Unsteady Combustor Physics
By T. Lieuwen. 2012
288 citations recorded by the source corpus.
Explore a unified treatment of the dynamics of combustor systems, including acoustics, fluid mechanics, and combustion in a single rigorous text. This updated new edition features an expansion of data and experimental material, updates the coverage of flow stability, and enhanced treatment of flame dynamics. Addresses system dynamics of clean energy and propulsion systems used in low emissions systems. Synthesizing the fields of fluid mechanics and combustion into a coherent understanding of the intrinsically unsteady processes in combustors. This is a perfect reference for engineers and researchers in fluid mechanics, combustion, and clean energy.
Subfields: Computational Mechanics
View Paper: https://www.semanticscholar.org/paper/770e450e0486ed1109325ef72ec1bde2e943cde6
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In Computational Mechanics
- Thierry Poinsot
- Matthew P. Juniper
- T. Schuller
- S. Candel
- Iain Waugh
- Karthik Kashinath
- Outi Tammisola
- R. Sujith
Citations in the corpus
- Dynamics and control of premixed combustion systems based on flame transfer and describing functions (2020, background): “…Putnam (1971); McManus et al. (1993); Candel (2002); Dowling & Morgans (2005); Lieuwen & Yang (2005); Culick (2006); Huang & Yang (2009); Gicquel et al. (2012); O’Connor et al. (2015); Poinsot (2017); Juniper & Sujith (2018) and in the books from Poinsot & Veynante (2011) and Lieuwen (2012).”
- Nonlinear self-excited thermoacoustic oscillations of a ducted premixed flame: bifurcations and routes to chaos (2014, methodology): “Experiments on laminar premixed flames (Boyer & Quinard 1990; Baillot et al. 1992; Durox, Schuller & Candel 2005; Birbaud, Durox & Candel 2006; Kornilov, Schreel & de Goey 2007; Karimi et al. 2009; Shanbhogue et al. 2009) and turbulent premixed flames (Shin et al. 2011; O’Connor & Lieuwen 2012), and d”
- Coherent structures in a swirl injector at Re = 4800 by nonlinear simulations and linear global modes (2016, background): “First, this flow exhibits self-sustained oscillations, whose control is of both fundamental and industrial interest (Lieuwen 2012).”