DOI: 10.22215/etd/2016-11667
|View full text |Cite
|
Sign up to set email alerts
|

Experimental Characterization of Turbulent Motions Using Wall-Pressure Measurements in Low Reynolds Number Turbulent Boundary Layers

Abstract: The wall-pressure fluctuations induced by low Reynolds number turbulent boundary layers are experimentally studied using flush-mounted microphones. The spatial coherence of the energy is characterized using traditional time-averaged statistical descriptors. A novel analysis is developed, based on the wavelet transform, to study the organization of coherent turbulent events, and their corresponding wall-pressure signatures. This analysis identified that induced irrotational motions/entrained fluid, between neig… Show more

Help me understand this report

Search citation statements

Order By: Relevance

Paper Sections

Select...
2
1
1
1

Citation Types

0
19
0

Publication Types

Select...
4
1

Relationship

0
5

Authors

Journals

citations
Cited by 8 publications
(27 citation statements)
references
References 96 publications
(412 reference statements)
0
19
0
Order By: Relevance
“…It is universally accepted that viscous effects dominate in this region and thus the spectrum best collapses when scaled based on kinematic viscosity, ν, and other inner layer variables (wall shear stress, τ w ; and friction velocity, u τ ) [7]. Early measurements conducted by Schewe [31] within this frequency region indicated a dependence of the spectrum on ω −7/3 , however more recent measurements with smaller transducer sizes have shown an attenuation slope ranging from ω −5 to ω −7 for very high frequencies [8,17,22,23,26,28,30]. The transition from the ω −7/3 minor decay region to the larger decay region seems to relate to the transition from the buffer layer to the viscous sub-layer within the TBL [17].…”
Section: Figure 15mentioning
confidence: 98%
See 3 more Smart Citations
“…It is universally accepted that viscous effects dominate in this region and thus the spectrum best collapses when scaled based on kinematic viscosity, ν, and other inner layer variables (wall shear stress, τ w ; and friction velocity, u τ ) [7]. Early measurements conducted by Schewe [31] within this frequency region indicated a dependence of the spectrum on ω −7/3 , however more recent measurements with smaller transducer sizes have shown an attenuation slope ranging from ω −5 to ω −7 for very high frequencies [8,17,22,23,26,28,30]. The transition from the ω −7/3 minor decay region to the larger decay region seems to relate to the transition from the buffer layer to the viscous sub-layer within the TBL [17].…”
Section: Figure 15mentioning
confidence: 98%
“…Early measurements conducted by Schewe [31] within this frequency region indicated a dependence of the spectrum on ω −7/3 , however more recent measurements with smaller transducer sizes have shown an attenuation slope ranging from ω −5 to ω −7 for very high frequencies [8,17,22,23,26,28,30]. The transition from the ω −7/3 minor decay region to the larger decay region seems to relate to the transition from the buffer layer to the viscous sub-layer within the TBL [17]. There is not much consensus in literature with regards to the behavior of the spectrum in the high frequency region, as opposed to other regions, due to the fact that sensors with finite transducer sizes act as low-pass filters in terms of their frequency content measurement capabilities.…”
Section: Figure 15mentioning
confidence: 99%
See 2 more Smart Citations
“…There is also an uncertainty associated with the microphones. This was discussed by Van Blitterswyk [91]. The manufacturer's calibration uncertainty is ± 0.3 dB (1.04 Pa), rel 1 Pa and this includes the uncertainties relating to the pre-amplifier gain, non-linearity, repeatability and rounding errors.…”
Section: Measurement Uncertaintymentioning
confidence: 99%