Such a particle makes an infinite number of revolutions $n$ from the viewpoint of a remote observer who uses the Boyer-Lindquist type of coordinates. We examine the behavior of $n$ when it is measured with respect to a local reference frame that also rotates due to dragging effect of ...
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𝜈𝑠𝑋νsX is assumed to be (𝑁−1)(N-1), where N is the number of independent samples (or turbine revolutions). 𝜈𝑏𝑘νbk was estimated as: 𝜈𝑏𝑘=12(Δ𝑏𝑘𝑏𝑘)−2,νbk=12Δbkbk-2, (5) where the quantity in parentheses is the relative uncertainty ...