Re: question about shock loading a rope and block
[ QUOTE ]
...I would use the dynamic slings if I thought they would help reduce shock loads. The question is "do they"? We obviously know that stretch in the rigging line is a huge factor in reducing shock loads. However that does not mean that stretch in the sling will do the same.
[/ QUOTE ]
I have to agree with Daniel--intuition can be misleading. I'll go one further and say I love it when my intuition proves to be wrong and I learn a new thing. This is such a case.
After fiddling with this with pencil and paper for a while, I decided I should write a short program that would simulate all the features of dropping a load on a block. The factors involved are the stretchiness of the rope and the sling, the various dimensions of the rigging scenario, the weight being dropped, and friction in the pulley. I assumed a perfect pulley to make the problem slightly simpler. I also assumed rope stretch is a linear function of tension. This is pretty accurate when the range of tensions is modest, say 20% to 30% of rated maximum tension. So for the rope shown, Samson stable braid, the rope should be quite linear between 2000 and 4000 lbs. Here's a screenshot of the program:
Bullrope: Besides stable braid I also tried a stretchier nylon double-braid.
Weight: In pounds, the weight to be dropped.
Height above block: In feet. This is before any sling length is added to the picture.
Block to Ground: In feet, distance from block to rigid tie-off. In the example shown we have 34 feet of rope to stretch (no sling involved).
Sling Length: In feet. This is the amount of sling hanging down below the anchor point. This number is added to the height above block number to give the true distance the load will fall, 9 feet in this case. When the rope and sling stretch as they stop the load, the load doesn't end up 4.5 feet below the block, but somewhat farther still. And of course the block moves downward as well.
Sling Stiffness: This is relative to the bull rope. In the screenshot we assume the two legs of the sling supporting the block have a combined stiffness 4 times that of the bull rope.
Bullrope Tension: This is the maximum shock load experienced by the bullrope at maximum stretch. Naturally the sling experiences twice this much.
The results of dozens of scenarios were consistent: Any sling length whatsoever increased the ultimate shock load. The longer the sling the greater the shock. And the stretchier the sling the greater the shock.
The numbers in the screenshot are for the rope alone. Including the sling in the calculation gives an answer of 2648 lbs., an increase of about 6%.