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General gravitational intensity (or acceleration due to gravity) based upon the golden metric tensor in spherical polar coordinates (paper II)

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Nura, Y., Howusu, S.X.K. and Nuhu, I.

In this paper we introduced super general geodesic equation and golden metric tensors. We derived linear velocity vector and linear acceleration vector using golden metric tensor in spherical polar coordinates. Coefficients of affine connection were evaluated based upon golden metric tensor. Based on the evaluated linear velocity vector and acceleration vector, we are in position to obtain super general geodesic planetary equation in terms of r,θ,ϕ and x^0 to obtain Riemannian acceleration due to gravity in terms of r,θ,ϕ and x^0 known as gravitational scalar potential that played an important role in dealing with planetary phenomenon.

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