The updates:
I stopped by On Rope 1 and showed Bruce the pics and graphs. Two things came up:
1- The melting point of Technora. Bruce had some 5mm 'tech cord' which is a Technora core with a nylon cover. We went to the back with my Bee-Line cover (75% Technora and 25% Polyester) and he found a short length of Tech cord. He first put a piece of nylon webbing under his hot knife and it melted through it like the proverbial hot knife through butter. Then he did the same with the Tech cord. It instantly melted through the nylon core and just sat there. I demonstrated how a cigarette lighter would melt a Technora strand in the Bee-Line cover. He put the Bee-Line cover under the hot knife and it just sat there not doing anything. He stated his knife was at 1200°F!
But, there's more to it than appears. The spec I looked at (
http://www.teijinaramid.com/smartsite.dws?id=91) says,
"...Thermal decomposition threshold of 500ºC (932°F), so Technora can be used at 200ºC (392°F) for long periods. At 250ºC, (482°F) it maintains more than half of its room-temperature tensile strength." If I understand the implication of this, it says that Technora's strength diminishes dramatically at elevated temperatures, i.e. 482°F it's retains half its tensile strength. I suspect it's a proportional thing as well. I.e. as the temperature goes from room temperature to 480°F the strength goes down somewhat inversely proportionally.
2- A of the natures of aramid fibers: as I understand it, aramid fibers are self abrasive. That suggests that when aramid fibers are used in knots and splices, they deteriorate just by rubbing against one another. This would imply that the tensile strength of aramid fibers deteroriate with use.
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The following answers are based on recent tests performed on 8mm Bee-Line on a 20,000 lb tensile testing machine. The tests in most cases are a single test of one knot or splice, in some cases two and even three samples were tested. So…
The following answers/opinions reflect what happened, and cannot be used as statistical samples or testing. These answers/opinions are for information/discussion/entertainment only and no claims of safe or unsafe operating conditions are implied or suggested. Each can form his or her own opinions and conclusions about how the data/tests should be used and applied.
I make no claim that the results/data/opinion, et al, are accurate, scientific, rigorous, nor exhaustive. Use at your own risk.
1. A- 8000 lbs – basis: manufacturer and distributor catalog specs. This parameter was not tested.
2. Believe it or not the most accurate answer is 350°. Basis: The core is Vectran, spec’d at 900°. The cover is 75% Technora and 25% polyester. The maximum operating temperature of technora is about 350°. Hunabku looked this up on the web for me. Polyester, according to Bruce Smith at On Rope 1, starts to go ‘plastic’ at about this same temperature.
3. D. about 4500 lbs or about 56% of the spec’d tensile strength of 8mm Bee-Line Basis: Two tests, both eye-to-eye locked brumels, Hunabku whipped and stitched his I did not. Both had between 6” to 7” tail tucks. Here are the charts of the tests and pics of eyes.
The X axis is extension in inches, i.e. how far the machine has pulled.
Hunabku’s splices:
Hunabku’s graph:
My splices:
My graph:
Kinda far from the impression one might have of splices in Bee-Line. Notice in Hunabku’s graph, the splice slipped slightly at 600 lbs and slippage and recovery increases almost proportionally to loading until a load of about 4500 lbs is reached where it abruptly drops to about 1300 lbs. More after we look at the graph of my splice
Notice in my graph, my splice shows the first very slight sign of slippage at about 1100 lbs. Remember my splices are not whipped or stitched. In a similar fashion to Hunabku’s splice, slippage and recovery continues and seems to be proportional to loading. But my no whipping-no stitching splice holds up to almost 5800 lbs before it essentially fails catastrophically. However, even at the recovery point it is still supporting a bit over 300 lbs.
It is extremely interesting that both charts reveal numerous cycles of strong recovery from a significant slip/failure. When Hunabku and I examined his splice, it looked like the cycles were influenced to some degree by stitching. It is unclear whether the stitches are popping loose or the stitches are ‘cutting’ some of the Vectran fibers.
4. B, 5. A or D - The cover is about as strong as the core – surprised? I was, but Hunabku pretty much had this one nailed. He’s said all along there had to be a lot of strength in the cover and he was very right! The reason I put A or D for number 5 is that the rope broke at about 5600 lbs because of the splice, but the splice itself did not fail or slip for that matter. Basis: See for yourself:
As shown in the pic, this is simply a length of cover with the core completely removed and tucked tails between 6”-7” long. There is a light whipping and this pic is after the sample was tested:
The eye:
The failure:
The graph:
First, the little glitch at about 1.3" was due to a fixture shift and not cover splice slippage. Notice the stretch profile as I believe this has significance to knots. Pretty impressive that a simple tail tuck in the cover held to right at 5600 lbs!
