Combustion Instability: Mechanisms and...

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Jacqueline O’Connor, Ph.D. Mechanical and Nuclear Engineering Pennsylvania State University sites.psu.edu/ccpp/ Combustion Instability: Mechanisms and Suppression 1 Flame Heat Release Fluctuations (q’) Combustor Acoustic Fluctuations (p’,u’)

Transcript of Combustion Instability: Mechanisms and...

Page 1: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Jacqueline O’Connor, Ph.D.Mechanical and Nuclear EngineeringPennsylvania State Universitysites.psu.edu/ccpp/

Combustion Instability:Mechanisms and Suppression

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FlameHeat ReleaseFluctuations

(q’)

CombustorAcoustic

Fluctuations(p’,u’)

Page 2: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Combustion instability is the feedback between combustor acoustics and the flame through a coupling mechanism

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FlameHeat ReleaseFluctuations

(q’)

CombustorAcoustic

Fluctuations(p’,u’)

CouplingMechanism

Page 3: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

In real devices, combustion instability suppression takes a number of forms

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Acoustic Damping Fuel Splitting

Symmetry breaking Active control

Bulat, Ghenadie. "Helmholtz resonator for a gas turbine combustion chamber." U.S. Patent No. 8,689,933. 8 Apr. 2014.

Davis and Black, “Dry Low NOx Combustion Systems for GE Heavy-Duty Gas Turbines”

Dawson, J. R., & Worth, N. A. (2015). The effect of baffles on self-excited azimuthal modes in an annular combustor. Proceedings of the Combustion Institute, 35(3), 3283-3290.

Annaswamy, A. M., & Ghoniem, A. F. (2002). Active control of

combustion instability: Theory and practice. IEEE control systems, 22(6), 37-54.

Page 4: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Combustion instability suppression can also achievable by “breaking” any part of this feedback loop

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FlameHeat ReleaseFluctuations

(q’)

CombustorAcoustic

Fluctuations(p’,u’)

CouplingMechanism

Page 5: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

The focus of this talk is suppression of the feedback loop through suppression of shear layer receptivity

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FlameHeat ReleaseFluctuations

(q’)

CombustorAcoustic

Fluctuations(p’,u’)

CouplingMechanism

Suppression through changes in shear layer receptivity

Page 6: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Goals of the talk:

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Demonstrate flow receptivity and its role in the thermoacoustic feedback loop

Discuss methodologies to quantify flow receptivity

Propose method for suppressing combustion instability through suppression of flow receptivity

Page 7: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Structure of swirling flows change significantly with swirl number, inducing vortex breakdown and PVC

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Swirl Number 0.00 0.18 0.38 0.56 0.79 1.05 1.43

Flow State No VB No VB No VBIntermittent

VBWeak PVC PVC Strong PVC

PVC Frequency - - - - 770–815 Hz 840 Hz 1060 Hz

0.00 0.18 0.38 0.56 0.79 1.05 1.43

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As the structure of the flow changes, its receptivity to acoustic forcing changes, as does its preferred frequency

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, ,F f A S , ,Sf A , ,Sau f A

f = acoustic frequency

A = acoustic amplitude

S = swirl number

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Harmonic reconstruction of forced response indicates variation in shear layer receptivity with swirl number, frequency

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Swirl number

0.00 0.18 0.38 0.56 0.79 1.05

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To quantify magnitude of vorticity fluctuation, we measured at the end of the vortex development length

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* uLf

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Normalized vorticity fluctuation amplitude vary with swirl number, low frequencies are less coherent at high swirl

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Vorticity SNRNormalized Vorticity Fluctuation

Page 12: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Variations in acoustic forcing amplitude with swirl number likely stem from variation in impedance at swirler

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Normalized Axial Velocity FluctuationNormalized Vorticity Fluctuation

Page 13: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Acoustic to vortical transfer function shows significant amplification of disturbances except at high swirl number

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Vorticity SNRAcoustic to Vortical TF

Page 14: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

PVC is present in the flowfield at the three highest swirl numbers; PVC is has significant turbulent kinetic energy

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Page 15: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Analysis of the dynamical features of the flow field includes both POD and azimuthal decomposition

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, , ,u t x r ˆ , , ,u x r

Fourier Transform

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,

0

1ˆ ˆ( , , ) ( , , , )2

im

i m iB r x u r x e d

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M-modes provide information about the symmetry of the disturbance field

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Axisymmetric(like response

to acoustic forcing)

Non-axisymmetric(like PVC)

Non-axisymmetric(like PVC)

Page 17: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

A PVC manifests itself predominantly in m=1 and m=-1 motions with a very small response at mode m=0

17Decomposition performed at r/D = 0.7

Azimuthal Decomposition Modes

Decomposition at PVC Frequency

Page 18: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Mode m=0 does not show a response to a forcing frequency of 600 Hz at swirl numbers that produce a PVC

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PVC Present

Azimuthal Decomposition Modes

Decomposition performed at r/D = 0.5

600 Hz

Page 19: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

When forcing at 600 Hz, only the PVC frequency shows a response at m=1 and m=-1

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Decomposition performed at r/D = 0.5

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Shear layer disturbance growth rates are negative for cases with PVC, indicating response suppression

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Disturbance Growth Rate – 700 Hz

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Shear layer disturbances do not grow or only minimally grow over a large range of frequencies

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Page 22: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Shear layers become less sensitive to acoustics with PVC due to shear layer thickening. Streamwise location: x/D = 0.3

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Streamwise Velocity Swirling Velocity

Page 23: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Study demonstrates how a PVC can suppress the receptivity of a swirling flow field to longitudinal acoustic forcing

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—Receptivity of the shear layers was analyzed using both experiment and linear stability analysis

—Shear layer receptivity is suppressed by a PVC as a result of shear layer thickening, which alters the growth rate of external disturbances in the flow field

FlameHeat ReleaseFluctuations

(q’)

CombustorAcoustic

Fluctuations(p’,u’)

VelocityCoupling

Page 24: Combustion Instability: Mechanisms and Suppressionyju/1st-near-limit-flames-workshop/presentations/OConnor_Limit...Flow State No VB No VB No VB Intermittent VB Weak PVC PVC Strong

Acknowledgements

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Mark Frederick (UG), Sean Clees (UG), Ben Mathews (UG), Sam Hansford (MS) Penn State Erickson Discovery Grant

Kiran Manoharan (PhD) and Dr. Santosh Hemchandra –IISc-Bangalore

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Questions?

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Jacqueline O’Connor, Ph.D.Mechanical and Nuclear EngineeringPennsylvania State Universitysites.psu.edu/ccpp/

Combustion Instability:Mechanisms and Suppression

FlameHeat ReleaseFluctuations

(q’)

CombustorAcoustic

Fluctuations(p’,u’)