ProaSailor
dreaming my life away...
When the lifting sling is not vertical, the load goes up considerably. Let's assume it has only enough water in it to match its normal displacement with two people - say 500 lbs. That's 250 lbs. on each davit. Then assume the vertical distance between the davit and the dinghy attachment points is one foot. Given the 2.5 feet overhang, that's a triangle like this:
Given a=1 and b=2.5, c = 2.69258
https://www.calculator.net/right-triangle-calculator.html?av=1&alphav=&alphaunit=d&bv=2.5&betav=&betaunit=d&cv=&hv=&areav=&perimeterv=&x=39&y=22
So tension on 'c' is 250 lbs. (the load on 'a') X 2.7 = 675 lbs. at a single point on the bow, split between two points at the stern (though stern bridle geometry is slightly more complicated). Add shock loads when the boat bounces and/or more water and/or shorter 'a' value and the tension on 'c' goes up rapidly.
If the dinghy were full of water, I would guess a weight of at least 2,000 lbs.?

Given a=1 and b=2.5, c = 2.69258
https://www.calculator.net/right-triangle-calculator.html?av=1&alphav=&alphaunit=d&bv=2.5&betav=&betaunit=d&cv=&hv=&areav=&perimeterv=&x=39&y=22
So tension on 'c' is 250 lbs. (the load on 'a') X 2.7 = 675 lbs. at a single point on the bow, split between two points at the stern (though stern bridle geometry is slightly more complicated). Add shock loads when the boat bounces and/or more water and/or shorter 'a' value and the tension on 'c' goes up rapidly.
If the dinghy were full of water, I would guess a weight of at least 2,000 lbs.?
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