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Flying hot-wire anemometry

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Abstract

A flying hot-wire arrangement has been developed for the measurement of the velocity characteristics of the flow around airfoils, and particularly in regions where negative values of instantaneous velocity occur. The mechanism and signal processing system are described and appraised by comparing stationary and flying wire measurements obtained in the trailing edge region of a flap at an angle of attack which leads to upper-surface separation.

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Abbreviations

〈〉:

time averaged quantity

E :

voltage from hot wire anemometer

Q, φ:

magnitude and direction of cooling velocity viewed from a frame of reference on the probe: 〈Q〉=〈U〉+〈V p

q 1, q 2, q 3 :

cooling velocity fluctuations oriented with respect to the φ-direction

Q eff :

magnitude of effective cooling velocity measured by the hot wire: Q eff = (Q N1 2 + h 2 Q N2 2 + k 2 Q T 2 1/2

t :

time

q eff :

fluctuations of the effective cooling velocity

Q N1, Q N2, Q T :

axial, normal and tangential components of the cooling velocity relative to the hot wire

Q eff (Ψ= 10°):

magnitude of the effective cooling velocity with

Q eff (Ψ = 0°) Q eff (α = 30°):

magnitude of the effective cooling velocity with the wire pitched at 10 ° and 0° to the flow velocity

Q eff (α = 45°) Q eff (α = 30°):

magnitude of the effective colling velocity with the wire yawed at 45° and 30° to the flow velocity

U, θ:

magnitude and direction of flow velocity

u, v, w :

flow velocity fluctuations (x, y, z)

u 1, u 2, u 3 :

normalised fluctuations of cooling velocity: u i=q iQ〉 for i=1,2,3

V p, β:

magnitude and direction of probe velocity

v p :

probe velocity fluctuations along the β-direction

α:

yaw angle of hot wire relative to the probe axis

Δ:

angle of mean flow velocity to the probe axis

γ:

angle of mean axial cooling component to mean cooling velocity viewed from the wire

ψ:

pitch angle of probe axis relative to tunnel coordinates (x, y, z)

x, y, z :

orthogonal coordinate system with the x-direction aligned with the wall (boundary layer) or tunnel centre-line (wake)

x w, y w, z w :

orthogonal coordinate system with the z w-direction aligned with the wire and the probe pintels in the x w- z w plane

References

  • Adair, D.; Thompson, B. E.; Whitelaw, J. H., 1983: Measurements and calculations of a two-dimensional separating boundary layer and the downstream wake. 2nd Symposium on Physical and Numerical Aspects of Aerodynamic Flows, Long Beach. Berlin, Heidelberg, New York (in Press)

  • Castro, I. P.; Cheun, B. S., 1982: The measurement of Reynolds stresses with a pulsed-wire anemometer. J. Fluid Mech. 118, 41

    Google Scholar 

  • Champagne, F. H.; Sleicher, C. A., 1967: Turbulence measurements with inclined hot-wires. J. Fluid Mech. 28, 177

    Google Scholar 

  • Coles, D.; Cantwell, B.; Wadcock, A., 1978: The flying hot wire and related instrumentation. NASA CR 3066

  • Coles, D.; Wadcock, A., 1979: Flying hot-wire study of flow past an NACA 4412 airfoil at maximum lift. AIAA 17, 321

    Google Scholar 

  • Durst, F.; Melling, A.; Whitelaw, J. H., 1981: Prinicples and practive of laser-doppler anemometry. 2nd Ed. London, New York: Academic Press

    Google Scholar 

  • Gibson, M. M.; Verriopoulos, C.; Vlachos, N. S., 1983: Turbulent boundary layer on a mildly curved convex surface: Part I. Mean flow velocity and turbulence measurements. Imperial College Report FS/83/6

  • Muller, U. R., 1982: On the accuracy of turbulence measurements with inclined hot wires. J. Fluid Mech. 119, 115

    Google Scholar 

  • Nakayama, A., 1983: Measurements of attached and separated turbulent flows in the trailing-edge regions of airfoils. 2nd Symposium on Physical and Numerical Aspects of Aerodynamic Flows, Long Beach. Berlin, Heidelberg, New York: Springer

    Google Scholar 

  • Ribeiro, M. M., 1976: The turbulence structure of free jet flows with and without swirl. PhD. thesis, University of London

  • Rodi, W., 1971: A new method for analysing hot-wire signals and its evaluation in a round jet. Imp. College Mech. Eng. Rept ET/TN/B/10

  • Simpson, R. L., Chew, Y.; Shivaprasad, B. G., 1981: The structure of a separating turbulent boundary layer, Part 2. J. Fluid Mech. 113, 53

    Google Scholar 

  • Simpson, R. L.; Strickland, J. H.; Barr, P. W., 1977: Features of a separating turbulent boundary layer in the vicinity of separation. J. Fluid Mech. 79, 553

    Google Scholar 

  • Thompson, B. E., 1983: Appraisal of a flying hot-wire anemometer. DISA Information (in press)

  • Thompson, B. E.; Whitelaw, J. H., 1982: A turbulent boundary layer approaching separation. Walt-Festschrift Volume, p. 253. Berlin, Heidelberg, New York: Springer

    Google Scholar 

  • Watmuff, J. H.; Perry, A. E.; Chong, M. S. 1983: A flying hot-wire system. Exp. Fluids 1, 63–71

    Google Scholar 

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Thompson, B.E., Whitelaw, J.H. Flying hot-wire anemometry. Experiments in Fluids 2, 47–55 (1984). https://doi.org/10.1007/BF00266318

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  • DOI: https://doi.org/10.1007/BF00266318

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