RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB140727
Binary
Binary lens models with parallax
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Model X1 χ2=7007.27 gOGLE=1.8698±0.220184 s=1.66431±0.000421346 q=0.0483883±0.00712243 u0=0.775028±0.0293557 θ=2.27347±0.0120589 ρ*=0.00160709±0.0010399 tE=50.452±0.574303 t0=6830.83±1.08599 π⊥=0.00100246±0.344146 π||=0.000999554±0.700433 |
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Model X2 χ2=7318.86 gOGLE=1.97837±0.205862 s=1.72334±0.00046916 q=0.0607597±0.0132855 u0=0.729357±0.014852 θ=2.36689±0.00266462 ρ*=0.0017755±0.00114545 tE=45.9473±0.0736085 t0=6828.7±1.0884 π⊥=0.00104703±0.407742 π||=0.00080013±0.944252 |
Binary lens models
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Model L1 χ2=7013.33 gOGLE=1.86931±0.189074 s=1.6643±0.000364817 q=0.0483883±0.00356539 u0=0.775027±0.0172711 θ=2.27347±0.0118542 ρ*=0.00160709±0.00102568 tE=50.4519±0.563973 t0=6830.83±0.135082 |
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Model L2 χ2=7317.06 gOGLE=1.98013±0.200864 s=1.72332±0.000361149 q=0.0607583±0.00494997 u0=0.729354±0.0072294 θ=2.36689±0.00253014 ρ*=0.00177476±0.00117909 tE=45.9457±0.0668774 t0=6828.7±0.15874 |
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Model L3 χ2=7492.22 gOGLE=2.16471±0.0669489 s=1.76307±0.00123902 q=0.0756866±0.00172317 u0=0.684313±0.00398982 θ=2.44256±0.00273834 ρ*=0.00276014±0.00115774 tE=42.2485±0.105846 t0=6828.33±0.0531972 |
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Model L4 χ2=7493.06 gOGLE=1.96957±0.104237 s=1.70005±0.000241895 q=0.0477913±0.0039878 u0=0.74493±0.00468735 θ=2.31144±0.00257796 ρ*=0.00163988±0.00101995 tE=47.4074±0.0456377 t0=6829.99±0.185578 |
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Model L5 χ2=7688.37 gOGLE=2.15669±0.141088 s=1.74475±0.000302634 q=0.0595279±0.00625049 u0=0.696619±0.00512564 θ=2.40592±0.00277908 ρ*=0.00182385±0.00116228 tE=43.776±0.040834 t0=6828.36±0.225932 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=38233.4 gOGLE=3.23191±1.02123 s=1.66474±0.00956209 q=0.0475834±0.025755 u0=0.775268±0.00483595 θ=2.27312±0.0211042 ρ*=0.00675531±0.00659838 tE=50.4401±3.28277 t0=6830.82±4.48293 π⊥=0.0327649±2.15366 π||=0.00402287±0.594316 ds/dt=0.000930798±0.000074881 dθ/dt=0.00114055±0.0002182 w3=0.00132874±0.000562962 |