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Can you tell us more about the system? The width of the secondary seems to be significantly larger than that of the primary. While usually that is a telltale of eccentricity, I'd imagine in this case it might be something else, just guessing from the shape of the lightcurve. |
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AO Ser (as best as I remember ;-)) had equal width eclipses. Depth change was significant across colors but the durations were unaffected. At the 3.5-day period I might retract my accretion disk idea -- it seems too long for a semi-detached configuration. As far as the Nelder-Mead minimizer is concerned, it'll contract onto a local minimum bound by the initial simplex. If the actual minimum is not encompassed, then NMS won't stand a chance of getting you there. Exploring the parameter space by hand might be a better first step, and once you're close, you're likely to benefit from sampling the topology of the parameter space with MCMC. (for the record, that's abusing mcmc to do something it's not designed to do, but I actually think it's okay in this case because it will inform you of the topology and thus the range of parameters worth exploring). |
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Whoops, I forgot to mention that, of all parameters that might help, I'd put my bet on the mass ratio. Try to sample over it and see whether it helps with the overall lightcurve shape. |
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Hello,
I am using the nelder mead optimizer to fit model parameters to a detached eclipsing binary. This shows the best solution I have been able to obtain for data in the SDSS:g passband:
![dmrowan_github_discussion](https://user-images.githubusercontent.com/36493412/130986588-d1072412-461e-4799-9ef0-3ceffd0309ec.png)
This fit does not accurately describe the depth and width of the secondary eclipse near orbital phase -0.2. The shape of the out-of-eclipse variability near phase 0 is also incorrect.
Here I used the ellc backend with reflection turned on for the maximum number of iterations and function evaluations. I found a similar solution when using the phoebe backend. The free parameters are the teffs, requivfracs, ecc, per0, and incl@binary. I have also experimented with using the teffratio and requivsumfrac as free parameters and found a similar solution.
I think a better solution can be obtained by adjusting the temperatures and radii, but have been unable to find such a solution with the nelder mead optimizer. I have this same issue for similar light curves where the primary eclipse is much deeper than than the secondary. Are there any steps I can take to push the optimizer in the right direction for these cases?
I can also provide the bundle for this example if that would be helpful.
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