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Sandbox Physics

AC02

Measure starlight in a crowded sky

A telescope turns each star into a patch of light. Follow the photons into pixels, learn to separate overlapping stars, and repeat a measurement on actual TESS data. Begin with the story, then work through the two measurement chapters before opening the data tutorial.

  1. L1

    Did the star really fade?

    Follow a circle around a star to see how blurred images, background and neighboring light change a brightness measurement.

  2. L1

    From one photoelectron to an aperture of pixels

    Build a photon-counting model, aperture correction and signal-to-noise estimate, including the background that remains after subtraction.

  3. L2

    One pixel can contain light from two stars

    Derive a weighted two-star fit from a two-pixel example, then test blending, uncertainty and injection recovery.

  4. L3

    Extract TESS brightness from twelve pixels

    Re-run aperture photometry on frozen measured TIC 25155310 Sector 1 pixels, keeping quality flags, background and failure examples.

  5. L4

    Read the residuals in deblending and difference images

    Read ZOGY, scarlet and version-pinned Rubin documentation to distinguish source separation, image differences and detections.

Try the crowded-star detector

Sources and calculation scope

  1. MAST, Read and Display A TESS Target Pixel File

    Target TIC 25155310, Sector 1, FITS columns and aperture bit 2. The frozen tutorial subset is extracted from this named product.

  2. TESS Science Data Products Description, Revision F (2020)

    Section 4.2.2, Table 8: FLUX is already background-subtracted; FLUX_BKG and FLUX_BKG_ERR preserve the removed estimate. Table 32 describes quality flags.

  3. Photutils 3.1.1, Aperture photometry

    Fractional aperture weighting, background subtraction and error propagation. The browser uses its own documented midpoint area quadrature.

  4. Photutils 3.1.1, PSF photometry

    Source grouping, fitted fluxes and the role of an accurate point-spread function. The teaching fit fixes both centroids and the Gaussian width.

  5. Zackay, Ofek & Gal-Yam (2016), Proper image subtraction, arXiv:1601.02655v2

    Read sections III.1, III.3, III.6, IV.1 and VIII.1–VIII.4; compare the difference image with its detection score. The guide reads the method, not a reproduced survey pipeline.

  6. Melchior et al. (2018), scarlet, arXiv:1802.10157v2

    Section 2 and figure 1: multiband components, morphology constraints and residuals. Read alongside the authors’ documentation.

  7. scarlet authors, Core Concepts

    Components, observations and PSF convolution in the authors’ implementation; accessed 2026-10-28.

  8. Rubin Science Pipelines w_2026_41, ip_diffim overview

    Version-pinned subtraction tasks and Alard–Lupton kernel matching; prevents equating a historical paper with every current pipeline.

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