Abstract
A correlation between accelerated motion and a noncompact 5th dimension is proposed. The curvature invariants and the stress energy tensor in the bulk depend only on the 5th dimension w and vanish asymptotically while the proper acceleration of a static observer is proportional to 1/w. The brane (located at w = w0) metric is conformally flat (of AdS type) with Λ = −3/w02 and the invariant acceleration \(a = \sqrt {a^b a_b } = 1/w_0\). Therefore, we assume that a hyperbolic observer with the rest-system acceleration a is embedded in the 5th dimension at w0 = 1/a.
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