RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
GD210ccu
Binary
Binary lens models with parallax and orbital motion
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Model O1 χ2=161479. s=1.4281±0.0261175 q=0.423268±0.0690238 u0=0.161684±0.0501318 α=0.901419±0.0895109 ρ*=0.010054±0.00299552 tE=92.3972±6.58146 t0=9409.77±1.99573 πE,N=0.223719±0.030089 πE,E=0.033454±0.0645789 (ds/dt)/s=0.000794±0.000247352 dα/dt=0.002266±0.000827637 w3=0.007039±0.00146705 |
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Model O2 χ2=169714. s=0.673237±0.00751384 q=0.404072±0.116826 u0=0.0163864±0.00102528 α=4.56647±0.0212789 ρ*=0.00211594±0.00109002 tE=148.141±25.278 t0=9384.84±0.876454 πE,N=0.19519±0.0634257 πE,E=0.0404681±0.0715198 (ds/dt)/s= -6 6.77283 10±0.00107903 dα/dt= -7 -8.45079 10±0.00124551 w3=0.00108128±0.00534967 |
Binary lens models with parallax
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Model X1 χ2=170149. s=0.673216±0.00742545 q=0.404032±0.0474668 u0=0.0164044±0.00127129 α=4.56636±0.0198999 ρ*=0.00211005±0.00114221 tE=148.107±8.53153 t0=9384.84±0.732044 πE,N=0.195037±0.0345461 πE,E=0.0401598±0.0377235 |
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Model X2 χ2=174234. s=1.4103±0.0139242 q=0.336442±0.0248675 u0=0.184278±0.0199435 α=0.78619±0.0559946 ρ*=0.00844573±0.00174861 tE=88.0043±3.84804 t0=9413.8±0.45718 πE,N=0.318488±0.0330739 πE,E=0.225955±0.0422395 |