BabaYaga
Well-known member
With a tension in the rode of about 70kgs a 30m x 8mm deployed rode in 6m depth (from bow roller to seabed) will have the very last link lifted off the seabed. I know this as I deployed 30m x 8mm chain at the defined scope and measured the tension, in air, and made a crude allowance for seawater, to arrive at the 70kg.
8mm chain weighs about 1.45kg/m and 6mm chain about 0.8kg/m, total weight of chain deployed @ 30m is 43kg and 24kg, respectively. Now assuming we have this 30m hanging vertically from the bow roller in deep water and no wind - which is easier to lift, 43kg or 24kg? If we add back the windage (of 27kg) which is easier to retrieve 70kg or 51kg. Would anyone notice the difference?
(Sorry about the absence of a few days...)
There is something in your reasoning on these matters, exemplified by the quotes above, that goes against my intuition. I think in this calculation you grossly over estimate the importance of chain weight and, consequently, under estimate the importance of the windage. The fact that the last (or first) link is off the seabed does not mean, in my view, that the total weight of all that chain but be lifted by the man hauling on the foredeck. It is in fact the windage and/or current force on the boat that does the lifting of the chain.
Imagine a yacht in the same situation with a rode consisting of dyneema rope (virtually weightless in water). With the weight factor gone, the person hauling would only have to overcome 27 kgs (instead of 70 kgs) to retrieve the rode?
Surely that cannot be the case?