Galaxy number-count dipole and superhorizon fluctuations
arXiv:2207.01569 · doi:10.1088/1475-7516/2022/10/019
Abstract
In view of the growing tension between the dipole anisotropy of number counts of cosmologically distant sources and of the cosmic microwave background (CMB), we investigate the number count dipole induced by primordial perturbations with wavelength comparable to or exceeding the Hubble radius today. First, we find that neither adiabatic nor isocurvature superhorizon modes can generate an intrinsic number count dipole. However a superhorizon isocurvature mode does induce a relative velocity between the CMB and the (dark) matter rest frames and thereby affects the CMB dipole. We revisit the possibility that it has an intrinsic component due to such a mode, thus enabling consistency with the galaxy number count dipole if the latter is actually kinematic in origin. Although this scenario is not particularly natural, there are possible links with other anomalies and it predicts a concommitant galaxy number count quadrupole which may be measurable in future surveys. We also investigate the number count dipole induced by modes smaller than the Hubble radius, finding that subject to CMB constraints this is too small to reconcile the dipole tension.
arXiv comment25 pages + 15 figures + 1 table + 8 pages of appendices
References in corpus (71)
- Planck 2018 results. X. Constraints on inflation
- Axion Cosmology
- Planck 2018 results. I. Overview and the cosmological legacy of Planck
- Axions In String Theory
- Generating the curvature perturbation without an inflaton
- Challenges for CDM: An update
- Adiabatic CMB perturbations in pre-big bang string cosmology
- The GMRT 150 MHz All-sky Radio Survey: First Alternative Data Release TGSS ADR1
- SUMSS: A Wide-Field Radio Imaging Survey of the Southern Sky. II. The Source Catalogue
- New experimental approaches in the search for axion-like particles
- The linear power spectrum of observed source number counts
- Planck 2018 results. VII. Isotropy and Statistics of the CMB
- What galaxy surveys really measure
- New Perspective on Galaxy Clustering as a Cosmological Probe: General Relativistic Effects
- CMB Anomalies after Planck
- A measurement of large-scale peculiar velocities of clusters of galaxies: results and cosmological implications
- The Rapid ASKAP Continuum Survey I: Design and First Results
- A Test of the Cosmological Principle with Quasars
- Planck 2013 results. XXVII. Doppler boosting of the CMB: Eppur si muove
- Probing the anisotropic local universe and beyond with SNe Ia data
- A Hemispherical Power Asymmetry from Inflation
- Cosmic radio dipole from NVSS and WENSS
- Detection of the velocity dipole in the radio galaxies of the NRAO VLA Sky Survey
- Cosmic Density Perturbations from Late-Decaying Scalar Condensations
- Large peculiar motion of the solar system from the dipole anisotropy in sky brightness due to distant radio sources
- A Challenge to the Standard Cosmological Model
- Dipoles in the Sky
- Superhorizon Perturbations and the Cosmic Microwave Background
- The CatWISE Preliminary Catalog: Motions from and Data
- High redshift radio galaxies and divergence from the CMB dipole
- Dipole of the luminosity distance: a direct measure of H(z)
- Probing the Cosmological Principle in the counts of radio galaxies at different frequencies
- Which spectral distortions does CDM actually predict?
- Revisiting the NVSS number count dipole
- A Toy Model for Open Inflation
- The Cosmic Radio Dipole: Estimators and Frequency Dependence
- The supernova Hubble diagram for off-center observers in a spherically symmetric inhomogeneous universe
- Measuring cosmic bulk flows with Type Ia Supernovae from the Nearby Supernova Factory
- CMB in Open Inflation
- Dipole anisotropy in sky brightness and source count distribution in radio NVSS data
- A Scale-Dependent Power Asymmetry from Isocurvature Perturbations
- The peculiar velocity field: constraining the tilt of the Universe
- Aspects of the Cosmic Microwave Background Dipole
- Measuring the cosmological bulk flow using the peculiar velocities of supernovae
- Dipole Anisotropy in Integrated Linearly Polarized Flux Density in NVSS Data
- A new way to test the Cosmological Principle: measuring our peculiar velocity and the large scale anisotropy independently
- Gauging the cosmic microwave background
- Is the evidence for dark energy secure?
- Probing bulk flow with nearby SNe Ia data
- Search for features in the spectrum of primordial perturbations using Planck and other datasets
- Quasi-open inflation
- Peculiar-velocity cosmology with Types Ia and II supernovae
- A large disparity in cosmic reference frames determined from the sky distributions of radio sources and the microwave background radiation
- Dipole Anisotropy from an Entropy Gradient
- Impact of local structure on the cosmic radio dipole
- Testing the standard model of cosmology with the SKA: the cosmic radio dipole
- Planck intermediate results. LVI. Detection of the CMB dipole through modulation of the thermal Sunyaev-Zeldovich effect: Eppur si muove II
- The Dipole of the Astrophysical Gravitational-Wave Background
- Exploring cosmic origins with CORE: effects of observer peculiar motion
- Interpreting the CMB aberration and Doppler measurements: boost or intrinsic dipole?
- Cosmic Microwave Background Dipole induced by double inflation
- Probing the Universe's Tilt with the Cosmic Infrared Background Dipole
- Reconstructing the Primary CMB Dipole
- Generating Intrinsic Dipole Anisotropy in the Large Scale Structures
- Explaining Excess Dipole in NVSS Data Using Superhorizon Perturbation
- Superhorizon perturbations: A possible explanation of the Hubble--Lemaître Tension and the Large Scale Anisotropy of the Universe
- Dipole of the Epoch of Reionization 21-cm signal
- Disentangling Doppler modulation, aberration and the temperature dipole in the CMB
- Probing the rest-frame of the Universe with near-IR cosmic infrared background
- Cosmological CMBR dipole in open universes ?
- Footprints of Doppler and Aberration Effects in CMB Experiments: Statistical and Cosmological Implications