Mapping the cosmic mass distribution with stacked weak gravitational lensing and Doppler lensing
arXiv:2111.05439 · doi:10.1093/mnras/stab3292
Abstract
Dark matter halos represent the highest density peaks in the matter distribution. Conversely, cosmic voids are under-dense patches of the universe. Probing the mass distribution of the universe requires various approaches, including weak gravitational lensing that subtly modifies the shape of distant sources, and Doppler lensing that changes the apparent size and magnitude of objects due to peculiar velocities. In this work, we adopt both gravitational and Doppler lensing effects to study the underlying matter distribution in and around cosmic voids/halos. We use the relativistic -body code \texttt{gevolution}, to generate the mass perturbations and develop a new ray-tracing code that relies on the design of the ray bundle method. We consider three categories of halo masses and void radii, and extract the cosmological information by stacking weak-lensing and Doppler lensing signals around voids/halos. The results of this paper show that the most optimal strategy that combines both gravitational and Doppler lensing effects to map the mass distribution should focus on the redshift range . The recommendation of this paper is that future spectroscopic surveys should focus on these redshifts and utilise the gravitational and Doppler lensing techniques to extract information about underlying matter distribution across the cosmic web, especially inside cosmic voids. This could provide a complimentary cosmological analysis for ongoing or future low-redshift spectroscopic surveys.
arXiv comment13 pages, 10 figures, corresponds to the published version
References in corpus (73)
- Array Programming with NumPy
- Weak Gravitational Lensing
- The Cosmic Linear Anisotropy Solving System (CLASS) II: Approximation schemes
- The Rockstar Phase-Space Temporal Halo Finder and the Velocity Offsets of Cluster Cores
- Detection of weak gravitational lensing distortions of distant galaxies by cosmic dark matter at large scales
- Detection of Weak Gravitational Lensing by Large-scale Structure
- Cosmology with cosmic shear observations: a review
- Probing the Universe with Weak Lensing
- Interacting Dark Matter and Dark Energy
- The Dependence of Type Ia Supernova Luminosities on their Host Galaxies
- ZOBOV: a parameter-free void-finding algorithm
- Ray Tracing Simulations of Weak Lensing by Large-Scale Structure
- Cosmological Model Predictions for Weak Lensing: Linear and Nonlinear Regimes
- Gravitational Lensing in Astronomy
- The Surprisingly Steep Mass Profile of Abell 1689, from a Lensing Analysis of Subaru Images
- Cosmic Voids in Sloan Digital Sky Survey Data Release 7
- A New Method for Determining Cumulative Gravitational Lensing Effects in Inhomogeneous Universes
- Ingredients for 21cm intensity mapping
- Universal Density Profile for Cosmic Voids
- Clues from nearby galaxies to a better theory of cosmic evolution
- A New Shear Estimator for Weak Lensing Observations
- Combining cluster observables and stacked weak lensing to probe dark energy: Self-calibration of systematic uncertainties
- The darkness that shaped the void: dark energy and cosmic voids
- General relativity and cosmic structure formation
- A public void catalog from the SDSS DR7 Galaxy Redshift Surveys based on the watershed transform
- gevolution: a cosmological N-body code based on General Relativity
- A Precise Cluster Mass Profile Averaged from the Highest-Quality Lensing Data
- Constraints onOmega from the IRAS Redshift Surveys
- Probing cosmology and gravity with redshift-space distortions around voids
- Connection between Newtonian simulations and general relativity
- Cosmic Voids and Void Lensing in the Dark Energy Survey Science Verification Data
- Newtonian and Relativistic Cosmologies
- Probability Distribution Functions of Cosmological Lensing: Convergence, Shear, and Magnification
- Clues on void evolution I: Large scale galaxy distributions around voids
- The Weight of Emptiness: The Gravitational Lensing Signal of Stacked Voids
- General Relativistic N-body simulations in the weak field limit
- Anti-lensing: the bright side of voids
- Galaxy and Mass Assembly (GAMA): The halo mass of galaxy groups from maximum-likelihood weak lensing
- A robust public catalogue of voids and superclusters in the SDSS Data Release 7 galaxy surveys
- The Void Size Function in Dynamical Dark Energy Cosmologies
- Void Ellipticity Distribution as a Probe of Cosmology
- Cosmic Voids in the SDSS DR12 BOSS Galaxy Sample: The Alcock-Paczynski Test
- Relativistic N-body simulations with massive neutrinos
- A Detection of Weak Lensing Magnification using Galaxy Sizes and Magnitudes
- Effect of Peculiar Motion in Weak Lensing
- Preliminary Target Selection for the DESI Bright Galaxy Survey (BGS)
- Cosmological redshift-space distortion on clustering of high-redshift objects: correction for nonlinear effects in power spectrum and tests with N-body simulations
- The nature of voids: I. Watershed void finders and their connection with theoretical models
- Cosmology with Doppler Lensing
- The cosmological background of vector modes
- Testing cosmology with a catalogue of voids in the BOSS galaxy surveys
- Gravitational Lensing of High Redshift Type Ia Supernova: A Probe of Medium Scale Structure
- Bias and scatter in the Hubble diagram from cosmological large-scale structure
- The nature of voids: II. Tracing underdensities with biased galaxies
- Measuring the mass distribution of voids with stacked weak lensing
- Weak-lensing observables in relativistic N-body simulations
- Dipolar modulation in the size of galaxies: The effect of Doppler magnification
- Cosmology with Stacked Cluster Weak Lensing and Cluster-Galaxy Cross-Correlations
- Statistics of Weak Gravitational Lensing in Cold Dark Matter Models; Magnification Bias on Quasar Luminosity Functions
- The fully non-linear post-Friedmann frame-dragging vector potential: Magnitude and time evolution from N-body simulations
- The Gravitational Lensing Signatures of BOSS Voids in the Cosmic Microwave Background
- Background sky obscuration by cluster galaxies as a source of systematic error for weak lensing
- Light Propagation in Inhomogeneous Universes II. Cosmological Parameter Survey
- The Ray Bundle method for calculating weak magnification by gravitational lenses
- Gravitational Lensing with Three-Dimensional Ray Tracing
- Angular Diameter Distances in Clumpy Friedmann Universes
- Modeling of weak lensing statistics. I. Power spectrum and bispectrum
- Shape, shear and flexion II - Quantifying the flexion formalism for extended sources with the ray-bundle method
- Shear and magnification angular power spectra and higher-order moments from weak gravitational lensing
- Prospects for Determining the Mass Distributions of Galaxy Clusters on Large Scales Using Weak Gravitational Lensing
- How do galaxy properties affect void statistics?
- The density distributions of cosmic structures: impact of the local environment on weak-lensing convergence
- Weyl focusing effects on the image magnification due to randomly distributed isothermal objects