A New Spin on the Hubble Tension

Title: Can rotation solve the Hubble puzzle?

Authors: Balázs Endre Szigeti, István Szapudi, Imre Ferenc Barna, and Gergely Gábor Barnaföldi

First Author’s Institution: Institute of Physics, Eötvös Loránd University, 11/A Pázmány Péter  Stny, Budapest H-1117, Hungary

Status: Published in MNRAS [open access]

Replicability is key to science. Checking if different experimental methods yield the same result can tell us whether that result is real, or merely a fluke. That’s why measurements of the Universe’s expansion rate, or the Hubble constant (H0), are so perplexing – there’s a discrepancy between the values of H0 determined by two different self-consistent measurement techniques known as the Hubble tension. This discrepancy is illustrated in Figure 1, which shows the H0 values determined by various experiments employing the two techniques. One technique uses the redshift of spectroscopic observations of Type Ia supernovae (SNe) in the late Universe to determine how fast galaxies are receding from each other. A recent study of observations from the Hubble Space Telescope suggests that the Hubble constant is HSNe=73.04 ±1.07 kms-1Mpc-1. Another way to determine H0 is to effectively look back in time by observing the earliest light emitted in the Universe, the cosmic microwave background (CMB), and fitting to its spectrum.

A plot showing measurements of the Hubble constant from various experiments. Measurements determined from Type Ia supernovae observations are shown in blue and clustered around 67, while measurements determined from the cosmic microwave background (CMB) are shown in purple and clustered around 73. The error bars of the blue and purple measurements do not overlap.
Figure 1: This plot shows measurements of H0 from various experiments using observations of Type Ia supernovae (blue) and the CMB (purple). The star markers indicate the measurements cited in the text. Adapted from Figure 3 of Torres (2023).

Most objects in the Universe are observed to be rotating: planets, stars, galaxies, black holes – the list goes on! So, it seems logical to think that the Universe itself could be rotating, too. In fact, researchers have come up with cosmological models where the Universe is the interior of a rotating black hole. Today’s authors construct a mathematical model for a Universe rotating with an angular velocity ω and demonstrate how H0 is affected. They calculated the values of H0 that their model predicts as a function of ω, which is shown plotted in Figure 2. The black points show their calculations, while the solid and dashed gray curve shows the interpolation and extrapolation of those points. The horizontal bands between the blue and orange dashed lines denote the values of HSNe and HCMB with their uncertainty ranges. By looking at the parts of the gray curve that fall within these bands, the authors can identify the value of ω in the early (HCMB band) and late (HSNe band) Universe. The red shading denotes values of ω that exceed the upper limit based on the constraint that speeds cannot exceed the speed of light in the observable Universe. They find that the present-day angular velocity ω0 to be 0.002 rotations/billion years (which is close to the maximum value) and the angular velocity at the time the CMB was emitted ωCMB to be 0.0004 rotations/billion years*. This suggests that the Universe has been rotating faster over time, which could support the idea that the Universe is the interior of a black hole because as black holes accrete mass over time, they spin faster.

A plot showing the value of the Hubble constant measured today as a function of the angular velocity of the Universe. Black points denote calculations from the author’s mathematical model for a rotating Universe. The solid gray line shows the interpolation between these points, and the dashed gray line shows the extrapolation of these points down to zero angular velocity. Bands between the blue and orange dashed lines denote the values of the Hubble constant determined from supernovae observations and CMB observations, respectively, with their uncertainty ranges.
Figure 2: This plot shows the value of the Hubble constant measured today H(ttoday) as a function of the Universe’s angular velocity ω0.The black points denote calculations from the author’s mathematical model for a rotating Universe. The solid gray line shows the interpolation between these points, and the dashed gray line shows the extrapolation of these points down to ω0=0. The bands between the blue and orange dashed lines denote the values of HSNe (blue) and HCMB (orange) with their uncertainty ranges. Figure 2 from today’s paper.

Although this paper’s results appear to be a promising step forward in resolving the Hubble tension, the authors note that they have only investigated the effects of their rotating Universe on H0, and further work is needed to explore how other cosmological parameters are affected. For now, we can continue puzzling over this problem as we eagerly await future results.

*The value of ωCMB the authors quote in their paper appears to be a typo based on Figure 2 in their paper. For this article, I have assumed the value of ωCMB based on Figure 2 in their paper.

Astrobite edited by Catherine Slaughter

Featured image credit: Adapted from NASA/WMAP Science Team/ Art by Dana Berry

Author

  • Cesiley King

    I’m currently a 4th year PhD candidate at Case Western Reserve University. I work on instrumentation for CMB-S4, a next generation ground-based cosmic microwave background (CMB) experiment. I am also working on analyzing data from Spider’s (a balloon-borne CMB experiment) second flight.

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