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How do I calculate how much lift an outrigger needs?

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I have been thinking of putting a sail on my canoe with will probably require the use of an outrigger. (related: Outrigger and/or leeboard when sailing a canoe?) I was thinking about using a section of PVC pipe as an outrigger, this reference indicates a 4 inch pipe will hold 0.653 gallons of water per foot weighing 5.44 pounds, a 5 inch pipe will hold 1.02 gallons at 8.50 pounds. Every pound of water displaced is a pound of lift. The farther out you place the outrigger the more leverage is applied, but at the same time it applies more strain to the arm that connects the outrigger to your vessel

The first image below could be considered two outriggers with a sail between them. At this point my mind spirals out of control with all the variables. If the base was wide enough they would not tip, but then it would require stronger cross bars, which would add more weight...

Many of the off the shelf out riggers for canoes, only have a couple feet long arms with volume of a couple of gallons, but if you see professional sea going outriggers they have much larger volumes with much longer arms (second image).

What are the basic things I need to consider and how do I calculate how much lift I need from an outrigger? I am planning on inland water (river, lake) sailing, so will not be at the extremes in the images, but I want to understand the principles required to keep the canoe from tipping over, and keep away from putting to much pressure on the outrigger.

enter image description here

enter image description here

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3 answers

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I don't think it is possible to answer your question in such a general way.

Needed lift of your outrigger depends on your type of canoe, the way its built, how it is packed with people/goods (weight distribution), how big your sail is, how high your mast is, if you are sailing with/across/against the wind, etc, etc.

What we can observe is:

  • If you choose a hollow outrigger (relying purely on lift from flotation), it will only prevent your craft capsizing in the direction of the outrigger.
  • If you want stability towards both sides you'll need either two outriggers, or attach weight to the outrigger, such that this weight will counterbalance forces which roll your canoe away from the outrigger.
  • Alternatively you could set up your mast/sail not directly over your canoe, but in the style of a catamaran somewhere between canoe and outrigger. This could be quite a bit more challenging to build.

I'd suggest either finding professionally built outriggers, then figure out how much lift they produce, or do some experimentation yourself.

But I think you're approaching the problem from the wrong side.

  • I think you should first try to figure out how long your outrigger arm is. This will heavily impact how agile your craft will be. Only then would I try to find the right amount of lift/weight needed for the outrigger to keeping the craft stable.
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Here is what a sailor with 37Kmiles of blue water sailing thinks ... the out rigger needs to have two properties when used with a canoe, floating displacement, keel side area. with out keel side area, you wont be able to tack, unless the canoe has a centerboard or a dagger board. a good general rule of thumb is an out rigger needs to displace at least half of the amount the main hull does in volume. two pieces of structural foam or just 2 inch pieces of home insulating will do fine. make a 1-2 foot keel and floating flat part that is 3/4 as long as the canoe, or just start with 8 foot lengths. like a "T". use 2x4/2x3 studs and rope. take it out and trim it ... relocate the mast and width as needed. you might need to add foam ... to bond the Styrofoam to anything use gorilla glue. it foams, pushes parts out of place. so clamp it.

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(I realize my vocabulary about those things in english is very limited. Please edit if I use the wrong words)

My understanding of how that works is that the outrigger displaces the amount of force applied by the wind, like so:

        |
        |
WIND -> |
        |
        |
BOAT -> O

VS

        |
        |
WIND -> |
        |
        |
BOAT -> O----O

In the first case, there is absolutely no resistance to prevent the boat from tipping over.

In the second case, assuming the outrigger always floats (which is an approximation, but will do for now) the wind will need to apply enough torque to lift the boat.

Now, all that's left is to compare the opposing Torques of a/ the wind in the sail to b/ the weight of the boat. We want equilibrium between the 2.

The wind force can be integrated as a force applied to a single point at the barycenter of the sail. Assuming a triangular sail, the barycenter's distance to the base of the sail is 1/3 of the sail's height. The total heigh needs to take into consideration the offset of the base of the sail

boat_weight * outrigger_length = wind_force * barycenter_height

The wind force is (apparently in kg. The 0.063 constant is something I found somewhere, not sure if it is right)

0.063 * wind_speed^2 * sail_surface

Putting it all together, if your canoe with you in it is 100kg, the outrigger is 1m out, the wind is a moderate 10m/s, the sail is 5m^2, the mast 3m and the sail start .5m above water, it gives:

100 * 1 > 0.063 * 10*10 * 5 * (1+.5) (47.25)

However, if the wind rises the 15m/s, then the force would be 106kg, tipping your boat over.

The next part is to make sure the outrigger does not sink. I guess the same force applies on it, so you need it to float 100kg, so about 100L. In a 12.5cm pipe, that's about 8m. Using a larger 20cm pipe, only 3.2m. Considering that the floatation device can sink a little, and that you are not going to actually lift your canoe above the outrigger, the real value is probably quite less.

The same works approximately identically if your consider the outrigger to be a weight on the other side. (except you need weight instead of floatability)

I am not entirely sure of those computations, but it sounds about right. Overall, the wind applies a force depending on the square of its speed at the barycenter of the sail. The moment of that force needs to be compensated by an equivalent one. Lower winds, smaller sails, will result is less floatation required

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