2013
DOI: 10.2514/1.b34883
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Premixed Flames Excited by Helical Disturbances: Flame Wrinkling and Heat Release Oscillations

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Cited by 44 publications
(21 citation statements)
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“…These oscillations cancel each other on opposite sides of the flame, an observation that is consistent with theoretical analysis of axisymmetric flames [7,[47][48][49]. The phase averaged [40] images of the vertical cuts of the flame were seen to be different view angles of a stationary structure.…”
Section: Flow Instabilitiessupporting
confidence: 79%
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“…These oscillations cancel each other on opposite sides of the flame, an observation that is consistent with theoretical analysis of axisymmetric flames [7,[47][48][49]. The phase averaged [40] images of the vertical cuts of the flame were seen to be different view angles of a stationary structure.…”
Section: Flow Instabilitiessupporting
confidence: 79%
“…For nonaxisymmetric modes (m 7^ 0), the integral over 0 is zero, which implies that only the axisymmetric m = 0 mode contributes to the global flame area. An important implication of this result is that helical modes, while introducing substantial wrinkling of the flame front, actually lead to no fluctuations in flame surface area in axisymmetric flows [49], a result that is also consistent with experimental observations from Moeck et al [45]. This has important implications when it comes to the use of flow field data from experiments as inputs to the model.…”
Section: Theoretical Formulationsupporting
confidence: 79%
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“…Due to the skew symmetric structure of the PVC, no integral heat release fluctuations are caused (Moeck et al, 2012). However, if the mean flow is not completely axisymmetric, analytical models predict integral heat Downloaded by [Northeastern University] at 00:52 19 November 2014 release fluctuations (Acharya et al, 2013), thus allowing for a coupling with thermoacoustic instabilities.…”
Section: Introductionmentioning
confidence: 99%
“…For annular combustors, depending upon the azimuthal location of the nozzle in the standing wave, they would excite different helical disturbances and thus differing flame response [6,8] The Flame Transfer function (FTF), defined as the ratio of the spatially integrated heat release to a reference velocity perturbation has been used extensively to characterize the global flame response of premixed flame. In earlier work, the authors showed that this quantity was zero for all helical modes ( 0 m  ) and that only the 0 m  mode contributed to the FTF when the timeaveraged mean flame was axisymmetric [39]. In other words, although helical, 0 m  , modes may cause significant local space-time wrinkling of the flame, they lead to zero fluctuations in the spatially integrated heat release, due to phase cancellation in the azimuthal direction.…”
Section: Introductionmentioning
confidence: 96%