Cotillion
Well-Known Member
What size anchor chain would be suitable fro a 30 feet long keeler? 6mm or 8mm?
Being a twin-keeler with bulbed and swept back keels my boat was prone to this. It used to happen when the tide was weak and the wind against it, which caused the boat to drift back and forth over the anchor as one or the other had the mastery. I cured it by using an angel: a 10 kilo gym weight attached to a large carbine hook which clips over the anchor rope and a length of light line by which I lower it down the anchor rope until it is just below the depth of the keels. This makes the anchor rope descend vertically from the bow roller to a safe depth in slack conditions - a complete cure. Some people call them kellets but I think angel is more descriptive of their function being sent down from on high. They have other uses too e.g. reducing the tendency of a boat to sail around its anchor and keeping moored boat close to the keyside as she rises and falls with the tide.The only downside I had with a mixed rode was that with wind over tide the rope got wrapped round the keel. How serious this is may depend on how deep you tend to anchor, and in how strong a tide: it only happened to me twice in 20 odd years with that boat..
A 30' long-keeler is presumably going to be about 4-5 tons or maybe more, so 8mm would be appropriate, as well as giving more abrasion resistance as mentioned. I had 6mm on a 26' lightweight boat, but actually, 8mm is easier to handle anyway.
On very large boats the weight of the catenary in the chain makes a real difference. But on very small ones the relative weight of chain per meter to the force exerted by strong winds makes the catenary much less, arguably not at all, effective. Your boat is on the small side for catenary to do much, and yet the weight of chain in the bows is significant.
This math sounds like urban legend. Please point out my math error.
Assuming the chain is sized correctly for the load, the weight of the chain is in exact proportion to the load; strength works that way. Thus, the catenary force is in exact proportion to the load. Thus, the catenary effect is roughly the same for all common size boats, so long as the load is in proportion to the chain size. Boats with properly sized chain will all have the same curve, regardless of the size of the boat.
I'm not pitching all-chain or rope in this post. There are other factors.
This math sounds like urban legend. Please point out my math error.
Assuming the chain is sized correctly for the load, the weight of the chain is in exact proportion to the load; strength works that way. Thus, the catenary force is in exact proportion to the load. Thus, the catenary effect is roughly the same for all common size boats, so long as the load is in proportion to the chain size. Boats with properly sized chain will all have the same curve, regardless of the size of the boat.
I'm not pitching all-chain or rope in this post. There are other factors.
Like you I hate urban legends, and do the maths. By which I mean compose and solve the differential equations, and plot the results. You can see a calculator here: http://www.awelina.co.uk/anchor_rode/rode_length_graph_only.html
Over some years of observing quite rational and experienced people disagreeing so vehemently (on this and other forums) about whether the chain's weight does anything, despite the maths being common to all, the penny eventually dropped (maybe I was a bit slow): size matters and we are all correct, despite disagrreeing, but are coming from a different perspective. The windage of a boat scales roughly as length squared but the weight of the boat, and so what is a reasonable weight of chain to carry, scales roughly as length cubed. So those with smaller or lighter boats always say that the chain will end up bar-taught whereas those with heavy boats and lots of heavy chain say 'no it doesn't, my chain's always got some curve'. I suggest that you play around with the calculator linked to above to see this effect. The source code of the javascript is visible, so if you spot an error do let me know.
The reply actually wasn't to you, but to a lovely bit of java script from jdcRupert, jdc, and GHA, you need to read what I actually said, not what you think I said.
What size anchor chain would be suitable fro a 30 feet long keeler? 6mm or 8mm?
I am an engineer and understand the math very well. I have published on the topic. Rupert, jdc, and GHA, you need to read what I actually said, not what you think I said.
If the the chain is sized properly in all cases, the tension per pound of chain will be equal. Strength in tension is proportional to weight because it is proportional to cross sectional area. A chain that is twice as strong is roughly twice as heavy. I assume we can all agree to this.
The canary curve remains the same so long as the ratio of tension:chain mass is constant. It is the battle between gravity and tension. I assume we can agree to this obvious bit of algebraic reasoning.
Thus, in the same wind, the curve is the same for all boats that have the proper size chain. Of course, in any group, some boats will size the chain more conservatively than others.
I did NOT speak to the energy absorbing characteristics of catenary. In fact, it includes factors beyond those listed, related to the motion of the boat, yawing, and chain stretch. In fact, I've done a fair bit of load testing of rope, chain, and other combinations in a range of conditions, so I know the math and I know the world of instrumented testing.
The point I was trying to make is that the behavior of chain on a small boat is not fundamentally different from a large boat, and that the differences we see are due to changes in the interplay of friction and momentum, not the effect of catenary. I was responding to one specific comment, not the universe of rope vs. chain debate, which tends to cover a lot of the same tired ground, over and over.
The reply actually wasn't to you, but to a lovely bit of java script from jdc![]()
My issue with your logic is the vagueness or circularity of argument of "proper size chain". You say that a catenery curve is the same for any size boat with a proper sized chain, thus defining a proper sized chain as one that makes the same catenery curve as a proper sized chain for a boat of a different size. That is pure circular definition and doesn't mean anything.
If you defined a proper sized chains as, for example, one that would reach half it's breaking strain for a boat in a 50 knot wind in calm water, based on the boat being static, then that's a model which could be calculated. In either case the catenery would be negligible in a high wind so talk of an anchor chain curve is about as useful as an anchor chain shininess.
Surely the key characteristics of sizing a anchor rode (rope or chain) are its strength and it's anti chafe properties.