RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB130341
Binary (perhaps with a planet)
Binary lens models with parallax and orbital motion
 |
Model O1 χ2=7671.53 gOGLE=0.0174916±0.155454 s=0.216322±0.0300641 q=0.328407±0.216498 u0=0.00243652±0.000387059 θ=1.3342±0.0288983 ρ*=0.00361554±0.000539091 tE=26.6193±3.84511 t0=6406.36±0.0127879 π⊥=-0.379844±1.38734 π||=1.04539±1.47834 ds/dt=-0.0150698±0.0141739 dθ/dt=0.0889662±0.0746799 w3=0.105734±0.132083 |
Binary lens models
 |
Model L1 χ2=9155.43 gOGLE=-0.00139676±0.107774 s=0.199002±0.0104944 q=0.599434±0.204023 u0=-0.00256719±0.000291305 θ=0.238391±0.0288334 ρ*=0.00375431±0.000446507 tE=26.5631±2.63783 t0=6406.36±0.00711087 |
 |
Model L3 χ2=10511.9 gOGLE=0.0461058±0.1291 s=0.189514±0.0124125 q=0.727138±0.213817 u0=0.00210845±0.000339274 θ=1.33529±0.0241382 ρ*=0.00360526±0.000479896 tE=27.0131±3.24248 t0=6406.35±0.00995168 |
 |
Model L4 χ2=15078.1 gOGLE=0.0918082±0.0276293 s=4.0552±0.00691144 q=0.14169±0.000216214 u0=-0.466547±0.000722566 θ=1.43904±0.00147623 ρ*=0.0031265±0.000152105 tE=30.4565±0.768153 t0=6404.47±0.0509827 |