Abstract
In this paper, we review some anisotropic stellar spheres in the framework of modified f(R,G)gravity. For this purpose, we have capitalized the Tolman-Kuchowicz spacetime Tolman (1939); Kuchowicz (1968). The equations of motion have been formulated by considering anisotropic matter distribution along with metric potentials, a=Br2+2lnCand b=ln(1+αr2+βr4). To determine the new constraints, observational data of 4U1538−52,HerX−1and SAXJ1808.4−3658have been pre-owned. Dynamical equations have been evaluated by making use of Starobinsky model f(R,G)=R+λR2+G2. Many physical aspects have been enlightened, such as energy density, pressure evolutions, adiabatic index, TOV equations and surface redshift. The credibility of our presented model has been confirmed by observing the evolution of some physical aspects and it is concluded that our system is free from all singularities and is physically stable.
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