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Physical and Mathematical Model and Method of Calculation of Hydrotransportation of Solid Monodisperse Particles

Natural and Scientific Research-Geography

Authors

  • Kondratiev Alexander Sergeevich Doctor of Technical Sciences, professor of the department of Hydraulics of Moscow State Machine-Building University (MSMBU). E-mail: ask41@mail.ru
  • Shvydko Pavel Petrovich An engineer of the department of Hydraulics, Moscow City Machine-Building University (MCMBU). E-mail: Shvydko.P@gmal.com
Tags:
Head loss , Particles , Speed , The volume fraction of solid phase.

How to link insert

Kondratiev, A. S. & Shvydko, P. P. (2017). Physical and Mathematical Model and Method of Calculation of Hydrotransportation of Solid Monodisperse Particles Bulletin of the Moscow City Pedagogical University. Series "Pedagogy and Psychology", 2017, №2 (26),
References
1. Kondrat'ev A.S., Shvy'd'ko P.P. Dvizhenie polidispersnoj smesi tverdy'x chasticz v gorizontal'noj trube: raschetnaya model' i sravnenie s e'ksperimentom // Sbornik dokladov XI Vseros. s''ezda po fund. probl. teoret. i prikl. mexan. Kazan', 2015. S.1921-1923.
2. 2. Kondrat'ev A.S. Raschet techeniya v prizmaticheskix trubax s ispol'zovaniem modeli ploskogo techeniya // Teoreticheskie osnovy' ximicheskoj texnologii. 2009. T. 43.
3. № 4. S 459-465.
4. 3. Kondrat'ev A.S., Shvy'd'ko P.P. Opredelenie skorosti dvizheniya gidrosmesej v pripoverxnostnoj zone techeniya // Problemy' aksiomatiki v gidro-gazodinamike: sb. st.
5. № 28. S. 344-353.
6. 4. Kondrat'ev A.S, Shvy'd'ko P.P. Kriticheskaya skorost' transportirovaniya mono-dispersny'x mineral'ny'x gidrosmesej // Izv. MGTU «MAMI». № 1 (23). T. 4. 2015.
7. S. 49-55.
8. 5. Fort'eA. Mexanika suspenzij. M.: Mir, 1971. 264 s.
9. 6. Gillies R.G., Shook C.A., Xu J. Modeling Heterogeneous Slurry Flow at High Velocities // Can. J. Chem. Engin. 2004. V. 82 (5). P. 1060-1065.
10. 7. Norman J.T., Navak H.V., Bonnecaze R.T. Migration of buoyant particles in low — Reynolds — number pressure — driven low // J. Fluid Mechanics. 2005. V. 523. P. 1-28.
11. 8. Roco M.C., Shook C.A. Modeling of Slurry Flow: The Effect of Particle Size //
12. Can. J. Chem. Engin. 1983. V. 61 (4). P. 494-503.
13. 9. Shaan J., Summer R.J., Gillies R.G., Shook C.A. The Effect of Particle Shape on Pipeline Friction for Newtonian Slurries of Fine Particles // Can. J. Chem. Engin. 2000.
14. V. 78 (4). P. 717-725.
15. Souza Pinto T.C., Moraes Junior D., Slatter P.T., Leal Filho L.S. Modelling the critical velocity for heterogeneous flow of mineral slurries // Inter. Jour. Multiph. Flow. 2014. V. 65. P. 31-37.
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