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Numerical Modeling of Thermoacoustic Systems

In thermoacoustic systems, heat is converted into acoustic power (or vice versa). Achieving high power densities requires high amplitudes, which leads to nonlinear effects. In this dissertation, Dr. Anne de Jong develops numerical models for heat transfer and steady-state conditions.

Nonlinear Models for Thermoacoustic Systems

This dissertation makes two contributions to the modeling of thermoacoustic systems at high amplitudes, where linear theories (Rott, DeltaEC) fall short. First, Dr. Anne de Jong develops a 1D model for heat transfer in parallel-plate heat exchangers in the regenerator. Second, Anne introduces a nonlinear frequency-domain method to directly simulate the periodic steady state. This bypasses the time-consuming ramp-up process involving hundreds of cycles and drastically reduces computation time, as validated using a standing-wave thermoacoustic engine.

Citation for the publication

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