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BAKER HUGHES - Drilling Fluids Reference Manual

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Formation Mechanics<br />

Reservoir Pressure<br />

The fluid in the pores of reservoir rock is under a certain degree of pressure, generally called reservoir<br />

(or formation) pressure. A normal reservoir pressure at the oil-water contact approximates very<br />

closely the hydrostatic pressure of a column of salt water to the depth. The hydrostatic pressure<br />

gradient varies somewhat, depending on the amount of dissolved salts in the average water for a given<br />

area. For fresh water, it is 0.433 psi/ft of depth. For water containing 80,000 ppm of dissolved salts<br />

(U.S. Gulf Coast), the pressure is approximately 0.465 psi/ft. However, normal marine water is about<br />

35,000 dissolved salts, approximately 0.446 psi/ft. Reservoirs can contain fluids under abnormal<br />

pressure up to as high as 1.00 psi/ft of depth.<br />

Abnormal pressure may develop in isolated reservoirs as a result of compaction of the surrounding<br />

shales by the weight of the overburden. During this process, water is expelled from the shale into any<br />

zone of lower pressure. This may be into a wholly confined sandstone which does not compact as<br />

much as the shale. Consequently, its contained water is under a lower pressure than that in the shale.<br />

Ultimately, a state of equilibrium can be reached when no further water can be expelled into the<br />

sandstone, and its fluid pressure will approximate that of the shale.<br />

Since compaction of sandstones is related to the pressure of the pore fluid as well as to the pressure<br />

exerted by the overburden, it follows that abnormally pressured sandstones are partially supported by<br />

the fluid pressure and partially by grain-to-grain contact. Consequently, when the abnormal pressure<br />

is reduced by production, compaction of the reservoir begins to occur. Subsurface compaction can<br />

cause serious problems, not only in collapse of the well casing, but also because of the subsidence<br />

reflected at the surface. Such occurrences result in very expensive landfill and well repair costs.<br />

It has been demonstrated that there can be a direct relationship between subsidence and the amount of<br />

liquid withdrawn. Studies of the Wilmington Field in California indicated that re-pressuring by water<br />

injection would increase oil recovery and stop compaction. Subsidence was stopped by such a<br />

program, and, in places, the surface regained some of the elevation that was lost. However, work on<br />

sediments has shown that this compaction is not entirely reversible. Some permanent reduction of<br />

porosity and permeability results from permitting abnormal reservoir pressure to decline, and this may<br />

adversely affect the rate of production and possibly, the ultimate recovery.<br />

Formation Damage<br />

Permeability<br />

It is imperative that rocks containing hydrocarbons not be inhibited in their ability to produce oil or<br />

gas during drilling. Rocks allow the flow of a liquid or gas when their pore spaces are connected to<br />

form channels. This ability to flow is called permeability, and the standard unit of measure is termed<br />

the Darcy, named for Henry Darcy who developed a mathematical equation called Darcy's Law that<br />

can be used to calculate permeability. Using this equation, the permeability of a material can be<br />

measured if the following values are known:<br />

• Length and cross-sectional area of the material<br />

• Viscosity of the fluid flowing through it<br />

• Amount of pressure needed to cause the flow<br />

• Flow rate (i.e., the volume of fluid that flows through the material in a given amount of time)<br />

A piece of material one centimeter long and one square centimeter in area that will flow water at a rate<br />

of one cubic centimeter per second at a driving pressure of one atmosphere (14.7 psi) has a<br />

permeability of one Darcy. Most rocks have much less than one (1) Darcy permeability, so the most<br />

<strong>Reference</strong> <strong>Manual</strong><br />

Baker Hughes <strong>Drilling</strong> <strong>Fluids</strong><br />

2-14 Revised 2006

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