Estimating variance of second-order derivatives of an aerodynamic rolling moment coefficient with respect to attack and yaw angles of a rotary body with small irregular surface distortions at supersonic flow

Autor: R. K. Shvaleva, Yu. A. Mokin, S. T. Kalashnikov
Rok vydání: 2020
Předmět:
Zdroj: HIGH-ENERGY PROCESSES IN CONDENSED MATTER (HEPCM 2020): Proceedings of the XXVII Conference on High-Energy Processes in Condensed Matter, dedicated to the 90th anniversary of the birth of RI Soloukhin.
ISSN: 0094-243X
DOI: 10.1063/5.0031796
Popis: The paper is devoted to one of acute issues of determining aerodynamic properties of high-speed reentry vehicles (HSRV) of the rotary-body shape with small irregular surface distortions of a composite thermal protection coating, i. e. an issue of assessment of a scale of variance D{ mxαα },D{ mxββ },D{ mxαβ } of second-order derivatives of aerodynamic disturbance rolling moment coefficient mx with respect to attack and yaw angles α and β, respectively, at a zero spatial angle of attack. An approximate analytical integral solution of the posed problem for a rotary body with a given autocorrelated function of irregular distortions of its surface is obtained on the basis of Fourier expansion of the surface distortion and a method of differential locality hypothesis used to evaluate pressure variations. The obtained solution is qualitatively analyzed. A curve of practically ultimate values of mxαα,mxαβ,mxββ at 3σ{ mxαα } versus a degree of correlation dependence for the modeled autocorrelated function of irregular surface distortions of a sharp 10°-cone is provided.
Databáze: OpenAIRE