1958
DOI: 10.2514/8.7517
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Theory of Stagnation Point Heat Transfer in Dissociated Air

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Cited by 802 publications
(443 citation statements)
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“…Overall, a total combined uncertainty of ±10 % is estimated, including a ±5 % uncertainty in the calibration of the thermal properties of the gauges ( ρc p k) g , a ±2 % in the calibration of resistivity α R and system error of 3 % (input voltage, measurement resolution angain calibration). Validation based on the measurement of stagnation heat transfer on a 5-mm-radius hemispherical nose finds a repeatability of q o,N = 132.6 W/cm 2 ± 1.3 % , with similarly good agreement with theory (Fay and Riddell 1958), thus corroborating the conservative measure of the specified uncertainties (note uncertainties in Table 1 are effectively systematic).…”
Section: Methodssupporting
confidence: 49%
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“…Overall, a total combined uncertainty of ±10 % is estimated, including a ±5 % uncertainty in the calibration of the thermal properties of the gauges ( ρc p k) g , a ±2 % in the calibration of resistivity α R and system error of 3 % (input voltage, measurement resolution angain calibration). Validation based on the measurement of stagnation heat transfer on a 5-mm-radius hemispherical nose finds a repeatability of q o,N = 132.6 W/cm 2 ± 1.3 % , with similarly good agreement with theory (Fay and Riddell 1958), thus corroborating the conservative measure of the specified uncertainties (note uncertainties in Table 1 are effectively systematic).…”
Section: Methodssupporting
confidence: 49%
“…With this in mind, the complete q ′ max dataset is first evaluated against the well-established hypersonic stagnation heat transfer relations deriving from the work of Fay and Riddell (1958) and Kemp et al (1959). For 2D configurations, and based on the peak heating at R 1 over tall cylindrical obstacles, Crabtree et al (1970) bring forward the following relation:…”
Section: Stagnation Heatingmentioning
confidence: 99%
“…The heat §uxes obtained in the experiments are nondimensionalized by q 0 ratabled using the Fay£s and Riddell£s formula for the critical point on sphere [19]. Under the conditions of UT-1 wind tunnel (in presence of moisture, dust in free stream, and other reasons), the actual heat §ux on the model can exceed this value.…”
Section: Resultsmentioning
confidence: 99%
“…The heat flux is calculated integrating the time evolution of the temperature measured by a Medtherm coaxial thermocouple (type K) that is flush mounted at the stagnation point. Then the heat flux is converted to the total enthalpy of the flow using semi-empirical correlations based on the similarity solution of the boundary layer, as proposed by Fay and Riddell [28] or by Sutton and Graves [29]. The accuracy expected for this kind of measurements is estimated to be approximately 15%.…”
Section: Sensors and Probesmentioning
confidence: 99%