764. gOGLE I=0.342497±0.286856 s=0.336376±0.199496 q=4.53674±6.53175 u0=-0.0505233±0.01235 α=4.19497±0.198153 ρ*=0.0109307±0.0125402 tE=131.38±31.0721 t0=8689.92±1.08244 πE,N=-0.238792±0.399036 πE,E=-0.167961±0.201457 (ds/dt)/s=-0.00416198±0.0120042 dα/dt=-0.00289199±0.018857 w3=0.00486824±0.019413 |
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Model O2 χ2=144153. gOGLE I=0.0911076±0.267405 s=0.340648±0.144592 q=0.273611±0.318295 u0=0.061519±0.016102 α=5.23128±0.163613 ρ*=0.012717±0.00721165 tE=112.22±26.4923 t0=8689.91±0.909685 πE,N=0.223943±0.201445 πE,E=-0.199996±0.169197 (ds/dt)/s=-0.002771±0.00869583 dα/dt=-0.003363±0.0156789 w3= -8 9.9 10±101.419 |
Binary lens models
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Model L1 χ2=187706. gOGLE I=0.108492±0.163395 s=0.398772±0.0248699 q=0.190472±0.0260134 u0=0.0629097±0.00956869 α=5.16199±0.0266 ρ*=0.0161359±0.0105973 tE=109.376±15.5806 t0=8690.39±0.16022 |