2006TRANSACTIONS OF THE JAPAN SOCIETY OF MECHANICAL ENGINEERS Series BOpen access

Measurement of Strength of Shock wave Propagating in Tube

Shinta Toriumi, M. Endo, Takanori Yamazaki, Junjiro IWAMOTO

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Abstract

Mach number of shock wave propagating in a pipe is usually estimated by techniques using an average velocity of shock, a pressure history, etc. Mach number obtained from the pressure histories of the shock propagating between two stations is the averaged one between the stations. To obtain a local shock Mach number at a certain station, the pressure jump across the shock from a single pressure history is often used. In this case the pressure history is filtered, which makes it difficult to evaluate the local Mach number correctly. In this paper a dynamic characteristic of the pressure transducer is examined and a step response of pressure is utilized to obtain the local Mach number.

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Mach number of shock wave propagating in a pipe is usually estimated by techniques using an average velocity of shock, a pressure history, etc. Mach number obtained from the pressure histories of the shock propagating between two stations is the averaged one between the stations. To obtain a local shock Mach number at a certain station, the pressure jump across the shock from a single pressure history is often used. In this case the pressure history is filtered, which makes it difficult to evaluate the local Mach number correctly. In this paper a dynamic characteristic of the pressure transducer is examined and a step response of pressure is utilized to obtain the local Mach number.

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Available abstract

Mach number of shock wave propagating in a pipe is usually estimated by techniques using an average velocity of shock, a pressure history, etc. Mach number obtained from the pressure histories of the shock propagating between two stations is the averaged one between the stations. To obtain a local shock Mach number at a certain station, the pressure jump across the shock from a single pressure history is often used. In this case the pressure history is filtered, which makes it difficult to evaluate the local Mach number correctly. In this paper a dynamic characteristic of the pressure transducer is examined and a step response of pressure is utilized to obtain the local Mach number.

Key concepts: Mach number, Mach wave, Shock tube, Shock (circulatory), Moving shock, Shock wave, Mechanics, Jump

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