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STANDARD HANDBOOK OF PETROLEUM & NATURAL GAS ...

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690 Drilling and Well Completions<br />

In 100 bbl of this mud there are 68 bbl of liquid (oil and water). To get to<br />

the new oil/water ratio we must add oil. The total liquid volume will be<br />

increased by the volume of oil added but the water volume will not change.<br />

The 17 bbl of water now in the mud represents 25% of the liquid volume, but<br />

it will represent only 20% of the final or new liquid volume. Therefore, let<br />

x = final liquid volume; then 0.2~ = 17<br />

= 85 bbl<br />

This is the new liquid volume. New liquid volume - original liquid vol = bbl<br />

of liquid (oil in this case) to be added, or 85 - 68 = 17. Add 17 bbl of oi1/100<br />

bbl of mud.<br />

Check the calculation as follows: If the calculated amount of liquid is added,<br />

what will be the resulting oil/water ratio?<br />

original vol of oil + new oil added<br />

% oil in liquid phase = x 100<br />

original vol + new oil added<br />

--<br />

51+17 xlOO<br />

68+17<br />

--- 68 x 100<br />

85<br />

= 80%<br />

100 - 80 = 20% water in liquid phase. New oil/water ratio is 80/20.<br />

Example B. Retort analysis:<br />

51% oil by volume<br />

17% water by volume<br />

32% solids by volume<br />

oil/water ratio = 75/25<br />

Change oil/water ratio to 70/30. Use basis of 100 bbl of mud.<br />

As in Example A, there are 68 bbl of liquid in 100 bbl of mud. In this case,<br />

however, water will be added and the oil volume will remain constant. The 51<br />

bbl of oil represents 75% of the original liquid volume and 70% of the final<br />

liquid volume. Therefore, let<br />

then<br />

x = final liquid volume<br />

0.7~ = 51<br />

= 73 (new liquid volume)<br />

New liquid vol - original liquid vol = amount of liquid (water in this case) to<br />

be added. 73 - 68 = 5 bbl of water to be added Check:

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