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The Locomotive - Lighthouse Survival Blog

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136 THE LOCOMOTIVE, [September,<br />

.350, and opposite .350 in the table we find 0.24498. <strong>The</strong>n 60x60x0.24498=882 square<br />

inches, the area in question. In Table I this calculation has been made for all the sizes<br />

of boilers that are ordinarily met with. <strong>The</strong> area to be braced has been calculated as<br />

above in each case, the two-inch strip above the tubes and the three-inch strip around<br />

the shell being taken into account. As an example of its use, let us suppose that upon<br />

measuring a boiler we find that its diameter is 54 inches, and that the distance from the<br />

upper tubes to the top of the shell is 25 inches. <strong>The</strong>n by looking in the table under 54"<br />

and opposite 25" we find 714, Avhich is the number of square inches that requires staying<br />

on each head.<br />

In case the measured height from the tubes to the shell is not an exact number of<br />

inches we may either call it the nearest even inch and take out the area as before, or we<br />

may proceed as in the following example. Ex. What is the area to be braced in a boiler<br />

72 inches in diameter, the distance from the top of the shell down to the upper row of<br />

tubes being %\\ inches? For 81 inches the table gives 1,252, and for 32 inches it gives<br />

1,317. <strong>The</strong> difference between these is 65, and one-quarter of 65 is 16, which is the<br />

amount to be added to 1,252, on account of the measured height being %\\ inches instead<br />

of 31 inches. <strong>The</strong>n 1,252 + 16 = 1,268 sq. in., which is the area to be braced in this case.<br />

TABLE I. AREAS TO BE BRACED (Squake Inches).

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