AbstractHere, it is found that dark energy and dark matter emerge from the gravitational sector, if non-linear term of scalar curvature is added to Einstein–Hilbert Lagrangian. An equation of state for dark energy, having the form pde=−ρde+f(a) (with pde (ρde) being the pressure (density) for dark energy, f(a) being a function of scale factor a(t) and t being the cosmic time) is explored. Interestingly, this equation of state leads to a phantom barrier wde=pde/ρde=−1 at a=aw. It is found that when a<aw,wde>−1 and wde<−1 for a>aw, showing a transition from non-phantom to phantom phase at a=aw<a0 (a0 being the current scale factor of the universe)
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