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Characteristic overpressure of a supersonic transport of given length in a homogeneous atmosphere

Published online by Cambridge University Press:  04 July 2016

L B. Jones*
Affiliation:
University of Bradford

Extract

In recent years many investigations have been made into ways of reducing the pressure jumps across the shock waves resulting from supersonic transports. Lately Warren has stated that a quantity which typifies a sonic bang and in particular with regard to its effect on structures is the characteristic overpressure. The characteristic overpressure is the ratio of four times the running integral of the overpressure to the time interval between the first and last shock in the signature. The work on the pressure jumps across the shock waves and the resulting lower bound values have to be modified when the characteristic overpressure is considered. This note describes a preliminary investigation into methods of obtaining the lower bound values for the characteristic overpressure.

Type
Technical notes
Copyright
Copyright © Royal Aeronautical Society 1977 

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References

1. Warren, C. H. E. A significant single quantity that typifies a sonic bang. Journal of the Acoustical Society of America, Vol 51, No 1 (Part 2), p 418. 1972.Google Scholar
2. Jones, L. B. Lower bounds for sonic bangs. Journal of the Royal Aeronautical Society, Vol 65, p 433, June 1961.Google Scholar
3. Jones, L. B. Lower bounds for sonic bangs in the far field. Aeronautical Quarterly, Vol XVIII, p 1, February 1967.Google Scholar
4. Jones, L. B. Lower bounds for the pressure jump of the bow shock of a supersonic transport. Aeronautical Quarterly, Vol XXI, p 1, February 1970.Google Scholar
5. Jones, L. B. Lower bounds for the pressure jumps of the shock waves of a supersonic transport of given length. Aeronautical Quarterly, Vol XXIII, p 62, February 1972.Google Scholar
6. Whitham, G. B. The flow pattern of a supersonic projectile. Communications on Pure and Applied Mathematics, Vol 5, p 301, 1952.Google Scholar
7. Walkden, F. The shock pattern of a wing-body combination far from the flight path. Aeronautical Quarterly, Vol IX, p 164, May 1958.Google Scholar