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Step 1...Figure length and number of flat-side panels. | |
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for length:
Using the Pythagoras Theorem:
A² + B² = C² or 144 + 64 = 208 √208 = 14.42 Because this is a measurement for one panel for one flat side, then 14.42 x 2 = 28.84 Allow 1 inch on each end for seam allowance, So each panel will be 29 feet long or 9 yards, 2 feet. This will span from the ground over the ridge pole and back to the ground on the other side. |
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for number of panels:
If fabric width is 35", then figure 33”. (seam allowance) Width of flat section is 12 feet (see shaded section of diagram) or 144 inches. 144 ÷ 33 = 4.36 So you will need 4 panels plus 1 foot for the flat side of the tent. |
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Step 2...Figure half of the circumference and divide that by the width of your canvas. |
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For example: c=π2r ; c = 3.14 (16) = 50.26 feet or 603 inches. Half this amount = 25.13 feet or 301.59 inches. If fabric width is 35", then figure 33”. (seam allowance) 301.59 ÷ 33= 9.14 So you will need 9 panels plus 2 inches for each end of the tent. Using the Pythagoras Theorem, A² + B² = C² or 144 + 64 = 208 √208 = 14.42 Allow 1 inch on each end for seam allowance, So each panel will be 14 feet 7 inches long or 4 yards,2 feet 7 inches. |
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Step 3...Rain/Shade Fly. |
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| Same as 1 flat side of measurements (see shaded diagram from Step 1). Allow 1 inch on each end for seam allowance, So each panel will be 14 feet 7 inches long or 4 yards,2 feet 7 inches. 4 panels will center the fly 6 inches from each peak at the top of the tent. | ![]() |
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Step 4...Add up measurements. |
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For flat sides, round to 5 panels at 29 feet = 145 feet or 48 1/3 yards. For conical ends, round to 18 panels at 14 feet 7 inches = 262 feet 6 inches or 87 ½ yards. For shade fly, 4 panels at 14 feet 7 inches = 58 feet 2 inches or 19 ½ yards Grand total: 465 feet 8 inches or 155 ¼ yards | |
