Probing Matter Scaling Beyond ΛCDM with Roman Simulations
POSTER
Abstract
The ΛCDM model has had remarkable success in explaining largescale
cosmological observations. But the phenomenological nature of our
assumptions about the dark sector motivates us to investigate any possible
discrepancies with them. For instance, the standard ΛCDM model
assumes that the matter density scales as the inverse cubic power of the
scale factor, that is, ρm(a) ∼ a−3 or equivalently ρm(z) ∼ (1 + z)3.
We will investigate a potential deviation from cubic behavior, such as
ρm(z) ∼ (1 + z)3+ε. The parameter ε will encode the said deviation.
These deviations are enhanced and noticeable at higher redshifts, making
the Roman Space Telescope (z ∼ 2) the ideal probe to help us investigate
them. Using SNANA, we simulate Roman-like SN Ia observations, treating
ΛCDM (ε = 0) as our baseline model, and testing a few alternative
scenarios (ε ≠ 0). Through these simulations, we will obtain a better constraint
on ε, and any departure from the cubic nature of matter scaling
will hint at a beyond ΛCDM universe.
cosmological observations. But the phenomenological nature of our
assumptions about the dark sector motivates us to investigate any possible
discrepancies with them. For instance, the standard ΛCDM model
assumes that the matter density scales as the inverse cubic power of the
scale factor, that is, ρm(a) ∼ a−3 or equivalently ρm(z) ∼ (1 + z)3.
We will investigate a potential deviation from cubic behavior, such as
ρm(z) ∼ (1 + z)3+ε. The parameter ε will encode the said deviation.
These deviations are enhanced and noticeable at higher redshifts, making
the Roman Space Telescope (z ∼ 2) the ideal probe to help us investigate
them. Using SNANA, we simulate Roman-like SN Ia observations, treating
ΛCDM (ε = 0) as our baseline model, and testing a few alternative
scenarios (ε ≠ 0). Through these simulations, we will obtain a better constraint
on ε, and any departure from the cubic nature of matter scaling
will hint at a beyond ΛCDM universe.
Presenters
-
Hussain Ahmed Khan
Baylor University
Authors
-
Hussain Ahmed Khan
Baylor University
-
Benjamin M Rose
Baylor University