| LaTeX Math Block |
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| anchor | qGamma |
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| alignment | left |
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{\rm F}_{\Gamma}(p, {\bf u}) = 0 |
where
The popular form of the Reservoir boundary flow condition @model is:
| LaTeX Math Block |
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| anchor | Neyman |
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| alignment | left |
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{\rm F}_{\Gamma}(p, {\bf u}) = \big[ a \cdot (p({\bf r}) - p_0) + \epsilon \cdot {\bf n} \cdot M \, (\nabla p - \rho \, {\bf g}) \big]_{{\bf r} \in \Gamma} = 0 |
where
The two extreme cases of
| LaTeX Math Block Reference |
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are:
| Constant Pressure | No flow |
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| LaTeX Math Inline |
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| body | --uriencoded--p(%7B\bf r%7D)_%7B%7B\bf r%7D \in \Gamma%7D = p_0 = \rm const |
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| | LaTeX Math Inline |
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| body | --uriencoded--%7B\bf n%7D \cdot %7B\bf u%7D \, \Big%7C_%7B%7B\bf%7D in \Gamma%7D = %7B\bf n%7D \cdot M \, (\nabla p - \rho \, %7B\bf g%7D) \, \Big%7C_%7B%7B\bf%7D in \Gamma%7D = 0 |
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See Also
Petroleum Industry / Upstream / Subsurface E&P Disciplines / Petroleum Geology / Reservoir boundary
[ Infinite reservoir boundary ] [ Reservoir flow boundary ] [ Multiwell Retrospective Testing (MRT) ]
