RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB160156
Binary
Binary lens models
 |
Model L1 χ2=138049. gOGLE=0.211539±0.197073 s=2.18235±0.00191732 q=0.298448±0.000450692 u0=0.915235±0.000278074 θ=0.874059±0.00069666 ρ*=0.000352913±0.000200415 tE=183.145±0.169273 t0=7646.32±0.0583446 |
 |
Model L2 χ2=138114. gOGLE=0.203765±0.235752 s=2.18161±0.00192643 q=0.29704±0.000424779 u0=0.91618±0.000278325 θ=0.874499±0.000696737 ρ*=0.000345491±0.000208906 tE=183.398±0.174864 t0=7646.53±0.0720304 |
 |
Model L3 χ2=143140. gOGLE=0.184726±0.25916 s=2.19268±0.00206205 q=0.320239±0.000482278 u0=0.931651±0.000296617 θ=0.905274±0.000761319 ρ*=0.00036736±0.000203236 tE=179.852±0.171704 t0=7637.46±0.0589969 |
Binary lens models with parallax
 |
Model X1 χ2=122994. gOGLE=3.73069±1.76646 s=2.46082±0.00193032 q=0.78259±0.000447469 u0=-0.931382±0.000853233 θ=1.44712±0.000502626 ρ*=0.000206945±0.00010506 tE=342.407±1.9087 t0=7464.67±0.116004 π⊥=0.0011144±0.000618009 π||=0.00150947±0.00251395 |
 |
Model X2 χ2=137969. gOGLE=0.2075±0.281739 s=2.1842±0.00236772 q=0.298278±0.000493934 u0=0.918111±0.000282442 θ=0.873703±0.0010942 ρ*=0.000348157±0.000209709 tE=183.255±0.201201 t0=7646.31±0.0674215 π⊥=0.00102087±0.000424751 π||=0.00151535±0.000669035 |