Question

Difficulty: Very hardCargo Securement: Tie-Down Rules and WLL

A driver secures an unblocked industrial transformer measuring 26 feet26\text{ feet} in length and weighing 30000 pounds30{}000\text{ pounds} on a flatbed trailer. The driver uses exactly four tie-downs: two indirect tie-downs routed side-to-side over the cargo, each with a working load limit (WLL) of 5400 pounds5{}400\text{ pounds}, and two direct tie-downs attached from the trailer to the cargo's anchor points, each with a WLL of 4200 pounds4{}200\text{ pounds}. This securement configuration satisfies federal regulations for both the minimum tie-down quantity and the minimum aggregate WLL.

Answer: Answer

Answer

The statement is true; the securement precisely meets both the minimum quantity requirement and the aggregate WLL requirement.
The securement is perfectly compliant. The unblocked 26-foot26\text{-foot} transformer requires exactly 4 tie-downs (2 for the first 10 ft10\text{ ft}, 2 for the remaining 16 ft16\text{ ft}). The required WLL is half the weight (15000 lbs15{}000\text{ lbs}). The indirect tie-downs provide 100% of their WLL (10800 lbs10{}800\text{ lbs}), while the direct tie-downs provide 50% of their WLL (4200 lbs4{}200\text{ lbs}), totaling exactly 15000 lbs15{}000\text{ lbs}.

Step-by-Step Solution

1
Calculate the minimum required number of tie-downs based on length.
2 tie-downs for the first 10 feet10\text{ feet}, plus 2 tie-downs for the remaining 16 feet16\text{ feet} (two fractions of 10 feet10\text{ feet}). Total = 4 tie-downs.
Federal rules require unblocked cargo longer than 10 feet10\text{ feet} to have 2 tie-downs for the first 10 feet10\text{ feet} and 1 additional tie-down for every 10 feet10\text{ feet} or fraction thereof.
2
Calculate the required minimum aggregate Working Load Limit (WLL).
30000×0.5=15000 pounds30{}000 \times 0.5 = 15{}000\text{ pounds}.
The aggregate WLL must be at least 50% of the total cargo weight.
3
Calculate the provided WLL from the indirect tie-downs.
2×5400=10800 pounds2 \times 5{}400 = 10{}800\text{ pounds}.
Tie-downs that pass over the cargo from one side of the vehicle to the other count for 100% of their rated WLL.
4
Calculate the provided WLL from the direct tie-downs.
2×(4200×0.5)=4200 pounds2 \times (4{}200 \times 0.5) = 4{}200\text{ pounds}.
Tie-downs that attach from the vehicle directly to an anchor point on the cargo only count for 50% of their rated WLL.
5
Sum the total provided WLL and evaluate compliance.
10800+4200=15000 pounds10{}800 + 4{}200 = 15{}000\text{ pounds}. The securement is fully compliant.
The provided WLL (15000 pounds15{}000\text{ pounds}) exactly meets the required minimum (15000 pounds15{}000\text{ pounds}), and the driver used the correct quantity (4).

Key Concept

Cargo Securement: Tie-Down Rules and WLL
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