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For a given realization, the two velocity differences u (r,t) =u (x+r,t) -u (x,t) and u (r′, t′) =u (x+ r′, t′) -u (x, t′) are defined at the same point x (the choice of x is part of the realization selection).
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For a given realization, the two velocity differences u (r,t) =u (x+r,t) -u (x,t) and u (r′, t′) =u (x+ r′, t′) -u (x, t′) are defined at the same point x (the choice of x is part of the realization selection).
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