![]() ![]() The local universes within the configuration universe interact through one mass particle which is at the center of the configuration universe and coincident with a point on the surface of each local universe. This is named a “configuration” universe for obvious reasons. Since the local universe concept does not work, I considered a group of local universes within a sphere with a radius twice that of a local universe. However, calculations show that an equilibrium state for the local universe does not exist because the calculated eigenvalue energy of a mass particle is too small. Then, as the radius of the local universe increases, an equilibrium state exists when the gravitational potential energy equals the eigenvalue energy of a mass particle. Results show that the frequency and energy of the mass particles increases with the number of interacting mass particles. ![]() A simple eigenvalue equation is used to calculate the eigenvalues of the wave modes in the local universe. ![]() The energy of these wave mode interactions and the classical gravitational potential energy then are identically the same.Ī “local” universe is studied first since it is simply a large sphere within a “background” universe with a constant mass density. Consequently, the interactions of distant mass particles via the wave modes are the source of the energy for local mass particles and photons. Furthermore, it is proved that the intensity of the wave modes varies as 1/ r instead of the expected 1/ r 2. It is hypothesized that the constructive interference peaks of the wave modes are the mass particles. In this paper, a pure wave system is proposed as a basis for a new model of the universe. A static universe model was then confirmed by Tolman surface brightness tests of the brightest cluster galaxies. In the first paper, a new light curve broadening effect specific to type Ia supernovae was discovered which lead to the falsification of the expanding universe model. This paper is the second of two papers on determining the dynamical state and metric of the universe. ![]()
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