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@wikipedia


Volumetric value of Oil Initial In Place (OIIP) recalculated Total volume of subsurface oil reserves recalculated to NTP conditions:

LaTeX Math Block
anchorSTOIIP
alignmentleft
V_{\rm STOIIP} =  \int_{\Omega} \left[ \frac{s_o({\bf r}) }{B_o} + \frac{R_v \, s_g({\bf r})}{B_g}  \right]  \phi_e({\bf r}) dV

where

.

The STOIIP is often split into the Estimated Ultimate Oil Recovery (EUOR) and Non-recoverable Oil Reserves:

STOIIP = EUOR + Non-recoverable Oil Reserves


The estimation algorithm is based on STOIIP @model.

See Also

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Petroleum Industry / Upstream / Subsurface E&P Disciplines / Petroleum Geology /  Petroleum Reservoir Oil Initial In Place (OIIP)

[ Surface Tank Hydrocarbon Initial In Place (STHCIIP) ] [ Stock-Tank Gas Initial In-Place (STGIIP) ]

[ Estimated Ultimate Oil Recovery (EUOR)  ][ Non-recoverable Oil Reserves ]

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LaTeX Math Inline
body\Omega

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LaTeX Math Inline
body{\bf r} = (x,y,z)

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LaTeX Math Inline
bodydV = dx \, dy \, dz

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LaTeX Math Inline
bodyp_i({\bf r}), \, T_i({\bf r})

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Initial formation pressure and temperature at location

LaTeX Math Inline
body{\bf r}

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LaTeX Math Inline
body\phi_e({\bf r})

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Effective porosity at location

LaTeX Math Inline
body{\bf r}

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LaTeX Math Inline
bodys_o({\bf r}), \, s_g({\bf r})

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Oil saturation and Gas saturation at location

LaTeX Math Inline
body{\bf r}

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LaTeX Math Inline
bodyB_o(p_i, T_i), \, B_g(p_i, T_i)

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LaTeX Math Inline
bodyR_s(p_i, T_i), \, R_v(p_i, T_i)

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