TOPIC 2: Oilfield Scale
11
©H
ERIOT
-W
ATT
U
NIVERSITY B41OA December 2018 v3
Saturation indices are calculated for the different
types of calcium sulphate
minerals, including gypsum (CaSO
4
.2H
2
O), hemihydrate (CaSO
4
.1/2H
2
O), and
anhydrite (CaSO
4
).
Gypsum is the most common scale former and occurs at relatively low
temperatures. Above about 100ºC (212ºF) anhydrite is the stable phase.
However, hemihydrate can form at temperatures ranging from 90 to 120ºC
(Oddo
and Tomson, 1991). The Oddo-Tomson method can also predict the
formation of barium and strontium sulphate scales.
Inputs needed are chemical analysis (including calcium, barium,
strontium,
bicarbonate, carbonate, and sulphate ions), temperature in ºF, pressure in psia
(psig + 14.7) and mole percentage of carbon dioxide in the gas phase or, if
there is no gas phase, the amount of dissolved carbon dioxide in the water. If
the amount
of carbon dioxide is unknown, but there is an accurate pH
measurement, the method uses the pH to calculate the saturation indices.
The Oddo-Tomson method is more accurate
than the Stiff-Davis method
because it takes pressure, as well as temperature
and ionic strength into
account. This empirical model also incorporates corrections for the presence
of two or three phases (water, gas, and oil).
In addition, the method does not require a pH measurement, but calculates the
pH based on the amount of carbon dioxide gas and bicarbonate in the water.
This allows for a greater accuracy in calculating the actual Saturation Index of
a water sample, since pH measurements decline in accuracy very quickly after
the sample is taken out of its natural environment.
More complicated
prediction packages, such as Multiscale (Petrotech), have
been developed that can both describe the multiphase behaviour of gas-oil-
water systems and the thermodynamic properties of electrolyte solutions.
In general, and taking into account the limitations
of the carbonate scale
prediction, these prediction packages provide useful information on the
possibility
of scale formation, its possible magnitude and the
profile
of the
problem throughout the lifetime of a particular field.
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