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Science of Water : Concepts and Applications

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<strong>Water</strong> Treatment Calculations 357<br />

Example 10.58<br />

Problem:<br />

A total <strong>of</strong> 44 mg/L alkalinity is required to react with alum <strong>and</strong> ensure proper precipitation. If the<br />

raw water has an alkalinity <strong>of</strong> 30 mg/L as bicarbonate, how many mg/L alkalinity should be added to<br />

the water?<br />

Solution:<br />

Alkalinity to be added, mg/L total alkalinity required, mg/Lalkalinity<br />

present in the water, mgL 44 mgL30mgL 14 mgL alkalinity to be added<br />

In Step 3, after determining the amount <strong>of</strong> alkalinity to be added to the water, we determine<br />

how much lime (the source <strong>of</strong> alkalinity) needs to be added. We accomplish this by using the ratio<br />

shown in Example 10.59.<br />

Example 10.59<br />

Problem:<br />

It has been calculated that 16 mg/L alkalinity must be added to a raw water. How much mg/L lime will<br />

be required to provide this amount <strong>of</strong> alkalinity? (1 mg/L alum reacts with 0.45 mg/L <strong>and</strong> 1 mg/L alum<br />

reacts with 0.35 mg/L lime.)<br />

Solution:<br />

First, determine the mg/L lime required by using a proportion that relates bicarbonate alkalinity<br />

to lime:<br />

Next, we cross-multiply:<br />

0.45 mgL alkalinity 16 mgL alkalinity<br />

<br />

0.35 mgL lime x mgL lime<br />

0.45 x (16)(0.35)<br />

(16)(0.35)<br />

x <br />

0.45<br />

x 12. 4 mgL lime<br />

In Example 10.60, we use all three steps to determine lime dosage (mg/L) required.<br />

Example 10.60<br />

Problem:<br />

Given the following data, calculate the lime dose required, in mg/L:<br />

Alum dose required (determined by jar tests)—52 mg/L<br />

Residual alkalinity required for precipitation—30 mg/L

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