Submit an Article
Become a reviewer
Vol 44 Iss. 3
Pages:
28-33
Download volume:
RUS
Article

On the condition of continuity in hydrodynamics

Authors:
N. P. Neronov
Date submitted:
1963-09-06
Date accepted:
1963-11-02
Date published:
1964-04-28

Abstract

The condition of continuity (continuity) was first given for the general case in analytical form by Euler, and then later in a different form by Lagrange.In this paper, the motion of the medium is described by means of Euler variables, which are related by Taylor series with Lagrange variables. The first part of the paper relates to a one-component fluid, the second to a two-component fluid.

Область исследования:
Mining
Funding:

None

Go to volume 44

Similar articles

Prof. N. P. Neronov
1964 P. A. Zhuravlev, A. F. Zakharevich
On the work of Prof. M. I. Akimov “On Bessel functions of many variables and their applications in mechanics”
1964 N. P. Neronov
Influence of strain rate on plasticity of materials
1964 E. O. Shvaikovskaya, A. I. Nikolaeva, A. G. Bobrov
β-Spectra of RaD
1964 A. A. Bashilov, L. S. Chervinskaya
Review of theoretical studies on determination of dynamic forces in mine hoisting ropes
1964 P. A. Zhuravlev, A. F. Zakharevich
A new method for solving the laminar boundary layer equations
1964 L. A. Kulonen