Equivalence Principle (EP) and Solar System Constraints on $R(1\pm ε\ln({R \over R_c}))$ model of Gravity

Details Equivalence Principle (EP) and Solar System Constraints on $R(1\pm ε\ln({R \over R_c}))$ model of Gravity Equivalence Principle (EP) and Solar System Constraints on $R(1\pm ε\ln({R \over R_c}))$ model of Gravity

2010-06-09

arxiv.org/abs/1006.1842v2

Astrophys.Space Sci.333:327-331,2011

Astronomy and Astrophysics

Astrophysics

General Relativity and Quantum Cosmology

6 pages, no figure, Accepted for publication in Astrophysics & Space Science

Scientific paper

10.1007/s10509-011-0621-1

Experiments on the violation of equivalence principle (EP) and solar system give a number of constraints in which any modified gravity model must satisfy them. We study these constraints on a kind of $f(R)$ gravity as $f(R) = R(1\pm \epsilon \ln({R \over R_c}))$. For this investigation we use of chameleon mechanism and show that a spherically body has thin-shell in this model. So that we obtain an effective coupling of the fifth force which is suppressed through a chameleon mechanism. Also, we obtain $\gamma_{PPN} = 1 \pm 1.13 \times10^{-5}$ which is agreement with experiment results. At last, we show that for $R_c \thickapprox \rho_c$ this model is consistent with EP, thin shell condition and fifth force of chameleon mechanism for $\epsilon \backsimeq 10^{-14}$.

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