Backreaction and the Role of Spatial Curvature in the Cosmic Neighborhood
arXiv:2605.05454 · doi:10.3847/2041-8213/ae5f73
Abstract
We present the first direct computation of spatially averaged dynamical quantities in the local Universe, employing the Cosmicflows-4++ reconstruction and a covariant scalar averaging formalism. We extract the domain-averaged density, expansion rate, spatial curvature, and kinematical backreaction over cosmologically relevant domains around our Galaxy, extending up to a comoving radius of . The resulting domain-averaged present-day energy budget features nontrivial variations with scale that reflect a nested structure within the cosmic neighborhood, including a large-scale void shell encompassing the local cosmic web. Remarkably, we find significant contributions to this energy budget from the average spatial curvature at the level on all probed scales. By contrast, the kinematical backreaction remains much smaller throughout the surveyed volume, reaching at most a contribution on the smallest scales considered, i.e., . Convergence to the global CDM background is not observed within this range of scales.
14 pages, 4 figures
References in corpus (32)
- Cosmological parameters from the comparison of peculiar velocities with predictions from the 2M++ density field
- Is the Observable Universe Consistent with the Cosmological Principle?
- Exact solution to the averaging problem in cosmology
- Reconstructed Density and Velocity Fields from the 2MASS Redshift Survey
- A new framework for analyzing the effects of small scale inhomogeneities in cosmology
- Cosmicflows-4
- Joint analysis of 6dFGS and SDSS peculiar velocities for the growth rate of cosmic structure and tests of gravity
- How well is our universe described by an FLRW model?
- Cosmic flows in the nearby Universe: new peculiar velocities from SNe and cosmological constraints
- Analyzing the Large-Scale Bulk Flow using CosmicFlows4: Increasing Tension with the Standard Cosmological Model
- Do stochastic inhomogeneities affect dark-energy precision measurements?
- Gauge invariant averages for the cosmological backreaction
- Multipole decomposition of the general luminosity distance 'Hubble law' -- a new framework for observational cosmology
- Lagrangian theory of structure formation in relativistic cosmology I: Lagrangian framework and definition of a nonperturbative approximation
- Solving the curvature and Hubble parameter inconsistencies through structure formation-induced curvature
- On average properties of inhomogeneous fluids in general relativity III: general fluid cosmologies
- Gravity in the Local Universe : density and velocity fields using CosmicFlows-4
- The Local Hole: a galaxy under-density covering 90% of sky to ~200 Mpc
- Geometrical order-of-magnitude estimates for spatial curvature in realistic models of the Universe
- An effective description of Laniakea: impact on cosmology and the local determination of the Hubble constant
- Lagrangian theory of structure formation in relativistic cosmology III: gravitoelectric perturbation and solution schemes at any order
- Generalized covariant prescriptions for averaging cosmological observables
- Lagrangian theory of structure formation in relativistic cosmology. IV. Lagrangian approach to gravitational waves
- Lagrangian theory of structure formation in relativistic cosmology. VI. Comparison with Szekeres exact solutions
- A novel approach to cosmological non-linearities as an effective fluid
- On the question of measuring spatial curvature in an inhomogeneous universe
- On general-relativistic Lagrangian perturbation theory and its non-perturbative generalization
- Large-Scale Galaxy Correlations from the DESI First Data Release
- Testing inhomogeneous cosmography in our cosmic neighborhood using CosmicFlows-4
- Beyond relativistic Lagrangian perturbation theory. I. An exact-solution controlled model for structure formation
- Backreaction in Numerical Relativity: Averaging on Newtonian gauge-like hypersurfaces in Einstein Toolkit cosmological simulations
- Direct correspondence between Newtonian gravitation and general relativity