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THE LOCAL VELOCITY VARIATION OF GEORGE CONSTANTINESCU'S SONIC TRANSMISSION ON AN INFINITE PIPE IN A CASE OF BAROTROPIC FLOW


TOPLICEANU LILIANA, VIZILIU GABRIELA
UNIVERSITY OF BACĂU, "SPIRU HARET" COLLEGE OF TECUCI

Issue:

MOCM, Number 6

Section:

Issue No. 6 (2000)

Abstract:

On present the numerical integration of the hyperbolic system of partial differential equations that define the pressure wave propagation on an infinite pipe line, in specific boundary condition for the case of George Constantinescu's sonic transmission of energy by vibration.

Keywords:

wave propagation, numerical solution, sonic transmissions.

Code [ID]:

MOCM200006V00S01A0045 [0000581]


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