Chris Ostlind said:
Moving on... Log my official protest to the assumption that, and I quote here from our distinguished member, jehardiman at Post #11,
the only reason that a cat or a tri has any major ocean ability is due to one thing: Modern composites.
There's lots of reasons to find that assumption off track, but for the sake of simplicity.. let's just put the dance floor at the correct angle with this observation...
the same can be said for modern monohulls, especially those with canting keels and Super Burger sized rigs.
So, what exactly is the point in the statement?
First of all, I don't have enough grey hair to be distinguished...
Second, lets step back and look at this objectively. I please ask every one to read the whole argument through before composing a reply....Most of what I’m going to say is taught in ship theory courses and I’m going to speak in generalities about hull types, but you can always argue the envelope edges and quriks
There are some basic points that all vehicles (sea, land, air, and space) share.
a) The whole reason for a vehicle is to move people and goods from one place to another. The ability to do this is called the transport capacity, generally expressed in weight and distance per unit time, say ton-knts/hr. Say a 30 knot log proa can carry 1 ton or 5 knot lapstrake cog can carry 6. Both would have a transport capacity of 30 ton-knts/hr
b) For a transport system the effectiveness is how much weight can be delivered. Using our tri and scow above I want to deliver goods to the next island over, 100nm away and the crews are the same size. To deliver 100 tons of good, it takes the proa (including 1 hr port time) 99.5 (100 tons) trips at 32 days. The scow takes 17.5 (108 tons) trips at 30 days. If we also consider that the crew consumed 100lbs of food per day the proa only delivered 98.6 tons while the cog delivered 106.6 tons. The cog was the better delivery system at an average of 3.5 tons/day over the proa at 3.1 tons/day. This is why ships need to get bigger vice faster, which becomes important when we consider materials.
What does this have to do with tris, cats and monohulls sailboats? And in particular, the topic I addressed, ocean crossing and modern composite materials? The answer is simple: vessel size and weight is determined by the required transport capacity and material strength to weight ratio. Therefore transport capacity and material selection sets the ability to carry sail and resistance, and therefore the speed, of a given hull type.
Lets put some general numbers in. Say I want to non-stop circumnavigate in ~ 100 days in a small boat. Stores consumption is ~5 lbs/person/day and water/liquids about 16 lbs/person/day (2 gals, after about ’95 this weight goes to a fixed weight of about ½ gal or 4 lbs/person/days of longest leg with the introduction of water makers). So for a solo voyage I need ~2,100 lbs stores and about a 1,000 lbs spares and crew and effects at ~ 350 lbs/ person. Now for a modern mono racer in the 30 foot range, hull weight is ~20% and ballast is ~50% of total displacement leaving 30% for transport capacity. 3450/0.3 =11,500 = 5.1 tons displacement ~180 cf… say Lwl of 26 ft, Bwl 9, canoe draft 1.5. So to get my 27,000 nm in 100 days, I need an average speed of 11.25 knots, something I realistically cannot achieve in that small of a boat. Therefore, the boat has to get larger. Now we all know that the displacement, volume, and loads increase with the cube, but the strength only increases with the square. Therefore if I make the boat half again as large, the displacement is multiplied by ~3.4, but the hull weight is increased a factor of ~ 5.1. The new 40 ft Lwl, vessel is 39,000 lbs, of which 30% is hull, but my required transport capacity is now reduced to 9%, allowing me to up my ballast to 61%. But that’s OK, because as it gets larger, the excess transport capacity rolls over into more ballast, resulting in greater speed. Now we are getting into the mission achievable range.
For a modern cat in the 40 foot range, the transport capacity is ~ 20% for a hard deck to ~40% for a soft deck and tris are even less. (there are lots of reasons for this most having to do with habitability and crossbeam loads). So I would need a displacement of ~ 8625 lbs on a soft deck cat, which implies a length of 33ft, a hull beam of 1.6ft, and a total beam of ~20 ft. Now a hull beam of 1.6 feet is un-livable, so I need to increase the hull beam to 2.5 feet, which is tight but doable. This increase the length and beam to 51ft, beam to 31ft and displacement to 32,000 lbs. However, because of the design of a cat some of the hull loads do not increase with the cube, but with the scale factor to the forth because of the loading of the moment in the cross beam. If we assume that the cross beam is half the structure weight, then the new structure weight is (W/2)*X^3*(X^3/X^2)+(W/2)*(X^3)*(X^4/X^2) =2587*3.8*1.56+2586*3.8*2.43=39214 lbs. Now this structure weight exceeds the total new displacement. The size expansion to hake the hull livable is unviable if the material is unchanged.
Simplistic calculation…YES!
But what it points out is that given a constant material strength to weight, the basic design of all vessels is limited. This is why until the introduction of iron and steel, you never saw a wooden ship over ~300 ft. And why cats were limited to small open vessels in temperate climates until the introduction of light-weight high-strength composites. If we redo the above calculation and say that the material has half the weight for the same strength the answer is different as the hull weight would then be ~20k lbs which would make the vessel design viable.
Lets look at some examples over the years;
Circa 1500, NINA (mono) vs HOKULEA (cat). NINA was about 68x18, 37 tons, 18 men, made 3300 miles in 36 days out, 3100 back in 30 days back, 4.0 knots. HOKULEA is 62-4x17-6, 11.1 tons, 15 men, made 2400 miles 34 days out, 22 days back, avg 3.5 knots. NINA was held back by the slower SANTA MARIA outbound, and had to carry ~40 men back as well as all the food for the entire 9-month voyage.
1973 GBII vs PEN DUICK IV (tri). GBII, mono 78x?, 40? tons, 15? Men, say 27500 in 144 days, 7.9 knots, 3 stops. Pen Duick IV (as Manureva), tri 70x35, 8 tons, solo, say 27500 in 168 days, 6.8 knots, 1 stop.
1983 CREDIT AGRICOLE III mono 56x?, 11.5 tons, solo, 27100 official miles in 159d 02h 26m 01s, avg 7.1 knots, 3 stops . NIKE III, mono 44x13, 13.5 tons, solo, 28,975 nautical miles with actual elapsed sailing time of 203 days, 2 hours and 1 minute , avg 5.9 knts, 3 stops.
1986 KRITER BRUT DE BRUT, tri 77x?, ? tons, solo, 26789nm @ 8.6 knots average, 3 stops.
1994 ENZA NZ, cat 92x , tons, ?men, 26,414 @ 14.7 knots, no stops
2001 PRB, mono 60x?, ? tons, solo, 26,010 @ 11.6 knots, no stops
2002 ORANGE, cat 112x53, ? tons, ?men, 23,800 @ 13.8 knots, no stops
Three big things jump out. 1) Prior to the mid 1980’s there was no advantage to multi-hulls in ocean crossing. 2) Crewed is faster, and 3) the huge increase in cat/tri size in the last 20 years. Given that the transport capacity increases linearly with manning, it is rather obvious that only very large multi-hull can support those types of weights. And to support the large loads of a large multi-hull within the necessary weight, high-strength low-weight material is required. So…..
the only reason that a cat or a tri has any major ocean ability is due to one thing: Modern composites.
QED….