Loose-footed main?

druid

.
Apr 22, 2009
837
Ontario 32 Pender Harbour
I'm looking at getting a new main for WindDrift, and was wondering about getting a loose-footed one. I had one on my last boat (and on most dinghies I've sailed) and to be honest I can't see the purpose of attaching the sail to the boom.

Comments?
druid
 
Nov 8, 2010
11,386
Beneteau First 36.7 & 260 Minneapolis MN & Bayfield WI
I'm looking at getting a new main for WindDrift, and was wondering about getting a loose-footed one. I had one on my last boat (and on most dinghies I've sailed) and to be honest I can't see the purpose of attaching the sail to the boom.
There isn't.

Loose footed facilitates better sail shape with absolutely no down-side. Sailmakers will reluctantly make you a rope-fitted foot if you whine enough. If you do go attached foot, get that with a skirt; an area of light cloth between the rope and body of the sail that lets the real foot of the sail behave like a loose footed one.
 

Gunni

.
Mar 16, 2010
5,937
Beneteau 411 Oceanis Annapolis
Sailed a J-40 with a bolt rope foot and a "shelf" that allowed the sail to inflate to shape. The crew would climb up and roost in it like a hammock.
 
Mar 2, 2008
406
Cal 25 mk II T-Bird Marina, West Vancouver
My new North mainsail is loose footed and it is easier to maintain a good sail shape than the bolt rope style.
 
Mar 26, 2011
3,961
Corsair F-24 MK I Deale, MD
Obviously you will need a clew strap (generally works better than the slugs your other sail had).
 

Gunni

.
Mar 16, 2010
5,937
Beneteau 411 Oceanis Annapolis
Obviously you will need a clew strap (generally works better than the slugs your other sail had).
Ask your sailmaker to provide you with a nice Velcro clew strop. You will be totally 21st century!
 
Oct 15, 2009
220
catalina 320 Perry Lake
I've had "in-mast" furling on my last 2 boats. All in-mast systems have loose footed mains and they are great.
 
Apr 19, 2012
1,043
O'Day Daysailor 17 Nevis MN
t I can't see the purpose of attaching the sail to the boom
As a mechanical engineer the only advantage that I can see to a bolt-rope foot over a loose-footed main is that the loads are spread out over the entire boom. With a loose-footed sail the entire load is concentrated at the end of the boom. If the mainsheet is also attached to the end you're in good shape. If, however, the mainsheet is attached to the center of the boom you do risk having stresses higher than the boom is rated for. Having said that I have mid-boom sheeting and run a loose-footed sail.
 
Nov 8, 2010
11,386
Beneteau First 36.7 & 260 Minneapolis MN & Bayfield WI
As a mechanical engineer the only advantage that I can see to a bolt-rope foot over a loose-footed main is that the loads are spread out over the entire boom. With a loose-footed sail the entire load is concentrated at the end of the boom. If the mainsheet is also attached to the end you're in good shape. If, however, the mainsheet is attached to the center of the boom you do risk having stresses higher than the boom is rated for. Having said that I have mid-boom sheeting and run a loose-footed sail.
From an engineering perspective that's not actually true. The actual loads on a sail are very much concentrated in the corners, and radiate through the mid-center of the sail. Sailmakers use a diagram like this to show this load-path.



This can also be seen in the construction of high end sails, where the panels or high-tech 'tapes' run along this so-called 'load path' of pressure. The tri-radial paneled sail above shows it, as does this tape-drive sail below. While in fact all of the edges are relatively lightly loaded, the foot in particular is.

 
Last edited:
Nov 8, 2010
11,386
Beneteau First 36.7 & 260 Minneapolis MN & Bayfield WI
One more example, this from a FEA run on sail pressure from North Sails. You can see the area of very low relative pressure on the foots (blue to black).

http://data:image/jpeg;base64,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
 
Aug 1, 2011
3,972
Catalina 270 255 Wabamun. Welcome to the marina
It's interesting where the red is, and how the sail does seem to perform better in my case when the mid to upper third is showing signs of being nicely loaded.

I might offer that the point of sheeting does have some relevance, the torsional loads on the boom would be higher at the block attachment if the sail is loose footed, as they are concentrated at the block, and the only attachment for the sail is at the aft end, assuming that the gooseneck is transferring some of the forward load. That surmised, the boom should be able to handle the whole load every day, all day, so it's not so important.
 
Nov 8, 2010
11,386
Beneteau First 36.7 & 260 Minneapolis MN & Bayfield WI
It's interesting where the red is, and how the sail does seem to perform better in my case when the mid to upper third is showing signs of being nicely loaded.

I might offer that the point of sheeting does have some relevance, the torsional loads on the boom would be higher at the block attachment if the sail is loose footed, as they are concentrated at the block, and the only attachment for the sail is at the aft end, assuming that the gooseneck is transferring some of the forward load. That surmised, the boom should be able to handle the whole load every day, all day, so it's not so important.
Where is it is SHEETED ... End-boom is ideal; the closer you get to mid boom the stronger your boom has to be for the same reason as above.. all the loads are in the corners. If you boom defects and bends down under the load of the mainsheet, the sail cloth in the middle with not help it one bit. Again, very little load there, and the sailcloth will simply pull down.

To your first point, the pressure maps show loading when in ideal trim. It also shows that on a modern non-overlapping rig, the jib is working it's ass off!
 
