ASTR/PHYS 328/428 - Cosmology and the Structure of the Universe
- Introduction
- Historical perspective: cosmologies of ancient and medieval peoples
- Overview of the genesis of modern cosmology in General Relativity
- Cosmological Essentials
- Simple Newtonian Cosmology
- The Robertson-Walker metric and Friedmann models
- Empirical Pillars of modern cosmology
- Cosmological Parameters: H0, t, Ω, q, Λ,
T(CMBR), Yp, Ωb, ΩCDM,
σ8, n
- The Size scale of the Universe
- The Hubble relation
- The expansion rate (H0) and age (t) of the Universe
- Calibration: the distance scale ladder
- Large Scale Structure: mapping the Universe
- The Age of the Universe
- Globular Cluster ages
- White dwarf age limits
- Radioactive decay and interstellar grain limits
- The Density Parameter (Ω)
- The role of density parameter (Ω) in specifying world model
- Importance of Ω to H0 and t
- Relation of Ω to deceleration parameter (q) and cosmological constant (Λ)
- Measures of Ω, q, and Λ
- Primordial Nucleosynthesis
- Photon to baryon ratio (entropy)
- Abundances of the light elements: Yp, D/H, Li/H
- Entropy and the density of baryons (Ωb)
- Cosmic Microwave Background
- Backround Radiation; T(CMBR)
- Temperature Anisotropies
- Structure formation; growth of fluctuations
- The acoustic power spectrum
- The Mass Discrepancy Problem
- Cosmological and dynamical motivations
- The need for cold dark matter (CDM)
- Alternative possibilities: WDM, SIDM, MACHOs, MOND, etc.
- The Dark Ages
- Recombination and Reionization
- The Saha equation in cosmic context
- Cosmic Dawn: the first stars
- The Very Early Universe
- Inflation
- The Particle Zoo
- Exoitca
- Multiverses
- The Far future: a Big Rip?