TIME-INTERVAL STATISTICS OF THE SPECTRUM CHARACTERIZING A POLYDISPERSE MEDIUM

A complete and exact theoretical analysis of the time-interval statistics of the two-packed spectrum characterizing a polydisperse medium is presented here for the first time. This analysis is based on the unique analytic one-fold generating function derived recently in [10]. The analysis is valid for macromolecules of arbitrary shape and size undergoing uncoupled translational and rotational diffusion motions. Conditions leading to an easy resolution of the time-interval-statistics data and the modifications required under the spatial coherence effect are also discussed.