A worker on a mezzanine is tied off with a 6-ft shock-absorbing lanyard to an anchorage level with the harness D-ring, as shown. The lanyard's maximum deceleration distance is 3.5 ft, harness stretch is 1 ft, the D-ring is 5 ft above the worker's feet and the company applies a 2-ft safety factor. By how much does the available distance below the anchorage exceed the required clearance?
(lanyard length, deceleration distance, D-ring height, harness stretch, safety factor), measured down from the anchorage
Show answer & explanation
Answer: A
- Available distance below the anchorage: 5 ft (anchorage to working surface) + 15 ft (working surface to lower level) = 20 ft.
- Required clearance: C = 6 + 3.5 + 5 + 1 + 2 = 17.5 ft.
- Margin = 20 − 17.5 = 2.5 ft, so the system is acceptable as rigged.
2.5 ft: Correct. Available = 5 + 15 = 20 ft; required = 6 + 3.5 + 5 + 1 + 2 = 17.5 ft; margin = 2.5 ft.
3.5 ft: Leaves out the 1-ft harness stretch.
4.5 ft: Leaves out the 2-ft safety factor.
6.0 ft: Leaves out the 3.5-ft deceleration distance of the shock absorber.
Measure clearance from the anchorage: lanyard + deceleration distance + D-ring-to-feet height + harness stretch + safety factor. Free fall here is 6 ft and deceleration 3.5 ft, within 1926.502(d)(16) limits.