RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB140289
Binary
Binary lens models
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Model L1 χ2=6071.3 gOGLE=3.29913±0.128635 s=1.45027±0.0128432 q=0.989333±0.0178514 u0=-0.0270174±0.00954584 θ=0.197915±0.00971997 ρ*=0.00506001±0.00133206 tE=126.294±2.08965 t0=6792.14±0.524552 |
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Model L2 χ2=6141.67 gOGLE=3.13619±0.137783 s=1.49412±0.0147358 q=0.93239±0.018709 u0=0.0376724±0.0143457 θ=2.93762±0.0114008 ρ*=0.00522787±0.00147142 tE=120.415±2.33191 t0=6789.88±0.58386 |
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Model L3 χ2=6155.66 gOGLE=3.65229±0.174698 s=1.41466±0.0162999 q=0.932891±0.0188749 u0=-0.014432±0.00682719 θ=0.161776±0.0130879 ρ*=0.004798±0.00122611 tE=129.864±2.96345 t0=6793.91±0.55152 |
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Model L4 χ2=6161.09 gOGLE=3.41407±0.536019 s=1.41318±0.0238955 q=0.903232±0.0277326 u0=0.0336788±0.0453754 θ=2.93853±0.0806016 ρ*=0.0036856±0.00468971 tE=131.427±4.88156 t0=6788.7±1.01296 |
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Model L5 χ2=6203.72 gOGLE=3.27695±0.184673 s=1.49278±0.0191094 q=0.840065±0.024532 u0=0.057023±0.0167676 θ=2.94305±0.0172617 ρ*=0.00512958±0.00142661 tE=119.502±2.85702 t0=6786.44±0.798257 |
Binary lens models with parallax
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Model X1 χ2=6031.58 gOGLE=3.63718±0.414398 s=1.35031±0.0100501 q=0.759039±0.00800231 u0=0.0608562±0.00673364 θ=0.0896538±0.0743124 ρ*=0.00456669±0.001445 tE=142.009±2.39727 t0=6801.76±1.05141 π⊥=0.158238±0.113032 π||=-0.0140493±0.0773616 |
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Model X2 χ2=6039.62 gOGLE=3.29442±0.267597 s=1.41152±0.0120029 q=0.917833±0.0328069 u0=0.0350718±0.0129353 θ=2.93812±0.0104493 ρ*=0.00480655±0.00142105 tE=131.131±2.5114 t0=6790.05±0.785965 π⊥=0.0159737±0.086145 π||=-0.0193633±0.0157116 |