Displacement question concerning shipbuilding.?
My friend and I are planning to build a wood-flat bottom lake-type canoe. I came to size, but I can not find an equation for the displacement vs. maximum permitted weight of water. Trying to figure that the relationship between the submerged hull and the weight of the boat. If you can equation in mathematics. Equation should include areas of the body (or length x width, or something to that effect), the mass inside the ship, and the depth of the ship sitting in the water for the weight and space. Although I math, here is the dimensions in the case you want to play with them. The lower flat panel 96 "x24" and at each end of the triangle piece with SA 288 sq inch. Because these pieces narrow up to a point at 45 degrees, the net downward forced to reduce by half, so the overall ship's SA 2 (.5 * 288) = 2304 2592 Square Jobs equations which in my opinion is wrong, I like 1131 pounds maximum weight capacity 24 "high sides. Any help appreciated.
Your data are safe - if they go, but ... they will drive yourself nuts finds that in all "".... in. In addition, you have to do with the "square inch" and must be traded with "cubic" inches "... that your £ 1131 is almost exactly" half "bad ... you need to double that your sides are two meters tall, or one ... Here is a much simpler and more accurate way ... this will give you the exact line draft. (if course, you factor in all your "add on" weights ... ie: building materials, equipment, your weight, accessories (motor, batteries, or fuel, etc.) Just remember, this "old ship-builders" says: "8 pint, 8 pounds, around the world ... "So, easy way to remember the formula for what you're trying to do. 8 pints weighs 8 pounds 8 liter per gallon = 8 pounds per gallon 8 gallons in 1 cubic foot ... as follows: 8 gallons x 8 lbs each = 64 pounds in one cubic foot. WHALE! £ 64 ... Would not you know just happens to be the weight of 1 cubic foot of sea water ... (fresh water is of course a little less - 62) I build ships for the whole time ... Always I used this formula to determine the lift ... and to estimate the waterline ... and the design & freeboard. In your case if you have a canoe with a flat day 2 'bed, which extends the length of 8' and 2 'side ... your canoe actually swim 32 m of water or elbow 32 x 64 lbs or 2048 pounds - but your boat will be useless because it is essentially completely submerged with this much weight ... (remember) Do you have anything to do with "cubic" feet "Square" stop. Since your body is 2 'high - you have 2' x 8 'x 2'), or 32 cubic feet inside your canoe. So - now we know your weight capacity - this ensures that all the weight out ... and start again ... At £ 2,048 with a capacity of 24 "Party (2048 divided by 24 = 85), we now know that for every 85 pounds you put in your boat - your hull gets 1 "into the water ... So, if your materials for shipbuilding, weighs 85 pounds, and when you (170 pounds), your canoe trip water with 3-inch draft and 21 "inch freeboard. Which is really very good. ... Now, as regards the shape of the hull your concerns ... When I figure I lift my torso cut off at the last measurement of the full cubic feet ... I do not try to count the last 1 or 2 feet, the shape of the bow Narrows from less than one foot to a wide bows place ... trying to figure out is worth your effort, and usually has effect nuetral well ... So, here we go ... In fact, it's so simple ... For kicks, you want to look at:> www. Glen-L.com <sell boats plans and customers are really nice pics, canoes and boats built to their plans - can you some ideas - Happy & Safe boating!
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