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Alternating Current Electroosmotic Flow of Maxwell Fluid in a Parallel Plate Microchannel with Sinusoidal Roughness.
Long Chang1,2, Guangpu Zhao3, Mandula Buren4
1School of Statistics and Mathematics, Inner Mongolia University of Finance and Economics, Hohhot 010070, China.
This study investigates AC electroosmotic flow (AC EOF) of viscoelastic Maxwell fluids in rough microchannels. Wall roughness significantly alters fluid velocity, causing oscillations and affecting flow behavior based on parameters like Deborah number.
Area of Science:
- Fluid Dynamics
- Microfluidics
- Rheology
Background:
- Electroosmotic flow (EOF) is crucial in microfluidic devices.
- Understanding fluid behavior in microchannels with surface roughness is essential for device design.
- Viscoelastic fluid properties can significantly alter flow dynamics compared to Newtonian fluids.
Purpose of the Study:
- To analyze the AC EOF of a viscoelastic Maxwell fluid in a parallel plate microchannel with sinusoidal roughness.
- To investigate the influence of wall roughness and fluid viscoelasticity on flow characteristics.
- To determine the impact of key parameters like oscillation Reynolds number and Deborah number on velocity profiles and phase lags.
Main Methods:
- Application of the Debye-Hückel approximation.
- Utilizing boundary perturbation expansion and separation of variables techniques.
- Derivation of perturbation solutions for potential distribution, velocity, and mean velocity.
Main Results:
- Significant differences observed in velocity amplitudes between Newtonian and Maxwell fluids.
- Wall roughness introduces velocity fluctuations and strongly influences the velocity distribution of viscoelastic fluids.
- Velocity is highly dependent on the phase difference of roughness between the plates; increasing oscillation Reynolds number and Deborah number leads to more oscillations but decreased velocity amplitude.
Conclusions:
- Surface roughness in microchannels significantly impacts AC EOF of viscoelastic fluids.
- The interplay between roughness, viscoelasticity, and applied fields dictates complex flow behaviors.
- Phase lag is sensitive to roughness parameters and fluid properties, diminishing at higher characteristic length ratios.
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