RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB191181
ESPL
Extended source Point-lens model
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Model EP χ2=7491.09 gOGLE I=-0.412633±0.0151564 u0=0.00738407±0.00512447 tE=13.8024±5.03506 t0=8696.6±0.0339589 ρ*=0.0226366±0.00866896 |
Extended source Point-lens model with parallax
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Model EX χ2=7125.94 gOGLE I=-0.528004±0.0152345 u0=-0.0110496±0.00744177 tE=11.628±3.63352 t0=8696.62±0.0433187 ρ*=0.0262816±0.00865248 πE,N=8.55272±131.818 πE,E=10.±13.5625 |
Binary lens models
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Model L1 χ2=7021.02 gOGLE I=-0.158376±0.154456 s=1.10194±0.0215192 q=0.00106492±0.000512685 u0=0.0072645±0.00140052 α=0.178388±0.0433859 ρ*=0.0151117±0.00264199 tE=18.3229±3.13694 t0=8696.66±0.0435136 |
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Model L2 χ2=7105.53 gOGLE I=-0.0252753±0.201692 s=0.968056±0.00754603 q=0.00191754±0.000615571 u0=0.00774896±0.00132888 α=3.96979±0.147464 ρ*=0.00767831±0.00200716 tE=21.4738±4.53202 t0=8696.71±0.0365007 |
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Model L3 χ2=7177.74 gOGLE I=-0.320402±0.257417 s=0.381269±0.112159 q=0.0297502±0.0220099 u0=0.00987879±0.00260412 α=0.241954±0.303381 ρ*=0.015295±0.0050864 tE=15.7176±3.60862 t0=8696.66±0.0576727 |
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Model L4 χ2=7179.11 gOGLE I=-0.275909±0.451569 s=0.19601±0.0613355 q=0.253606±0.155376 u0=0.00713931±0.0049149 α=0.0787936±0.191056 ρ*=0.0145342±0.0078197 tE=16.6963±6.80581 t0=8696.64±0.0468477 |
Binary lens models with parallax
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Model X1 χ2=6772.7 gOGLE I=-0.191116±0.12568 s=1.10105±0.0178933 q=0.00101778±0.000323085 u0=-0.00750233±0.00138616 α=6.10104±0.0489278 ρ*=0.0152614±0.00212716 tE=18.0834±2.25708 t0=8696.66±0.039577 πE,N=1.27089±4.12135 πE,E=3.±6.29632 |
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Model X2 χ2=6800.62 gOGLE I=-0.180912±0.136622 s=1.10023±0.018803 q=0.00101756±0.00036807 u0=0.00753413±0.00174977 α=0.18421±0.0443402 ρ*=0.0150703±0.00206549 tE=18.2683±2.53475 t0=8696.66±0.033829 πE,N=-0.956326±6.50504 πE,E=3.±6.50239 |