- #1
p.p
- 9
- 0
rho=0, lambda>0 and k=1 with the initial condition R(0) = sqrt(3/lambda), the solution is
R(t) = sqrt(3/lambda)cosh*(sqrt(lambda/3)*ct)
This the the de sitter universe, however i am having problems finding a way around how to solve it from the Friedmann equation:
dR/sqrt((lambda*R^2/3)-1) = ct
P
R(t) = sqrt(3/lambda)cosh*(sqrt(lambda/3)*ct)
This the the de sitter universe, however i am having problems finding a way around how to solve it from the Friedmann equation:
dR/sqrt((lambda*R^2/3)-1) = ct
P