How Diet Rewrites the Fate of Atoms in a Worm's Body ✎ bioRxiv

Original: "Correlative MIMS-EM imaging reveals metabolic turnover from organelle to organismal scales in C. elegans during dietary restriction"
b42w:2608.90025 · the paper's page · 2026-08-25 · CC BY-NC-ND 4.0 · independent analysis · 1 min
Scientists tagged atoms in a worm's food and tracked how calorie restriction speeds up the renewal of cellular structures.

A worm one millimeter long eats food containing special atoms, and they get built into its body: into muscles, skin, gut. Then the worm is switched to ordinary food and researchers track how quickly the tagged atoms leave. This reveals which parts of the body renew faster and which more slowly.

When food becomes scarce, but not so scarce that the worm is starving, the body starts operating differently. It doesn't slow everything down; it rearranges things: some tissues renew faster, others stay as they were. For instance, muscles and skin begin replacing their proteins and fats more often, while the gut keeps its former rhythm. It's like renovating a house on a tight budget: you fix what matters most first.

Mitochondria, the tiny power plants inside cells, renew faster than the tissue as a whole. They don't live alone but constantly exchange contents with their neighbors, and over time this exchange spreads across distances of up to nine micrometers.

Previously, such details were invisible: conventional methods blended all cells into one mush and showed only an average. Now we can see how diet redistributes resources in the body, and this helps explain why calorie restriction extends life. The method can also be applied to other animals to study aging and disease.

The worm's cuticle, composed mainly of collagen, after labeling showed a ¹⁵N/¹⁴N ratio of about 15,000, which is thousands of times higher than the natural level and demonstrates almost complete saturation with isotopes.

Y = (Y0 - Plateau) * exp(-k * t) + Plateau
Y0 is the initial value, Plateau is the residual level, k is the decay rate constant, t is time
t_{1/2} = \frac{\ln 2}{k}
t_{1/2} is the time it takes for the isotope ratio to decrease by half

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Not published on arXiv. Here are its page, the PDF and the formalization: you can check it yourself, not only read our account.

Concepts
metabolism chemotaxis caenorhabditis elegans