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ERCOFTAC Bulletin - Centre Acoustique

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and potential fatigue. However, the convection of the hot<br />

spots (entropy waves) also generates noise [11]. Hence,<br />

these two elements are intrinsically linked the hot zones<br />

both influencing aerodynamics, aeroacoustics and life.<br />

The flow in passage containing the blades, is connected<br />

by a cavity like (rim seal) zone to the internal cooling system.<br />

Rim seal flows are also, in themselves, intrinsically<br />

unsteady (see O’Mahoney et al. [12]). They involve complex<br />

three-dimensional shear layers. These impinge on<br />

downstream surfaces, thus generating an acoustic feedback<br />

loop. The blade passing may also potentially excite<br />

shear layer cavity interaction resonances or underling unsteady<br />

rotor-stator cavity flows.<br />

Through the development bypass ratio engines the jet<br />

noise is substantially reduced. Consequently, Tyler and<br />

Sofrin [13] explored compressor/fan noise arising from<br />

rotating pressure fields spinning with the compressor rotors.<br />

Fan noise has both tonal and broadband components<br />

[14]. Also, the unsteady rotor-stator interactions<br />

will produce sound, notably the interaction of the<br />

rotor wakes and tip vortices with downstream stators.<br />

These mechanisms will also give rise to aerodynamic loss.<br />

Hence, there is a key link between aeroacoustics and<br />

aerodynamics. This is particularly so when it is noted<br />

that acoustic feedback can substantially modify the mean<br />

flow. When exploring flow control, the link can become<br />

even clearer. For example, trailing edge ejection can be<br />

used to fill in low momentum zones in wakes. This will<br />

improve aerodynamic performance but also can reduce<br />

noise. Perforated aerodynamic surfaces on intakes can<br />

both be used to reduce noise and potentially improve<br />

aerodynamic performance [15].<br />

(a) (b)<br />

(c) (d)<br />

Figure 2: Open rotor intake and duct grid views along<br />

with total pressure contours (mid-section plane of a nonbifurcated<br />

intake).<br />

As outlined in Eastwood [16], in a real engine upstream<br />

of the nozzle, there is a compressor, combustor and turbine.<br />

There are also numerous other associated geometrical<br />

features. It has been supposed for some time that<br />

these may influence the jet noise itself [17] [18]. As noted<br />

by Moore [17] the engine internal noise can modify the jet<br />

structure. Hence, as can be seen from the above although<br />

noise is a byproduct of turbulent flow it can also influ-<br />

ence the flow structure itself. Indeed, Epstein et al. [19]<br />

explored to use noise to control compressor stability and<br />

[20] separation control on airfoils. Ffowcs-Williams [21]<br />

also outlines the potential of noise to both reduce/cancel<br />

noise and also enhance aerodynamic performance. The<br />

latter are not unchartered waters and pose great research<br />

challenges. Nonetheless, the rich flow physics and acoustics<br />

insights provided by LES, along with the potential<br />

to precisely control excitations might enable us to make<br />

advances in the area of using sound to reduce sound and<br />

also aerodynamic losses. Hence, there seems a crucial<br />

need to treat aerodynamics and aeroacoustics more holistically.<br />

(a) (b)<br />

Figure 3: Multiblock grid zones and instantaneous axial<br />

velocity contours for a heated jet nozzle-pylon-wing-flap<br />

simulation.<br />

Turbochargers (see Baines [22], Winterbone, Nikpour<br />

and Frost [23]) are subjected to pulsating flow from engine<br />

exhausts. As shown by Baines this can alter the<br />

efficiency by nearly 30%. This pulsation might also be<br />

a factor in generating excessive turbocharger noise. For<br />

radial compressors the impeller blade wakes, as well as<br />

resulting in an aerodynamic performance penalty can result<br />

in fatigue and also substantial acoustic related problems<br />

[24]. Blanco et al. [25] observe that there is a substantial<br />

acoustic coupling between the rotor, volute and<br />

piping system for centrifugal pumps. Hence, they perform<br />

CFD simulations that are coupled to a model for<br />

the piping system acoustic modes<br />

1.3 Role of LES<br />

The use of acoustics to positively control flow is far from<br />

a new idea. Unfortunately, acoustic fluctuation amplitudes<br />

are low relative to for example that of the turbulence.<br />

The acoustic energy levels needed to exert substantial<br />

flow control can be high (sound pressure levels of<br />

around 100 dB) [20] and there is frequency dependence.<br />

However, an area of worthwhile exploration would perhaps<br />

be to see if ambient noise could be used to produce<br />

some modest positive gain. Certainly, with aero<br />

engines fractions of a percent in efficiency are of tremendous<br />

economic importance. LES solutions readily reveal<br />

both flow structural and acoustic information (see,<br />

for example, the Figure 1 chevron jet flow LES). Hence,<br />

complex interactions can be more readily observed and<br />

understood. Techniques are available to correlate acoustic<br />

signatures with flow events. An adjoint process does<br />

not seem unreasonable where the influence of the acoustic<br />

events on the flow can be explored and adjustments<br />

made to use the acoustic signatures to positively influence<br />

the flow. At a simple level, an acoustic source term<br />

at a fixed frequency could be added to numerical solutions.<br />

The resulting flow field could be Fourier analyzed.<br />

Variations in response at the frequency of excitation or<br />

harmonics of it could be indicative of the impact of the<br />

acoustic source on the acoustic or flow field. These two<br />

aspects could be separated out by a spatial Fourier transform<br />

and hence looking at phase velocities.<br />

<strong>ERCOFTAC</strong> <strong>Bulletin</strong> 90 41

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