RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB140257
Binary (with parallax effect, next update 16 May)
Binary lens models with parallax
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Model X1 χ2=1994.96 gOGLE=0.154906±0.0908479 s=0.478811±0.00768601 q=0.272488±0.0680544 u0=0.011778±0.000228468 θ=0.00974742±0.00765837 ρ*=0.000780136±0.000140563 tE=52.0376±4.17296 t0=6774.19±0.196319 π⊥=0.82632±0.442135 π||=-0.343012±0.231208 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=1951.98 gOGLE=0.149828±0.104496 s=0.481033±0.0116221 q=0.27181±0.0820128 u0=0.0120955±0.000240532 θ=0.00789041±0.00973677 ρ*=0.000771518±0.000137823 tE=52.2885±5.4167 t0=6774.17±0.250723 π⊥=0.551114±2.3412 π||=-0.379082±0.390933 ds/dt=0.000820602±0.00115867 dθ/dt=0.00275355±0.0135532 w3=0.00168297±0.148542 |
Binary lens models
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Model L1 χ2=3152.66 gOGLE=0.472084±0.0459518 s=0.444928±0.00551408 q=0.222691±0.00604182 u0=0.008437±0.0000331962 θ=0.023787±0.00700284 ρ*=0.000626±0.000047394 tE=65.609±2.77401 t0=6774.24±0.0256659 |
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Model L2 χ2=3389.88 gOGLE=0.726781±0.0536464 s=0.433459±0.00561755 q=0.183872±0.00495248 u0=0.007198±0.0000302781 θ=0.027624±0.00695177 ρ*=0.000549±0.0000433654 tE=75.8888±3.37259 t0=6774.33±0.0246907 |
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Model L3 χ2=3399.41 gOGLE=0.655192±0.0517376 s=0.447601±0.00578609 q=0.174618±0.0047604 u0=0.007658±0.0000312793 θ=0.031421±0.00688943 ρ*=0.000586±0.0000460497 tE=72.7774±3.20628 t0=6774.39±0.0242456 |