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Loading factors and slinging<br />
In the examples below all the angle and reeve factors are <strong>for</strong> FSWR. The arithmetic is set out so that<br />
calculations can be easily worked out on a calculator.<br />
1<br />
To calculate the maximum weight of load that can be lifted, multiply the SWL of the sling (s) by the<br />
angle factor and by the reeve factor.<br />
Formula:<br />
Max load = SWL (of sling) x angle factor x reeve factor<br />
For example: The SWL of each leg of a two-legged sling is 8 tonnes, the angle between the two<br />
sling legs is 60 degrees and they are reeved around a square load.<br />
This means a factor of 1.73 <strong>for</strong> the angle and another factor of 0.5 <strong>for</strong> the reeve.<br />
Sling SWL 8 tonne<br />
Angle factor 1.73<br />
Reeve factor 0.5<br />
There<strong>for</strong>e:<br />
Max load = 8 x 1.73 x 0.5<br />
= 6.92 tonnes<br />
6.92 tonnes is the maximum weight that can be lifted.<br />
2<br />
To calculate the SWL of multi-leg slings needed to lift a load, divide the weight of the load by the<br />
angle factor.<br />
Formula <strong>for</strong> a calculator:<br />
SWL = weight ÷ angle factor<br />
Formula can be written:<br />
SWL = weight<br />
angle factor<br />
For example: The weight of the load to be lifted is 20 tonnes and the angle between the legs of a<br />
two-legged sling is 60 degrees. This means that the load factor is 1.73 <strong>for</strong> the angle.<br />
Weight 20 tonnes<br />
Angle factor 1.73<br />
There<strong>for</strong>e:<br />
SWL = 20 ÷ 1.73<br />
= 11.56 tonnes<br />
There<strong>for</strong>e, use a sling with a lifting<br />
capacity greater than 11.56 tonnes.<br />
Workplace Health and Safety Queensland (Department of Justice and Attorney-General)<br />
In<strong>for</strong>mation guide - Guide <strong>for</strong> <strong>doggers</strong><br />
PN10123 Last updated 15 July 2010<br />
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