## Sumrnary Linear equations have been derived for the motion of a fluid with suspended impurities. The nature of the impurities is characterised by a Β’ontinuous parameter which varies over a finite interval. It is proved that, under certain assumptions, the velocity fields can be described by a f
Note on the equations of motion of a fluid with suspended particles or gas bubbles
β Scribed by Sparenberg, J. A.
- Publisher
- Springer
- Year
- 1964
- Tongue
- English
- Weight
- 255 KB
- Volume
- 14
- Category
- Article
- ISSN
- 0003-6994
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β¦ Synopsis
Linear equations have been derived which approximately describe the motion of a m i x t u r e consisting of N components. In eaeh point of the domain of flow N velocity vectors, one for each component, have been assumed. It is shown t h a t these velocity fields can be described by N potential functions. An application is given by eonsidering a sound w a r e passing through a water-air bubble mixture.
π SIMILAR VOLUMES
wh'ere the critical temperature Tc has been introduced. Equation (3) leads to a positive value of vm,n only when 27 r< Tc. In this case there exists a smallest value of w 2 on an isotherm. For T= Te we get, from equation ( 3), vm,n > vc. That leads to pm,n <p~, contrary to the expectation of Mannhe