Zobrazeno 1 - 9
of 9
pro vyhledávání: '"Huang Jing-chuan"'
Autor:
Huang Jing-chuan
Publikováno v:
Applied Mathematics and Mechanics. 15:455-459
In this paper, the cause of cavitation noise limiting value is analyzed, and the determining method of cavitation noise limiting value of body is given.
Autor:
Huang Jing-chuan
Publikováno v:
Applied Mathematics and Mechanics. 14:555-558
In this paper the mathematical model of bubble group noise are introduced under the arbitrary conditions by using the method of Euler. The calculation indicates that the simulation results consist with the measured value.
Autor:
Huang Jing-chuan
Publikováno v:
Applied Mathematics and Mechanics. 13:763-766
Employing the available theory, the analogue simulation criterion of the cavitation is introduced to provide the basis for the analogue simulation of the cavitation.
Autor:
Huang Jing-chuan, Han Cheng-cai
Publikováno v:
Applied Mathematics and Mechanics. 13:359-367
The influences of gas nucleus scale on cavitation are analysied in this paper. The results show that there are different inception conditions, growth and collapse processes of bubble for the gas nucleus with different scale. The influences should be
Autor:
Huang Jing-chuan
Publikováno v:
Applied Mathematics and Mechanics. 11:773-778
The paper analyzes the noise at inception and collapse of an isolated bubble cavity filled with gas and vapour. The expressions and their numerical solutions of the sound pressure and the vibration velocity are presented.
Autor:
Huang Jing-chuan
Publikováno v:
Applied Mathematics and Mechanics. 14:1019-1021
The present paper analyzes the relationship between the body speed and the cavitation noise. The results indicate that there is the limiting value of cavitation noise.
Autor:
Huang Jing-chuan
Publikováno v:
Applied Mathematics and Mechanics. 10:259-263
Employing Rayleigh's method, the collapse of a vaporous bubble in an incompressible liquid with surface tension is analysed. The expressions of time versus radius, bubble-wall velocity and pressure developed at collapse are thus introduced.
Autor:
Huang Jing-chuan
Publikováno v:
Applied Mathematics and Mechanics. 10:163-166
The growth, equilibrium and stabilization of free gas nucleus are analyzed. It is shown that the cavitation results from growth of free gas nucleus to critical radius and conditions of cavitation have been derived.