The Chemicals That Make Up Exploding Stars Could Help Explain Away Dark Energy

Astronomers have a dark energy problem. On the one hand, we’ve known for years that the universe is not just expanding, but accelerating. There seems to be a dark energy that drives cosmic expansion. On the other hand, when we measure cosmic expansion in different ways we get values that don’t quite agree. Some methods cluster around a higher value for dark energy, while other methods cluster around a lower one. On the gripping hand, something will need to give if we are to solve this mystery.

The obvious answer is that some of the cosmic expansion measurements must be wrong. The difficulty with this idea is that these measurements are very robust, and have been tested multiple times. They also are relatively similar. For years the uncertainties were large enough that they overlapped. It’s only in the last few years as they’ve gotten more precise that we’ve seen the problem. While some have argued dark energy should be eliminated, it’s more likely that we just need some minor corrections to our model.

Image of supernova 1994D in galaxy NGC 4526. Credit: NASA/ESA, and The High-Z Supernova Search Team

A possible correction could be to refine our understanding of so-called standard candles. One way to measure cosmic expansion is to use objects of a known brightness to measure galactic distances. For large galactic distances this is typically done by Type Ia supernovae. These can occur when a white dwarf is closely orbiting another star. Over time, the white dwarf can capture material from its companion, until it reaches a critical mass and explodes as a supernova. Since the critical mass is always the same, these supernovae always explode with the same brightness.

But a new study of astrochemistry suggests this isn’t always true. Different types of supernovae are identified by spectral lines in their light. Type I supernovae don’t show any signs of hydrogen in their spectrum, while Type II supernovae do. The latter occurs when the core of a large star collapses at the end of its life. Type Ia are Type I supernovae that also have a spectral line of ionized silicon. The silicon is produced when the mostly-carbon white dwarf explodes.

In this new study, the team was studying cosmic manganese, and how it has formed over time. Manganese is produced in both types of supernovae, as well as other elements such as iron. But each type produces a different ratio of manganese to iron. When the team measured this ratio over cosmic time, they found it stayed quite constant. This is surprising since the known rates of Type I and Type II supernovae suggest the ratio of manganese should increase over time.

Chemical analysis of Type Ia supernova reveals their complexity. Credit: R. Hurt/Caltech-JPL, Composition: MPIA graphics department

One way this discrepancy could be resolved is if Type Ia supernovae are more variable than we think. The usual model suggests Type Ia white dwarfs explode at or near their critical mass limit, but other models suggest they could undergo staged detonations. These could be caused when an initial instability creates a shock wave in the star that triggers an explosion before reaching critical mass. Or the collision of two white dwarfs could create a multi-stage explosion that looks similar to the standard Type Ia supernova.

For the cosmic manganese/iron ratio to remain constant over time, about three-quarters of Type Ia supernovae would need to be of these other varieties. If that’s true, then our standard candle isn’t so standard after all, and measurements of dark energy using this method could be wrong.

While the variance of supernovae is one possibility, this study doesn’t prove that supernova measurements of dark energy are wrong. We’ll need more studies to see whether this suggested variation is correct.

Reference: Eitner, P., et al. “Observational constraints on the origin of the elements. III. The chemical evolution of manganese and iron.”

One Reply to “The Chemicals That Make Up Exploding Stars Could Help Explain Away Dark Energy”

  1. The title was a bit click-baity, but the excellent article more than made up for that! It’s a nice find.

    We’ll see how it turns out. There are some observations that bridge the two clusters of expansion rate results. One of them has been strengthened lately:

    “But Freedman, who helped pioneer the cepheid method now used by Riess, has long worried about possible sources of error. Cepheids change as they age, which is not ideal for standard candles. Cepheids also tend to exist in dense stellar regions, which has two nefarious effects: First, those regions are often filled with dust, which blocks starlight and makes objects look farther than they are. And second, crowding can make them look brighter and thus closer than they are, potentially leading to overestimation of the Hubble constant.”

    “The team independently checked the relative distances of the Large and Small Magellanic Clouds and galaxy IC 1613 using other methods, and they performed a number of other consistency checks on their result. Their TRGB distance ladder yields a Hubble value of 69.6, well below the measurements using cepheids, quasars and masers and within shouting distance of the prediction from the early-universe data.”

    “Other clues may come even sooner. Freedman said her team has used yet another new method to make a not-yet-published Hubble measurement that agrees with their number from the TRGB stars. Although she wouldn’t go into details about the forthcoming result, she said, “At the moment we think the case is exceedingly strong” that the TRGB measurement is correct.”

    [ https://www.quantamagazine.org/new-wrinkle-added-to-cosmologys-hubble-crisis-20200226/ ].

    There are several independent means – some without distance ladders – that get results with more or less precision. The non-robust (one observation so far) but self-contained, no ladder near universe gravity “scream” from binary neutron star collisions interestingly land right where the near universe tip of the red giant branch method does.

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