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General Design Principles for DuPont Engineering Polymers - Module

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Problem #2<br />

An existing spring of Delrin ® acetal resin has the<br />

following dimensions:<br />

L = 15.2 mm (0.6 in)<br />

h = 2.54 mm (0.1 in)<br />

b = 10.2 mm (0.4 in)<br />

Determine load (W) to deflect the spring 1.14 mm<br />

(0.045 in) (y)<br />

Solution<br />

L/h = 15.2/2.54 = 6<br />

y/L = 1.14/15.2 = 0.075<br />

Find chart spring rate Wc/y from Figure 6.02 at<br />

intersect of L/h and y/L lines.<br />

So Wc/y = 80 N/mm (450 lb/in)<br />

Then Wc = 80 y = 80 × 1.14 = 91.2 N (20.25 lb)<br />

Since the chart is based on a spring width of 25.4 mm<br />

(1.00 in), the actual load <strong>for</strong> a spring 10.2 mm<br />

(0.40 in) wide would equal:<br />

W = (10.2) 91.2 = 36.6 N (8.1 lb)<br />

(25.4)<br />

38<br />

Figure 6.02 Spring rate chart <strong>for</strong> cantilever springs<br />

of Delrin ® acetal resin at 23°C (73°F),<br />

intermittent loading<br />

b = 1 in

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