1967
DOI: 10.2514/3.4328
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Free-flight base pressure and heating measurements on sharp and blunt cones in a shock tunnel.

Abstract: Nomenclature H t = freestream total enthalpy h w = static enthalpy at cone surface M s = local Mach number preceding base shoulder Moo = freestream Mach number p b = base pressure at cone center line p s = local surface pressure preceding base shoulder p t2 = freestream pitot pressure POO = freestream static pressure q b = base heat-transfer rate at cone center line q Q = stagnation-point heat-transfer rate for hemisphere of radius Rb R b = base radius of cones (Fig. 1) R n = nose radius of blunted cone (Fig. … Show more

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Cited by 17 publications
(4 citation statements)
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References 6 publications
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“…Additional flight data are available from Cassanto [7] on 10°cones with blunting ratios up to 0.6. The data of Lockman (1967) using wiresupported models in a wind tunnel exhibited a systematic variation of nose blunting. Pick (1972) fired free flight sharp cones in a wind tunnel over a range of Mach number, Reynolds number, and angle of attack.…”
Section: Experimental Flow Conditions and Geometriesmentioning
confidence: 95%
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“…Additional flight data are available from Cassanto [7] on 10°cones with blunting ratios up to 0.6. The data of Lockman (1967) using wiresupported models in a wind tunnel exhibited a systematic variation of nose blunting. Pick (1972) fired free flight sharp cones in a wind tunnel over a range of Mach number, Reynolds number, and angle of attack.…”
Section: Experimental Flow Conditions and Geometriesmentioning
confidence: 95%
“…Shown in Fig. 21 is Bulmer's laminar flight data for 9°cones with Lockman's (1967) measurements on 15°cones with blunting from zero to 40%. Lockman's data fall below the correlation line for Bulmer's data just as did the corresponding pressure measurements (Fig.…”
Section: Laminar Flowmentioning
confidence: 99%
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“…1 -5 -8 This paper is concerned with the further development of telemetry for the afterbody heat-transfer measurements presented in Ref. 9. In particular, increased system sensitivity and shielding techniques were developed where heating rates were low and where the measurement is likely to be obscured by noise produced by a hot plasma in the bow shock layer and wake of the model.…”
Section: Heat-transfer Telemetry For Models Using Thermocouple Sensorsmentioning
confidence: 99%