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BAKER HUGHES - Drilling Fluids Reference Manual

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

attraction of water to doubly or triply charged metal ions is so strong that many of these metals<br />

form salts which contain chemically bound water, known as water of crystallization. Calcium<br />

and magnesium salts such as MgCl 2··6H 2 O or CaCl 2·2H 2 O, are common examples. If the water is<br />

driven off by heating, the resulting anhydrous salts absorb water readily from the atmosphere so<br />

that the hydrous salt reforms rapidly. Even in the hydrous form, the salts given above absorb<br />

water and if left standing in the open for long enough they will eventually absorb enough water to<br />

dissolve completely. The group 1A metals, being singly charged, are much less hydrated that the<br />

group IIA metals, such as calcium and magnesium.<br />

An important break occurs between sodium and potassium. The Na + ion of radius 0.98Å, is<br />

hydrated, but the K + ion, of radius 1.33Å is not hydrated, since the slight difference in size leads<br />

to the potassium ion having a lower electric field than the sodium ion. This means that the K + ion<br />

is effectively smaller than the Na + ion as it is not dragging around a shell of water molecules on<br />

its back. This is very important in determining the way in which these two ions react in solution<br />

with clay surfaces and also explains why strong potassium brines have less viscosity than strong<br />

sodium brines. This also explains why potassium form of clays (Illite) is more stable and is the<br />

basis of the potassium inhibited drilling fluids. Anions are not hydrated because they are much<br />

larger in size than cations. Thus the electric field around anions is not very strong. Temporary<br />

attraction of water molecules occurs, but no permanent structuring of the water molecules around<br />

the anion exists.<br />

Chemical Calculations<br />

An important aspect of drilling fluid engineering involves a careful chemical analysis of the fluid,<br />

as certain chemical characteristics can substantially affect the performance. Also, calculations<br />

have to be performed to determine treatment levels. This section deals with both these aspects.<br />

Concentration of Solutions<br />

The concentration of a solution is a measure of how much of a particular substance is dissolved in<br />

a certain volume or weight of solution. There are various ways of expressing this.<br />

1. Weight of solute per volume of solution (w/v). This is normally expressed in grams/liter<br />

(g/l), kilograms/meter3 (kg/m3), milligrams/liter (mg/l) or pounds per barrel (lb/bbl).<br />

2. Weight of solute per weight of solution (w/w). This is normally expressed as a<br />

percentage (%). Thus a 10% solution = 100g solute/kg solution. In lower concentrations<br />

it is expressed as parts per million (ppm). Thus, 1 ppm = 1 mg solute/kg solution and 1%<br />

= 10,000 ppm. Parts per thousand (ppt) is occasionally used as a unit, especially for sea<br />

water analysis. 1 ppt = 1,000 ppm = 0.1%<br />

3. Volume of solute per volume of solution (v/v). This is often used to describe mixtures,<br />

rather than true solutions, and is the unit used for retort analysis of drilling fluids.<br />

Thus 1% (v/v) = 1 m 3 of dispersed phase/100 m 3.<br />

4. Molarity (M). This is used mainly for laboratory analytical reagents. A one molar<br />

solution (1M) contains one mole (molecular weight in grams) dissolved in one liter of<br />

solution.<br />

5. Normality (N). Again, this is used mainly for laboratory reagents. A one normal solution<br />

(1N) contains one mole of solute divided by its valency in one liter of solution.<br />

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

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

Revised 2006 3-23

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