Mathematical model of cavitation under the influence of a single stretching pulse
Journal: Discrete and Continuous Models and Applied Computational Science (Vol.27, No. 1)Publication Date: 2019-11-20
Authors : Nikolay Kravchenko; Dmitry Kulyabov;
Page : 49-59
Keywords : numerical simulation; cavitation; mathematical model of cavitation;
Abstract
This paper describes the created mathematical model that allows you to explore the dynamics of cavitation bubbles under the influence of a single negative pressure pulse. The time dependence and coordinates of the parameters of the carrier phase, the temperature and pressure of the vapor phase, the concentration and size of the bubbles are determined numerically. It is concluded that the model created gives a good agreement between the calculated and experimental data.
Other Latest Articles
- Software for the numerical solution of first-order partial differential equations
- The symbolic problems associated with Runge-Kutta methods and their solving in Sage
- Parallel algorithm for numerical solution of heat equation in complex cylindrical domain
- Heavy outgoing call asymptotics for retrial queue with two way communication and multiple types of outgoing calls
- Efficient computational scheme for ion dynamics in RF-field of Paul trap
Last modified: 2020-08-31 19:27:45