RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB181185
Planetary
Extended source Point-lens model
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Model EP χ2=1979.02 gOGLE I=2.86181±0.105911 u0=0.00941725±0.00628586 tE=13.647±6.41608 t0=8310.78±0.0110671 ρ*=0.00821738±0.0122171 |
Binary lens models
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Model L1 χ2=1471.09 gOGLE I=2.50036±0.47696 s=1.04667±0.0109852 q=0.0000630001±0.0000538307 u0=0.009574±0.00171159 α=3.01861±0.0151347 ρ*=0.00563799±0.00131105 tE=11.8544±2.03545 t0=8310.78±0.00705522 |
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Model L2 χ2=1473.96 gOGLE I=2.64802±0.51101 s=0.956045±0.00917822 q=0.000101982± -6 9.83738 10 u0=0.00961309±0.00151041 α=5.99117±0.044454 ρ*=0.00711694±0.00280131 tE=12.5336±2.06644 t0=8310.77±0.00872109 |
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Model L3 χ2=1485.24 gOGLE I=5.55964±0.729381 s=1.09117±0.0119084 q=0.00175592±0.000788962 u0=0.00616272±0.000808888 α=2.91135±0.0387117 ρ*=0.00727784±0.00114909 tE=19.6757±2.52654 t0=8310.8±0.0135781 |
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Model L4 χ2=1508.53 gOGLE I=2.06459±0.510575 s=0.992192±0.037932 q=0.000307629±0.000224904 u0=0.0138732±0.00218807 α=5.88552±0.103683 ρ*=0.0147019±0.00147257 tE=11.0636±2.40846 t0=8310.78±0.00863752 |
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Model L5 χ2=1546.99 gOGLE I=3.33708±0.392988 s=1.08792±0.0237782 q=0.000230126±0.0000961517 u0=0.00983286±0.00122913 α=2.9768±0.043416 ρ*=0.010675±0.00147498 tE=14.4697±1.7175 t0=8310.77±0.00961733 |
Point-source Point-lens model
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Model PP χ2=1987.07 gOGLE I=2.90268±0.108442 u0=0.00815619±0.00403577 tE=13.7508±6.55717 t0=8310.78±0.00873275 |