Small Motions of Liquid with Surface Energy Dissipation
| Authors: Stepanova M.I., Temnov A.N. | Published: 09.09.2013 |
| Published in issue: #4(43)/2011 | |
| DOI: | |
| Category: Mechanics | |
| Keywords: Laplace equation, Bernoulli equation, undisturbed liquid motion, energy balance law, operators in Hilbert space, Cauchy problem, evolution problem | |
A problem on small motions of incompressible liquid flowing out of an arbitrary-shape tank through a flat outlet surface is stated and partially investigated. The solution to the problem can be used for analysis of the fuel redistribution effect in order to obtain the maximum increment of the available power of rocket-launchers with packet configuration.