The equation of continuity of flow. Underground Hydrome

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"General and Underground Hydromechanics" on "flow continuity equation"Table of contentsIntroduction 31. The flow continuity equation 51.1 The continuity equation for the elementary streams of liquid 71.2 The continuity equation in the form of hydraulic fluid flow under steady motion 92. Derivation of continuity equation for a homogeneous flow of a compressible fluid in a deformable porous medium 11Conclusions 15References 16References1. Fables KS, Cochin, IN, Maksimov VM.,. Underground Hydromechanics: Textbook for universities. Moscow: Publishing House "Nedra", 1993. pp. 36-37. ISBN 5-247-02323-4.2. Encyclopedia technology. BM : Academic, 2000-2014 r.3. Yakovenko VA, GA Zaborowski, Yakovenko SV.,. General Physics. Mechanics. Minsk RIVSH Publishing, 2008. pp. Gl.8.3-8.4. ISBN 978-985-500-212-4.4. Professor Yakovenko VA Lecture №20 stationary fluid motion. The continuity equation of the jet. Bernoulli equation for a perfect fluid and its application. Torricelli´s Law. Reaction flowing stream. [Physics Department] Minsk: Belarusian State Pedagogical University. Maxim Tank 2008 r. The electronic version of lectures under the heading "Mechanics" General Physics. Approved 24.09.2008 r .; Registration number TD-A.026 / type.5. Aleksandrov NV Yashkin AY.,. Course of general physics. Mechanics. Moscow: Publishing Education, 1978. pp. 269-297.6. Sazanov II Hydraulics. Lecture notes. Textbook. Moscow: Publishing House "STANKIN", 2004. pp. 73-81.7. Wikimedia Foundation, Inc. Equation nepreryvnorsti. 2014 r.8. Barenblatt GI Entov VM, VM Ginger.,. The movement of liquids and gases in natural formations. Moscow: Publishing House "Nedra", 1984. pp. 14-19.

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"General and Underground Hydromechanics" on "flow continuity equation"


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