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Fluid flow fundamentals (view source)
Revision as of 14:52, 10 February 2014
, 14:52, 10 February 2014→Radial flow
That is, for every radius ''r'' there is a corresponding pressure ''p'' that increases logarithmically with ''r'' ([[:file:fundamentals-of-fluid-flow_fig4.png|Figure 4]]).
That is, for every radius ''r'' there is a corresponding pressure ''p'' that increases logarithmically with ''r'' ([[:file:fundamentals-of-fluid-flow_fig4.png|Figure 4]]).
Pressure distribution in radial bounded reservoirs is similar to the infinite case for the most of the drainage volume. It is different, however, near the boundaries, as shown in [[:[[:file:fundamentals-of-fluid-flow_fig4.png|Figure 4]].
Pressure distribution in radial bounded reservoirs is similar to the infinite case for the most of the drainage volume. It is different, however, near the boundaries, as shown in [[:file:fundamentals-of-fluid-flow_fig4.png|Figure 4]].
===Units of Darcy's law formulas===
===Units of Darcy's law formulas===