RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB131394
Under investigation
Binary source model
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Model BS χ2=3493.78 gOGLE=1.25769±0.019479 tE=107.057±15.7355 FR=0.140437±0.151903 u1=0.118245±0.0274047 u2=0.0611186±0.0294967 t1=6568.07±1.43018 t2=6553.47±1.84381 |
Binary source model with parallax
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Model BX χ2=3096.71 gOGLE=2.95091±0.114363 tE=156.847±79.748 FR=9.94404±10.7819 u1=0.0312382±0.0303361 u2=0.0784467±0.0419109 t1=6553.29±1.2956 t2=6565.12±2.63372 π⊥=0.303825±0.134802 π||=0.0635315±0.0446902 |
Binary source model
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Model BO χ2=2961.46 gOGLE=1.21651±0.0912896 tE=161.215±175.731 FR=0.0410437±0.174378 u1=0.129973±0.0903853 u2=0.0650686±0.0574051 t1=6564.36±9.31166 t2=6562.28±63.8045 π⊥=0.360125±0.225185 π||=0.0104285±0.543279 ds/dt=-0.139881±0.792877 dθ/dt=-0.148386±1.17791 w3=0.00272541±0.019801 |
Binary lens models
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Model L1 χ2=3308.95 gOGLE=1.38157±0.326698 s=0.46555±0.0934985 q=0.050715±0.0350003 u0=0.105667±0.0196556 θ=0.586689±0.0549323 ρ*=0.0000101301±1.13734 tE=108.764±15.0963 t0=6565.23±0.522571 |
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Model L2 χ2=3405.72 gOGLE=1.51028±0.407519 s=2.21265±0.780923 q=0.0297017±0.0399732 u0=0.0702143±0.0672502 θ=0.645853±0.0935231 ρ*=0.0000944639±7.38356 tE=117.819±17.9206 t0=6561.28±9.33258 |
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Model L3 χ2=3813.16 gOGLE=1.29399±0.224701 s=3.41373±0.0400343 q=0.801641±0.10201 u0=-1.24655±0.10139 θ=0.971224±0.0408952 ρ*=0.073232±0.00517053 tE=154.638±12.152 t0=6444.34±0.263262 |
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Model L4 χ2=3823.26 gOGLE=1.34153±0.217821 s=3.20432±0.0400598 q=0.668323±0.0804138 u0=-1.06931±0.0831738 θ=0.986993±0.040896 ρ*=0.0750074±0.00590355 tE=151.263±11.7274 t0=6469.11±0.280678 |
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Model L5 χ2=3826.63 gOGLE=1.27031±0.209101 s=3.60091±0.0697865 q=0.863123±0.103608 u0=-1.36602±0.10373 θ=0.967295±0.0424686 ρ*=0.0715864±0.00638562 tE=156.361±12.0828 t0=6428.83±0.266605 |
Binary lens models with parallax
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Model X1 χ2=3126.76 gOGLE=1.8264±0.522252 s=1.98187±0.537263 q=0.019245±0.0230591 u0=0.072952±0.0341622 θ=0.678667±0.14241 ρ*=0.0000101302±1.76251 tE=135.776±33.1287 t0=6563.61±4.93628 π⊥=-0.214024±0.275408 π||=0.0147888±0.0484024 |
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Model X2 χ2=3139.77 gOGLE=2.02277±0.112683 s=1.00488±0.00891753 q=0.00405395±0.000570365 u0=-0.0969589±0.00422048 θ=2.71172±0.0195019 ρ*=0.0262237±0.00350046 tE=160.912±7.59668 t0=6567.26±0.240801 π⊥=0.371463±0.0442132 π||=-0.0350446±0.0320985 |
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Model X3 χ2=3760.71 gOGLE=1.36324±0.271531 s=3.63525±0.112599 q=0.852846±0.110804 u0=-1.36725±0.124744 θ=0.964531±0.0610972 ρ*=0.0692551±0.0109447 tE=155.135±11.9865 t0=6427.74±0.320313 π⊥=0.000692863±0.0359381 π||=-0.0139807±0.028093 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=3042.44 gOGLE=2.08216±0.080538 s=1.01273±0.0122725 q=0.00407875±0.000212715 u0=-0.0949442±0.00343141 θ=2.72245±0.0325595 ρ*=0.0243803±0.000644763 tE=155.149±2.17211 t0=6567.57±0.0429567 π⊥=0.327624±0.0222089 π||=-0.00232801±0.02578 ds/dt=0.000654595±0.000900528 dθ/dt=0.00146567±0.00162481 w3=0.00720856±0.00407578 |
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Model O2 χ2=3125.96 gOGLE=1.82407±0.725462 s=1.98886±0.91621 q=0.0191216±0.0378671 u0=0.0730703±0.0624478 θ=0.679524±0.228758 ρ*=0.0000101301±1.98421 tE=136.045±50.5164 t0=6563.59±8.28753 π⊥=-0.220309±0.511165 π||=0.0117358±0.0723049 ds/dt=0.000407018±0.0106689 dθ/dt=0.000254112±0.0124169 w3= -13 1. 10±0.0663196 |
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Model O3 χ2=3862.56 gOGLE=1.47206±0.445487 s=3.45969±0.167295 q=0.747979±0.134919 u0=-1.25755±0.164414 θ=1.02077±0.0829857 ρ*=0.0676764±0.0166417 tE=131.684±13.6835 t0=6455.08±0.394003 π⊥=0.0200059±0.0364178 π||=-0.0391366±0.0300334 ds/dt=0.00163416±0.00033731 dθ/dt=0.000625174±0.0000713308 w3=0.00196301±0.000370157 |