Aug 1, 2011
3,972
Catalina 270 255 Wabamun. Welcome to the marina
Interesting concept that a smaller jib may be more efficient in the big picture. (depending on overall design of course) Sure contradicts the usual method of 'bigger is better' in some respects.
 
Nov 8, 2010
11,386
Beneteau First 36.7 & 260 Minneapolis MN & Bayfield WI
Interesting concept that a smaller jib may be more efficient in the big picture. (depending on overall design of course) Sure contradicts the usual method of 'bigger is better' in some respects.
All modern high performance boats now features high aspect (ratio) non-overlapping rigs. For any given square footage of sail area, this gives by far the best performance. You can see by the shape of the red area that the 'work' happens vertically.

A real race-boat with a genoa has not been designed in over 20 years.

The 'advantage' of an overlapping genoa sailplan came from the 60s and 70s when RATED sail area was based on 100% jib size. SO huge headsails with tiny mains where common. And that's why it's still published like that today!
 
Last edited:
Apr 19, 2012
1,043
O'Day Daysailor 17 Nevis MN
One more example, this from a FEA run on sail pressure from North Sails. You can see the area of very low relative pressure on the foots (blue to black).

http://data:image/jpeg;base64,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
Considering the FEA plot I'd have to agree with you Jack. I also see no advantage in securing the foot to the boom.
 
Jul 1, 2010
990
Catalina 350 Port Huron
We just replaced our sails this year, and have a loose foot main. I'd never go back. No negatives that I can see, and just a partial list of the positives:

I can actually adjust draft properly with the outhaul, and can see the fruits of my adjustment labors (outhaul worked like crap with the old bold rope main).
Sail shape is much better (though I'm sure that has something to do with the new sail, in general).
There's room under the sail to tie off excess when reefed without tying the sail to the boom.
There's room to attach reefing lines up through the reef grommets, then back down, anchoring the bitter ends with bowlines tied around the boom.

I'm sure there are other advantages I haven't found yet.
 
Jun 21, 2007
2,118
Hunter Cherubini 36_80-82 Sausalito / San Francisco Bay
Druid:

Having several years ago gone through the same convert to loose-footed or not evaluation, and then deciding to do so, here is my experience:

1) I experienced no downside to converting to loose footed. My two previous mainsails had the "skirt" so in essense, they behaved as loose footed. They still required adjustment of the outhaul.

2) If the added stresses of mid-boom sheeting vs the end-boom clew is a concern, by that time, the wind velocity will be enough that you will have been overwhelmed with weatherhelm and the boat would be hard to control. So you will probably already would have reefed. I have observed that for my high roach mainsails, the first reef clew is only about 12-15 inches forward of the full sail clew. So that also causes the boom stress.

3) For me, sailing mostly in San Francisco Bay's "the Slot", the days that I decide not to reef before leaving the berth are few. Because more often than not when I do think that a full main will be ok, the "weren't supposed to be there" 20-35kt winds force me to reef anyway which I prefer not to do in the central bay while sailing solo. When reefed, there is no trim benefit a to loose footed arrangement. So I almost never get to enjoy the benefit.

4) But if your conditions do allow sailing with mostly with a full main, then also consider the configuration of your existing outhaul tackle. When I bought my boat, the outhaul was just a 2:1 purchase that one could only pull by hand at the gooseneck. OK for the "set-and-forget" type of sailing. But when I made the conversion to loose footed, I added a set of blocks inside the boom for 4:1 purchase and then led the line back to the cockpit...for even further tensioning with the cabin top winch if needed. Took a bit of effort to configure. Also, I did add the previously mentioned clew strap for safety.
 
Nov 8, 2010
11,386
Beneteau First 36.7 & 260 Minneapolis MN & Bayfield WI
Considering the FEA plot I'd have to agree with you Jack. I also see no advantage in securing the foot to the boom.
Based on your background I figured you'd appreciate that! ;-)
 
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Nov 9, 2012
2,500
Oday 192 Lake Nockamixon
Druid:

3) For me, sailing mostly in San Francisco Bay's "the Slot", the days that I decide not to reef before leaving the berth are few. Because more often than not when I do think that a full main will be ok, the "weren't supposed to be there" 20-35kt winds force me to reef anyway which I prefer not to do in the central bay while sailing solo. When reefed, there is no trim benefit a to loose footed arrangement. So I almost never get to enjoy the benefit.
Rardi, if you have 2 line reefing, or maybe a reef hook at the gooseneck, you can still adjust the tension of the foot of the reefed main. I always thought that if you needed to reef, you were overpowered and needed a flat reefed sail anyway. But this isn't necessarily the case. You've reduced sail area by reefing, and you've reduced the heeling lever arm by lowering the head of the main. So, you should be effectively de-powered. And if you've reefed, you're probably experiencing some chop, in which case you'd want some draft and some power to push through the waves. You can do this by loosening the leech reef line a bit, and giving yourself some draft.

Of course, if it's single line reefing you have, then you get the best tension you can out of the system, with little to no adjustability.
 
Oct 26, 2008
6,432
Catalina 320 Barnegat, NJ
Many boats have a track on the boom with adjustable cheek block positioning for the reefing line (aft end). You can use this to adjust draft with a reefed main. Also, I often attach my outhaul to the reefed clew to adjust out haul tension. There really isn't any reason why you can't trim a reefed main.