Experimental Investigation of Limit Cycle Oscillations in an Unstable Gas Turbine Combustor
By T. Lieuwen. 2000
346 citations recorded by the source corpus.
Subfields: Computational Mechanics, Computer Networks and Communications, Fluid Flow and Transfer Processes
View Paper: https://www.semanticscholar.org/paper/5d1a3acf436796eb929aa13d3322781241e18b63
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In Computational Mechanics
In Computer Networks and Communications
- Matthew P. Juniper
- V. Nair
- R. Sujith
- G. Thampi
- Lipika Kabiraj
- Andrzej Banaszuk
- Igor Mezi'c
- Jingxuan Li
In Fluid Flow and Transfer Processes
Citations in the corpus
- Sensitivity and Nonlinearity of Thermoacoustic Oscillations (2018, background): “By 1969, there had been many experimental and theoretical studies into triggering (Culick 2006, section 7; Sirignano 2016, section 5), and it has since been observed in gas turbines (Lieuwen 2002, Lieuwen & Banaszuk 2005).”
- Triggering in the horizontal Rijke tube: non-normality, transient growth and bypass transition (2010, result): “This compares well with experimental results of low-amplitude triggering such as figure 15(b) of Lieuwen (2002).”
- A unified framework for nonlinear combustion instability analysis based on the flame describing function (2008, background): “It is indicated that many of the features of combustion instabilities are controlled by nonlinearities of the flame as underlined for example by Peracchio & Proscia (1999) or Lieuwen (2002).”
- Nonlinear self-excited thermoacoustic oscillations: intermittency and flame blowout (2012, background): “…investigations have previously been performed for academically relevant thermoacoustic systems such as an electrically driven Rijke tube system (Matveev 2003; Juniper 2010; Subramanian et al. 2010) and on industrially important combustion-driven systems (Knoop, Culick & Zukoski 1997; Lieuwen 2002).”
- Intermittency route to thermoacoustic instability in turbulent combustors (2014, background): “The distributions of the pressure measurements acquired from combustors well before conditions of instability – termed ‘combustion noise’ – have a characteristic Gaussian distribution (Lieuwen 2002) suggestive of dynamics dictated by random processes.”
- Comparison of systems with complex behavior (2004, background): “In [22], the question of characterization of limit cycling instability in jet engine combustors was investigated.”