RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB141760
Under investigation
Binary lens models
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Model L1 χ2=7066.96 gOGLE=2.21125±0.704087 s=1.18686±0.00815778 q=0.0218328±0.0269824 u0=0.183887±0.0529256 θ=3.06698±0.21212 ρ*=0.00280921±0.00630308 tE=14.2845±1.74557 t0=6906.29±0.273091 |
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Model L2 χ2=7085.16 gOGLE=2.02601±0.351665 s=1.21596±0.00613832 q=0.0128043±0.0103005 u0=0.191112±0.0388413 θ=2.94635±0.102369 ρ*=0.0029394±0.00420021 tE=13.5515±0.774514 t0=6906.11±0.241282 |
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Model L3 χ2=7095.88 gOGLE=1.81418±0.204902 s=1.23748±0.00396648 q=0.00735968±0.0038389 u0=0.206086±0.0407372 θ=2.84824±0.118812 ρ*=0.00302079±0.0050259 tE=13.0038±0.882227 t0=6906.01±0.399485 |
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Model L4 χ2=7170.91 gOGLE=1.50783±0.248814 s=1.25632±0.0094837 q=0.0113885±0.013849 u0=0.221388±0.0430149 θ=2.88016±0.174931 ρ*=0.00316596±0.0043351 tE=12.006±0.832288 t0=6906.03±0.299144 |
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Model L5 χ2=7172.77 gOGLE=1.92829±0.0643465 s=0.804856±0.0023624 q=0.00148772±0.00079115 u0=-0.208089±0.00954394 θ=0.332462±0.039461 ρ*=0.00139439±0.00497591 tE=13.4043±0.486062 t0=6905.79±0.176521 |
Binary lens models with parallax
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Model X1 χ2=7026.2 gOGLE=1.8814±0.442513 s=1.21691±0.00936771 q=0.0179379±0.0197577 u0=0.198191±0.0459916 θ=2.97959±0.263867 ρ*=0.00296622±0.00609537 tE=13.2805±1.18003 t0=6906.19±0.43117 π⊥=-0.767023±15.9466 π||=-0.763462±7.26518 |
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Model X2 χ2=7051.77 gOGLE=2.34482±0.756833 s=1.18319±0.00803223 q=0.0201238±0.0258013 u0=0.180552±0.052335 θ=3.08619±0.232393 ρ*=0.00283229±0.0053564 tE=14.4087±1.58354 t0=6906.32±0.40961 π⊥=3.±13.3367 π||=-0.932116±4.43324 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=7053.18 gOGLE=2.32506±0.710442 s=1.18265±0.0100036 q=0.0198254±0.0277833 u0=0.1818±0.0533767 θ=3.0829±0.24328 ρ*=0.00303213±0.0092636 tE=14.3811±2.15501 t0=6906.31±0.617654 π⊥=3.±9.19564 π||=-0.940742±7.85657 ds/dt=0.000863845±0.00259349 dθ/dt=0.00131271±0.0139924 w3=0.0116222±0.0847267 |