3. Conservation theorems

3.1 Local conservation equations

The law of conservation of a volume quantity f is written : $\frac{d}{d t} \int_{V} f d V = \int_{S} [T] \cdot n d$

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Conservation theorems

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(1) - FITREMANN (J.M.) - Écoulements diphasiques industriels. - Cours de DEA ENSM (1980).
(2) - HINZE (J.O.) - Turbulence. - Mac Graw Hill (1959).
(3) - ISHII (M.) - Thermo-fluid dynamics of two phase...

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