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In this paper, a formulation is proposed to describe the process of thermoacoustic amplication in thermoacoustic engines.This formulation is based on the introduction of a complex frequency which is calculated from the transfer matrices of the thermoacoustic core and its surrounding components.The real part of this complex frequency represents the frequency of self-sustained acoustic oscillations, while its imaginary part characterizes the amplication/attenuation of the wave due to the thermoacoustic process.This formalism can be applied to any type of thermoacoustic engine including stack-based or regenerator-based systems as well as straight, closed loop or coaxial duct geometries.It can be applied to the calculation of the threshold of thermoacoustic instability, but it is also well-suited for the description of the transient regime of wave amplitude growth and saturation due to non linear processes.All of the above mentioned aspects are described in this paper.
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Guédra et al. (2012) studied this question.
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