RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180752
Binary
Binary lens models
 |
Model L1 χ2=1823.25 gOGLE I=-0.308653±0.415403 s=0.935308±0.17555 q=0.712784±0.224409 u0=0.027654±0.0730402 α=0.973781±0.331117 ρ*=0.00001±7.7818 tE=33.1938±12.6986 t0=8257.68±1.23529 |
 |
Model L2 χ2=1876.95 gOGLE I=-0.285447±0.0939557 s=2.03959±0.0257977 q=0.0728604±0.0135963 u0=0.58173±0.00806314 α=0.444329±0.00233116 ρ*=0.0000101301±1.28309 tE=107.103±2.38916 t0=8393.97±1.66649 |
 |
Model L3 χ2=1877.83 gOGLE I=-0.0996337±0.229145 s=2.3229±0.000195786 q=0.0904688±0.0124553 u0=1.35584±0.0333932 α=2.26191±0.000140291 ρ*=0.0000101301±0.626299 tE=170.943±0.0682029 t0=8069.59±2.14991 |
 |
Model L4 χ2=1879.85 gOGLE I=-0.0879072±0.194487 s=2.38204±0.000225766 q=0.0761476±0.00809069 u0=1.36971±0.0265702 α=2.30521±0.000122618 ρ*=0.0000101301±0.316281 tE=192.028±0.0236712 t0=8023.81±1.78783 |
 |
Model L5 χ2=1880.6 gOGLE I=-0.0917586±0.196143 s=2.38194±0.000231152 q=0.0761989±0.00818254 u0=1.36883±0.0272924 α=2.30555±0.000122505 ρ*=0.0000101301±0.313153 tE=192.065±0.0245724 t0=8023.7±1.81019 |
Binary lens models with parallax
 |
Model X1 χ2=1824.11 gOGLE I=-0.216962±0.918592 s=0.88186±0.356082 q=0.751246±0.384649 u0=0.010809±0.0867228 α=0.999886±0.386385 ρ*=0.0000903956±1.04546 tE=37.711±29.4152 t0=8257.96±3.02212 πE,N=0.0553769±11.6397 πE,E=0.18176±3.80424 |
 |
Model X2 χ2=1827.67 gOGLE I=-0.226994±0.761686 s=0.887253±0.30058 q=0.749431±0.280696 u0=-0.013269±0.0808731 α=5.3034±0.405704 ρ*=0.0000425365±2.08748 tE=37.6019±24.2937 t0=8257.81±1.52163 πE,N=1.10167±9.21754 πE,E=0.0896324±3.07677 |
 |
Model X3 χ2=1871.7 gOGLE I=-0.286529±0.124217 s=2.03961±0.0463501 q=0.0728274±0.0153191 u0=-0.58171±0.0781512 α=5.83882±0.0222476 ρ*=0.0000101301±1.6704 tE=107.103±2.59522 t0=8393.97±1.73023 πE,N=0.0000112689±0.0371425 πE,E=-0.0000217838±0.024587 |
Binary lens models with parallax and orbital motion
 |
Model O1 χ2=1824.01 gOGLE I=-0.217398±1.28067 s=0.881878±0.499434 q=0.751263±0.627706 u0=0.0108045±0.11286 α=1.00001±0.440236 ρ*=0.0000101301±9.47741 tE=37.7123±42.7503 t0=8257.96±3.43236 πE,N=0.0663323±70.363 πE,E=0.192991±8.8925 (ds/dt)/s= -7 -3.82154 10±0.0188713 dα/dt= -6 4.06172 10±0.211598 w3=0.00049123±3.48331 |