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Time-Dependent PDFs in Shear Flows by Vivek Allaka is a document available to read on EtoBox.
This document summarizes a research article about time-dependent probability density functions (PDFs) in self-organized shear flows. The researchers studied how an initial narrow PDF representing a global shear gradient relaxes into a bimodal or unimodal stationary PDF through numerical solutions of the Fokker-Planck equation. They analyzed the information geometry and defined an "information length" to quantify the number of statistically different states the system passes through over time. The informatio
- Author
- Vivek Allaka
- Language
- EN