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Multi-component PSF models? #252

@entaylor

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@entaylor

I'm trying to get a pipeline running for PSF characterisation and then PSF photometry to calibrate a giant set of VISTA VIRCam images. Of course once you start looking, the PSF is more complicated than previously realised. A 2D Moffat profile does a pretty good job, but there is a concentrated central core that a single Moffat profile misses.

Is it feasible/easy to construct a 2-component PSF model; e.g. a double 2D Moffat or a 2D Moffat + 1D or 2D Gaussian?

I have tried a bunch of stuff to refine and validate how i am doing the PSF modelling to make sure, e.g., that the fits aren't being dragged off to a wide-winged solution by bad background subtraction; i think the PSF really just does have significant departures from an ordinary Moffat shape. I could try a 'non-parameteric' pixelated psf model, but the data are shallow and i typically only have a few dozen high S/N stars per chip, which i think is not sufficient to avoid excess noise in the PSF model. I could try something like modelling every star as a Gaussian that is constrained to have the same shape parameters for all stars, but then i would be convolving the Gaussian (source component) with the Moffat (PSF component), which i don't think is what i want to do.

I've attached a few diagnostic plots to show the PSFs that i'm considering. The first and second panel show the image and post-fit residuals on the same arcsinh gray-scale. In each, the red contours illustrate the fit (2D Moffat; thanks again for that, btw!) PSF in log-10 spaced contours. The right panel shows the pixel-by-pixel profile for each star: the black shows the image, the red show the PSF fit, the blue shows the difference between the two. In each panel, you can see that the best fit Moffat profile is low by about 30-50 % for the central few pixels, and then it overshoots slightly at intermediate radii to compensate for the max L/min Chi2. These plots make me think that i can get a really excellent PSF description with a 2 component model.

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