The failure is extremely interesting as how and where it failed. The failure occured at what appeared to be the middle of the line! Hunabku noticed an interesting thing though: the cover broke exactly where the untapered tail ended. I don't believe that's at all viewable in the pic because you have to manipulate the line to see what happened. I had tapered one tail and for some reason I didn't the other. I may rerun this test with well tapered tails - it should be be even stronger. BTW, as best as I can tell, neither splice slipped at all and this thought is also supported by the graph. Notice there are no slip/recovery indications in the graph.
6. D. – Another surprise? I was surprised and disappointed. The scaffold hitch failed at about Like every other knot/rope I’ve ever pulled to failure, the failure occurred right where the loaded line enters the knot; in nearly 50 pulls I have never seen a failure in the eye, even with less than 1:1 ratios. Ratio in this context is the ratio of the diameter of the rope to the diameter of the device the eye is attached to. E.g. I did a number of pulls of 1/4" rope using a 3/16” screw link; the eye still wasn’t the weak point.
Anyway here is the scaffold hitch and failure:
Here is the graph – you can form your own opinions about this:
It’s probably helpful to note that a lot of the extension is due to the hitches (one on each end) drawing up.
7. D – Well, another disappointment – failure of an 8000 lb line at about 3000 lbs. While 3000 lbs is more than sufficient to provide a safety margin of over 10:1, the disappointment is that it fails far below (about 38% of the published tensile strength of 8mm Bee-Line) the 60% (4800 lbs) typically claimed for the bowline. Hunabku offered an opinion that I concur with – the Vectran is an armid fiber and is self abrasive. It’s very likely destroying itself under the pressure produced by the load.
Here’s the knot and failure:
And here’s the graph:
BTW, the reason there’s no bowline in one end of the line is that I told a buddy watching the test that which ever bowline survived that he would likely be able to untie it without a lot of trouble. He put my claim to the test and easily untied the bowline after it had been subjected to a 3000 lb load!!!!
8. D – Similar to the bowline with the tail inside the eye. It failed at about 2900 lbs
The knot and failure
And the graph, once again you can form your own opinions on this thing????
I think this puts to rest the idea that bowlines slip and indicates that it doesn’t make a lot of difference whether the tail comes out inside the eye (classic form) or outside the eye. I tend to use the outside on footloops etc.
9. Well, I may have discovered a mess up on my part. I have two samples we tested – one was single brumels whipped in both ends with 6-7 inch tail tucks but somehow I didn’t seem to make it home with the data for this test.
So if I may, I’ll defer to a locked brumel versus a tail tuck that I do have data for.
Here’s a graph of the data – remember this is a lowly tail tuck with modest whipping only for security:
Looks to me like the tucked tail faired about as well in maximum strength as the locked brumel in previous tests. I don’t believe any other splice or knot made it to 5800 lbs. Of course, again, there’s the issue of what might happen if the load was constant instead of dependent on the machine’s essentially static position.
My personal opinion based on what Hunabku and I have seen and discussed, it looks like the winner is the locked brumel without stitching. The stitching seems to detrimentally affect the strength of the splice.
In some of the failed samples, it appears to me that perhaps a longer tail tuck, 7 – 8 inches would increase the strength of the splice.
But remember –
this is all experimental, opinion, and the tests are by no means conclusive or exhaustive. HENCE, you are own your own as to how you use these results. The one thing I think is safe to say is that splices in Bee-line are not as strong as we might think!
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A word about knots, hitches, splices and tensile machines. The tensile machine I used cannot replicate an actual free weight on the rope. E.g. the machine applies force by moving the upper beam upward, hence applying force to the rope. As soon as a knot or splice slips, the load is greatly and abruptly decreased because the machine cannot, nor is it designed to try, to move nearly fast enough to maintain a constant force. A free weight OTOH, would apply a constant force and since the force would be constant, the knot/hitch may not recover as it did on the machine. However, in actual applications, the rope, hitches and knots should never experience such high loads as produced by the tensile machine. But if a fall produced say a 3000 lb force in the rope, there is reason to wonder if recovery is possible.
But the second reality is, if a fall produced a force of 3000 lbs, it wouldn't much matter whether you hit the ground or not; the shock to your body produced by a 3000 lb force would likely be fatal in itself.
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