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Acoustic streaming in closed thermoacoustic devices
H Bailliet1, V Gusev, R Raspet
1National Center for Physical Acoustics and Department of Physics and Astronomy, University of Mississippi, University 38677, USA.
The Journal of the Acoustical Society of America
|October 30, 2001
Summary
This study presents analytical expressions for acoustic streaming in steady-state thermoacoustic devices. It provides a method to evaluate streaming in various components, given specific pressure and temperature conditions.
Area of Science:
- Acoustics
- Fluid Dynamics
- Thermodynamics
Background:
- Acoustic streaming is a phenomenon driven by acoustic waves in fluids.
- Thermoacoustic devices utilize sound waves to generate heat transfer or vice versa.
- Understanding acoustic streaming is crucial for optimizing thermoacoustic device performance.
Purpose of the Study:
- To derive analytical expressions for acoustic streaming in steady-state thermoacoustic devices.
- To provide a method for evaluating acoustic streaming in different geometries and device components.
- To establish relationships between acoustic parameters and fluid behavior in temperature gradients.
Main Methods:
- Derivation of acoustic streaming equations for a non-looped thermoacoustic device.
- Development of analytical expressions for second-order velocity, pressure gradient, and mass flux.
- Consideration of parallel plate and cylindrical tube geometries with varying boundary separations.
- Analysis under conditions of zero second-order time-averaged mass flux and a mean temperature gradient.
Main Results:
- Analytical expressions for time-independent second-order velocity and pressure gradient were obtained.
- The time-averaged mass flux was determined for the specified conditions.
- The derivation is applicable to a fluid confined between solid boundaries with a temperature gradient.
- The results are valid for both parallel plate and cylindrical tube geometries.
Conclusions:
- The derived expressions enable the evaluation of acoustic streaming in thermoacoustic stacks, regenerators, pulse tubes, and resonators.
- This work provides a foundational understanding for analyzing acoustic streaming in closed tubes with temperature gradients.
- The method requires knowledge of acoustic pressure, its longitudinal derivative, and mean temperature variation.