Physics
Scientific paper
Feb 1971
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1971phla...34..121s&link_type=abstract
Physics Letters A, Volume 34, Issue 2, p. 121-122.
Physics
Scientific paper
The present note gives a solution of the gravitational equations of an expanding Universe assuming P = 0 and ϱ ≠ 0 giving f(t) = R2 = {a cos (sqrt(Λt) - θ) + c/Λ}2 and ρ = 1/8πG (3[4K2 +(a1sqrt(Λt) - θ1)]2/(a cos[sqrt(Λt) - θ] + c/Λ)2 - Λ ) respectively; showing that when P = 0 and ϱ ≠ 0, the ƒ;(t) and ϱ of the expanding Universe become pulsating in nature.
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