Numerical modeling and design of the acoustic expander for cryogenic refrigeration.

Abstract Cryogenic refrigerators can be broadly classified as either continuous flow machines or oscillating flow machines. The acoustic expander is a new hybrid approach that combines the best aspects of these two machines. Globally, the working fluid moves continuously through the recuperative heat exchanger of the cycle while locally the working fluid oscillates in the acoustic expander. This concept has been demonstrated experimentally through the use of reed-valves coupled to an acoustic resonator. This work develops a high-fidelity numerical model that captures non-linear acoustic effects for the future design and optimization of these acoustic expanders. The numerical model solves the fully compressible Navier-stokes equations for various 2D and 3D resonator geometries including both harmonic quarter wave resonators and non-harmonic resonators. The reed valve behavior is simplified using pressure-dependent boundary conditions that can be tuned to represent a variety of reed characteristics. The coupled reed-resonator system spontaneously oscillates at its natural resonance frequency and the numerical model predicts the resonator quality factor and isentropic expansion efficiency. Finally, the numerical model predictions are validated by experimental data. The acoustic expander unlocks new cryogenic cooling paradigms with applications to superconducting magnets and electronics, infrared imaging, quantum sensing, and cryogenic propellant management.

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Publication Details

Journal
IOP Conference Series Materials Science and Engineering
Published
2025-05-01
DOI
https://doi.org/10.1088/1757-899x/1327/1/012080
Primary Topic
Advanced Thermodynamic Systems and Engines
Type
article
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article

Numerical modeling and design of the acoustic expander for cryogenic refrigeration.

Jacob J. Adams, J. G. Brisson, Nathaniel O’Connor
IOP Conference Series Materials Science and Engineering
Advanced Thermodynamic Systems and Engines
article

Numerical modeling and design of the acoustic expander for cryogenic refrigeration.

Jacob J. Adams, J. G. Brisson, Nathaniel O’Connor
article en

Abstract

Abstract Cryogenic refrigerators can be broadly classified as either continuous flow machines or oscillating flow machines. The acoustic expander is a new hybrid approach that combines the best aspects of these two machines. Globally, the working fluid moves continuously through the recuperative heat exchanger of the cycle while locally the working fluid oscillates in the acoustic expander. This concept has been demonstrated experimentally through the use of reed-valves coupled to an acoustic resonator. This work develops a high-fidelity numerical model that captures non-linear acoustic effects for the future design and optimization of these acoustic expanders. The numerical model solves the fully compressible Navier-stokes equations for various 2D and 3D resonator geometries including both harmonic quarter wave resonators and non-harmonic resonators. The reed valve behavior is simplified using pressure-dependent boundary conditions that can be tuned to represent a variety of reed characteristics. The coupled reed-resonator system spontaneously oscillates at its natural resonance frequency and the numerical model predicts the resonator quality factor and isentropic expansion efficiency. Finally, the numerical model predictions are validated by experimental data. The acoustic expander unlocks new cryogenic cooling paradigms with applications to superconducting magnets and electronics, infrared imaging, quantum sensing, and cryogenic propellant management.

IOP Conference Series Materials Science and EngineeringVol. 1327(1)
MIT Lincoln Laboratory (US), Massachusetts Institute of Technology (US)
Openalex Percentile: Top 72%
Advanced Thermodynamic Systems and Engines
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Numerical modeling and design of the acoustic expander for cryogenic refrigeration. — Jacob J. Adams, J. G. Brisson, et al. · IOP Conference Series Materials Science and Engineering (2025) | TGRS Research Map | TGRS