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Published on: May 20, 2014
Dispersion phenomena in helical flow in a concentric annulus.
Young Seok Song1, Howard Brenner
1Polymer System Division/Fiber System Engineering, Dankook University, Suji-gu, Yongin-si, Gyenggi-do, 448-701, Republic of Korea. youngseoks@gmail.com
This study models solute dispersion in helical flow, revealing robust macrotransport processes for complex phenomena. Findings support helical flow applications in exchangers, drilling, and advanced fractionations.
Area of Science:
- Fluid dynamics
- Transport phenomena
- Chemical engineering
Background:
- Helical flow, a combination of Poiseuille and Couette flows, is crucial in various industrial applications.
- Understanding solute dispersion in helical flow is essential for optimizing processes like heat exchange and separations.
- Taylor dispersion, a key phenomenon, describes solute spreading in fluid flow.
Purpose of the Study:
- To develop an analytic model for multidimensional Taylor dispersion in helical flow within a concentric annulus.
- To investigate the influence of thermophoresis (thermal diffusion) on solute dispersion under helical flow conditions.
- To analyze macroscopic transport parameters using microscopic physicochemical properties.
Main Methods:
- A multiscale approach was employed to examine dispersion phenomena.
- An analytic model was developed to address multidimensional Taylor dispersion.
- Numerical simulations were conducted to validate the mathematical model's results.
Main Results:
- The study presents a validated analytic model for Taylor dispersion in helical flow.
- Macroscopic parameters like average solute velocity and dispersivity were successfully analyzed.
- Macrotransport processes were found to be robust and capable of handling multidimensional dispersion.
Conclusions:
- The developed model provides a theoretical framework for understanding and predicting solute dispersion in helical flow.
- The findings confirm the robustness of macrotransport processes in complex flow systems.
- This research offers a foundation for optimizing helical flow applications in tube exchangers, oil drilling, and field flow fractionations.
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