RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB180052
Binary with parallax
Binary lens models with parallax
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Model X1 χ2=77997. gOGLE I=0.0718255±0.0223171 s=0.525875±0.00855752 q=0.300105±0.0207237 u0=-0.00750075±0.000221776 α=0.167495±0.00430353 ρ*=0.00446867±0.000338154 tE=69.8515±1.16955 t0=8238.63±0.10541 πE,N=-0.406658±0.0763991 πE,E=-0.00223786±0.0340453 |
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Model X2 χ2=78545.6 gOGLE I=0.0958297±0.0552216 s=0.520834±0.0152898 q=0.300908±0.0316152 u0=0.00749604±0.000922953 α=6.11533±0.00514789 ρ*=0.00435105±0.000425304 tE=71.1701±3.01341 t0=8238.61±0.183582 πE,N=0.392928±0.092619 πE,E=0.0507198±0.0374294 |
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Model X3 χ2=99224.2 gOGLE I=0.154369±0.0608115 s=0.523974±0.0149814 q=0.257002±0.0220354 u0=-0.00572519±0.000259303 α=0.153971±0.00452785 ρ*=0.0040661±0.000427084 tE=73.7101±3.44003 t0=8238.86±0.134659 πE,N=-0.336054±0.0972441 πE,E=0.00255883±0.0378258 |
Binary lens models
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Model L1 χ2=163171. gOGLE I=0.0800591±0.0854331 s=0.510979±0.0197531 q=0.334344±0.0280293 u0=0.00637319±0.000464767 α=6.12204±0.00829389 ρ*=0.00494194±0.000738672 tE=70.6378±4.61135 t0=8238.45±0.144562 |
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Model L2 χ2=201108. gOGLE I=0.237497±0.0481206 s=0.479864±0.0135912 q=0.34728±0.0345312 u0=0.00618067±0.000462592 α=6.12533±0.00916288 ρ*=0.00423875±0.000591571 tE=78.3784±2.81588 t0=8238.3±0.154812 |
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Model L3 χ2=220446. gOGLE I=0.146704±0.102423 s=0.531607±0.0221229 q=0.232028±0.0255034 u0=0.00358892±0.00047664 α=6.14364±0.00869566 ρ*=0.00454496±0.000854389 tE=73.8804±5.77699 t0=8239.03±0.171918 |
Binary lens models with parallax and orbital motion
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Model O1 χ2=72036.7 gOGLE I=0.105789±0.0557404 s=0.521695±0.0158107 q=0.304981±0.0341602 u0=0.00851322±0.000901624 α=6.10658±0.00504575 ρ*=0.00431225±0.000414104 tE=72.3525±3.17011 t0=8238.45±0.194086 πE,N=0.381584±0.155117 πE,E=0.0425764±0.0368657 (ds/dt)/s=0.0022555±0.00110536 dα/dt=-0.000556428±0.00124985 w3=0.00743607±0.00242725 |