Abstract

ABSTRACT The KBC void is a local underdensity with the observed relative density contrast δ ≡ 1 − ρ/ρ0 = 0.46 ± 0.06 between 40 and 300 Mpc around the Local Group. If mass is conserved in the Universe, such a void could explain the 5.3σ Hubble tension. However, the MXXL simulation shows that the KBC void causes 6.04σ tension with standard cosmology (ΛCDM). Combined with the Hubble tension, ΛCDM is ruled out at 7.09σ confidence. Consequently, the density and velocity distribution on Gpc scales suggest a long-range modification to gravity. In this context, we consider a cosmological MOND model supplemented with $11 \, \rm {eV}/c^{2}$ sterile neutrinos. We explain why this νHDM model has a nearly standard expansion history, primordial abundances of light elements, and cosmic microwave background (CMB) anisotropies. In MOND, structure growth is self-regulated by external fields from surrounding structures. We constrain our model parameters with the KBC void density profile, the local Hubble and deceleration parameters derived jointly from supernovae at redshifts 0.023−0.15, time delays in strong lensing systems, and the Local Group velocity relative to the CMB. Our best-fitting model simultaneously explains these observables at the $1.14{{\ \rm per\ cent}}$ confidence level (2.53σ tension) if the void is embedded in a time-independent external field of ${0.055 \, a_{_0}}$. Thus, we show for the first time that the KBC void can naturally resolve the Hubble tension in Milgromian dynamics. Given the many successful a priori MOND predictions on galaxy scales that are difficult to reconcile with ΛCDM, Milgromian dynamics supplemented by $11 \, \rm {eV}/c^{2}$ sterile neutrinos may provide a more holistic explanation for astronomical observations across all scales.

Highlights

  • The Cosmological Principle (CP) states that the Universe is homogeneous and isotropic on very large scales

  • We study the Hubble tension and KBC void in the context of Milgromian dynamics (MOND)

  • We find that the KBC void is in 6.04σ tension with CDM cosmology if it is accurately represented by the MXXL simulation on a 300 Mpc scale

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Summary

Introduction

The Cosmological Principle (CP) states that the Universe is homogeneous and isotropic on very large scales This concept is the foundation of the current Lambda-Cold Dark Matter ( CDM) standard model of cosmology (Ostriker & Steinhardt 1995), which assumes that Einstein’s General Relativity is valid on all astrophysical scales. Applying it to the non-relativistic outskirts of galaxies yields nearly the same result as Newtonian dynamics − the rotation curve should undergo a Keplerian decline beyond the extent of the luminous matter (de Almeida, Piattella & Rodrigues 2016).

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