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Science of Water : Concepts and Applications

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<strong>Water</strong> Treatment Calculations 343<br />

Now calculate percent strength:<br />

Example 10.34<br />

chemical (lb)<br />

% Strength <br />

100<br />

water (lb) chemical<br />

(lb)<br />

0.625 lb chemical<br />

<br />

100<br />

(15 gal8.34 lbgal) 0.625<br />

lb<br />

0.625 lb chemical<br />

<br />

100<br />

125.7 lb solution<br />

0.5%<br />

Problem:<br />

If 90 g (1 g = 0.0022 lb) <strong>of</strong> dry polymer are dissolved in 6 gal <strong>of</strong> water, what percent strength is the<br />

solution?<br />

Solution:<br />

First, convert grams chemical into pounds chemical. Since 1 g = 0.0022 lb, 90 g is 90 times 0.0022 lb:<br />

Now calculate percent strength <strong>of</strong> the solution:<br />

(90 g polymer)(0.0022 lbg) 0.198 lb polymer<br />

lb polymer<br />

% Strength <br />

100<br />

lb water lb polymer<br />

<br />

4%<br />

0.198 lb polymer<br />

100<br />

(6 gal)(8.34 lbgal) 0.198 lb<br />

DETERMINING PERCENT STRENGTH OF LIQUID SOLUTIONS<br />

When using liquid chemicals to make up solutions (e.g., liquid polymer), a different calculation is<br />

required, as shown below:<br />

Example 10.35<br />

Problem:<br />

liquid polymer (% strength)<br />

Liquid polymer, lb<br />

100<br />

polymer solid,<br />

lb<br />

polymer solution (% strength)<br />

100<br />

A 12% liquid polymer is to be used in making up a polymer solution. How many pounds <strong>of</strong> liquid polymer<br />

should be mixed with water to produce 120 lb <strong>of</strong> a 0.5% polymer solution?<br />

(10.31)

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