Large Scale Structures in [reproduction of Equation] Friedmann UniversesCornell University, 1990 - 358 pages |
Contents
Simulations of Spherical Voids | 5 |
Linear Theory | 10 |
The Spherical Model | 21 |
Copyright | |
8 other sections not shown
Common terms and phrases
algorithm allowed region amplitude angular momentum Ap.J auxiliary function AV/HRe biased models Big-Bang calculations Chapter coasting period comoving coordinates compute correlation functions corresponding cosmological constant critical density curve define density contrast density parameter density perturbation dynamical equation elementary solution eliminate energy function equa equation 3.3 evolution expand expansions in powers f(No Figure Friedmann background Friedmann equation ƒ(No given by equation gravitational Hoto Hubble constant Hubble flow initial integral Jeans length large scale structures level of biasing linear theory luminous marginally bound shell mass N-body simulations nonzero cosmological constant number of particles obtained op/Prec order transition peculiar velocity Peebles perturbation theory Ph/P phase space phase space diagram plotted radius redshift Sandage semi-exact solutions shell crossing shows simulation sin² sinh spherical model t₁ tion turning point Universe unphysical V/HRD values Velocity data velocity distributions velocity profiles voids λο Ωο