Re: [dan_inagap] Channing Armstrong
Bottom Line Up Front: A break cord at the end of the bridle may not have the exact negative consequences you think it does. If you use a water knot with LONG TAILS, and the break cord is not worn, it
should deploy your parachute without issue. I am not advocating a static line at the end of the bridle, only suggesting that other factors are more significant.
This video was posted before, and I think it is important to address some of the (potential) inaccuracies that it perpetuates. I posted it about 6 months ago, and someone challenged its validity, which caused me to think some of the physics involved in the "5 pound" model.
I understand this all has a very long, scientific feel to it, but I ask that you just stay with me. I think it presents some pretty important concepts that will hopefully help you understand the powers at work when you static line an object.
The tests that were conducted are 100% valid, a 5 Lbs. weight dropped from 9 ft. will snap the break cord. However, you must understand the exact physical implications this has. The only thing this proves, is that a 5 Lbs. weight traveling at 17.0 ft/s will impart enough force over a 9 foot bridle to exceed 80 Lbs.
Fact: If we are to build a rigorous model, we must evaluate the force on the break cord as a CONTINUOUS, and not a DISCRETE model. The tension in the bridle is also equal and opposite for both sides (as in an ideal physics model). In layman's terms, the force applied through the bridle gradually increases in equal amounts and opposite directions of the bridle over time.
Assumption: The pin tension of the rig we are jumping is 10 Lbs. In layman's terms, 10 Lbs. of force in the bridle will open the rig up, deploying the parachute.
If we make a static line jump with a knotted, but otherwise unaltered piece of 80 Lbs. break cord, the break cord will hold until a specific force is put on it, at which point it will break. This specific force is determined by both the strength of the cord (80 Lbs.) and the efficiency of the knot that is used. Assuming we use a water knot (65% effeciency, source listed at the end), the break cord will hold until 52 Lbs. is put on it.
If the break cord is holding until 52 Lbs. is applied, and an equal force is transferred through each end of the bridle, and the tension in the bridle gradually increases, the pins will reach 10 Lbs. tension before the break cord reaches 52 Lbs. of tension. Thus, the pins MUST release before the break cord breaks.
Based on this, the only thing that could cause a properly secured piece of break cord to fail in a static line deployment is a faulty knot (whether inefficient or improperly tied) or a weak piece of break cord.
You have complete control over the knot(s) tied before you leave the object. This
should not be an issue. If you are not 100% confident in what you are tying, get help. This is too easy to figure out with the help of a buddy (or the internet, but personal instruction is highly preferable). You do not have 100% control over the strength of the break cord. This is why I like one of the previous concepts mentioned above of tying a second piece of cord from a different batch. You mitigate the risk of a bad batch of cord. In this way, you reduce your risk.
Regardless of all of this, I want to get to the point I presented in the beginning. The concept that a knot tied at the end of the bridle will result in a broken cord is not quite accurate. Traveling at 17.0 ft/s, 5 Lbs. of near instantaneous force will break the cord. However, the expansion of the parachute, and the extension of the lines DOES NOT impart the full weight of the parachute. The force imparted after the pins are pulled is quite dynamic, and such a simple test cannot capture the complexities going on. Rather, I believe a static line tied with a water knot at the end of the bridle using a good batch of break cord should hold to line stretch.
I have not done any physical testing to prove the validity of the model I propose. However, I strongly believe that it is true in its entirety and welcome any dissent.
Oh by the way, I'm an undergrad majoring in physics right now. I realize telling you this might make me sound like a douchebag, but hopefully it convinces you I'm not totally full of shit.
My source for the strength of a water knot is listed below:
https://books.google.com/books?id=jB7YTRVt5coC&pg=PA101&lpg=PA101&dq=water+knot+efficiency&source=bl&ots=t-cSdlmYp4&sig=k5Hu5V3OSq0x40Q2wu1KvqhlBaY&hl=en&sa=X&ei=UZ3VVLmACsWHsQTztYKoCA&ved=0CD4Q6AEwBQ#v=onepage&q=water%20knot%20efficiency&f=false