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Thermoacoustics
Thermoacoustics is the interaction between temperature, density and pressure variations of acoustic waves. Thermoacoustic devices can readily be driven using solar energy or waste heat and they can be controlled using proportional control. They can use heat available at low temperatures which makes it ideal for heat recovery and low power applications. The components included in thermoacoustic engines are usually very simple compared to conventional engines. The device can easily be controlled and maintained.
Thermoacoustic effects can be observed when partly molten glass tubes are connected to glass vessels. Sometimes spontaneously a loud and monotone sound is produced. A similar effect is observed if a stainless steel tube is with one side at room temperature (293 K) and with the other side in contact with liquid helium at 4.2 K. In this case, spontaneous oscillations are observed which are named "Taconis oscillations".〔K. W. Taconis, J. J. M. Beenakker, A. O. C. Nier, and L. T. Aldrich (1949) "Measurements concerning the vapour-liquid equilibrium of solutions of He3 in He4 below 2.19 °K," ''Physica'', 15 : 733-739.〕 The mathematical foundation of thermoacoustics is by Nikolaus Rott. Later, the field was inspired by the work of Wheatley and Swift and his co-workers. Technologically thermoacoustic devices have the advantage that they have no moving parts which makes them attractive for applications where reliability is of key importance.
==Historical review of thermoacoustics==
Thermoacoustic-induced oscillations have been observed for centuries. Glass blowers produced heat generated sound when blowing a hot bulb at the end of a cold narrow tube. This phenomenon also has been observed in cryogenic storage vessels, where oscillations are induced by the insertion of a hollow tube open at the bottom end in liquid helium, called Taconis oscillations,〔K.W.Taconis and J.J.M. Beenakker, Measurements concerning the vapor-liquid equilibrium of solutions of 3He in 4He below 2.19 K, Physica 15:733 (1949).〕 but the lack of heat removal system causes the temperature gradient to diminish and acoustic wave to weaken and then to stop completely. Byron Higgins made the first scientific observation of heat energy conversion into acoustical oscillations. He investigated the "singing flame" phenomena in a portion of a hydrogen flame in a tube with both ends open. Putnam and Dennis gave a survey of the related phenomena. Rijke introduced this phenomenon into a greater scale by using a heated wire screen to induce strong oscillations in a tube. Feldman mentioned in his related review that a convective air current through the pipe is the main inducer of this phenomenon.〔K.T. Feldman, Review of the literature on Rijke thermoacousticphenomena, J. Sound Vib. 7:83 (1968).〕 The oscillations are strongest when the screen is at one fourth of the tube length. Research performed by Sondhauss in 1850 is known to be the first to approximate the modern concept of thermoacoustic oscillation. Sondhauss experimentally investigated the oscillations related to glass blowers. Sondhauss observed that sound frequency and intensity depends on the length and volume of the bulb. Lord Rayleigh gave a qualitative explanation of the Sondhauss thermoacoustic oscillations phenomena, where he stated that producing any type of thermoacoustic oscillations needs to meet a criterion: "If heat be given to the air at the moment of greatest condensation or taken from it at the moment of greatest rarefaction, the vibration is encouraged".〔Lord Rayleigh, The theory of sound, 2ndedition, Dover, New York (2), Sec.322, (1945).〕 This shows that he related thermoacoustics to the interplay of density variations and heat injection. The formal theoretical study of thermoacoustics started by Kramers in 1949 when he generalized the Kirchhoff theory of the attenuation of sound waves at constant temperature to the case of attenuation in the presence of a temperature gradient. Rott made a breakthrough in the study and modeling of thermodynamic phenomena by developing a successful linear theory.〔N. Rott, Damped and thermallydriven acoustic oscillations in wide and narrow tubes, Zeitschrift fürAngewandte Mathematik und Physik. 20:230 (1969).〕 After that, the acoustical part of thermoacoustics was linked in a broad thermodynamic framework by Swift.〔G.W. Swift, Thermoacousticengines, J. Acoust. Soc. Am. 84:1146 (1988).〕
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