What is the tension multiplier at a 30-degree sling angle?

Prepare for the NWSA Telecommunications Tower Technician 2 (TTT-2) Fall Protection and Rigging Standards Test. Practice with flashcards and multiple-choice questions, complete with hints and explanations to enhance your learning. Get ready to ace your certification!

To determine the tension multiplier at a 30-degree sling angle, it's important to consider how the angle affects the load distribution in the sling. As the angle of the sling increases, the tension in the sling also increases compared to what would be experienced if the sling were vertical.

When a sling is at a 30-degree angle, the tension in the sling is approximately 2.0 times the weight of the load being lifted. This relationship is derived from the principles of trigonometry, where the vertical component of the tension must equate to the weight of the load. At 30 degrees, this results in a tension multiplier of 2.0, meaning for every unit of weight, the sling carries a force that is double due to the angle.

Understanding this is crucial for safe lifting practices, as it ensures that technicians calculate proper loads and tensions to prevent equipment failure or accidents. Recognizing how angle increases tension helps ensure that rigging and attachment methods are selected appropriately for the task at hand.

Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy