Mark44
Katie's Boss
- Location
- 100% one place
I believe the us coast guard site has the flotation formulas online.
The calculations are tedious but not difficult.
Mark44
The calculations are tedious but not difficult.
Mark44
1 cu ft of water weighs ~64 lbs, so if my ski ends up weighing 300, then if I displace 5 cu ft with the hull/engine/foam/turf/etc it will be slightly positively buoyant and will float.
In a normal foamed ski, there is around 3 cu ft of foam under the tray.
you need to support the water lines as well. they will/can break form vibration w/ there being only the 1 point of thru hull. 2 points of mounting will eliminate the stress of this effect.
you need to support the water lines as well. they will/can break form vibration w/ there being only the 1 point of thru hull. 2 points of mounting will eliminate the stress of this effect.
So if there is 3 cubic feet that means an additional 192lbs plus you have to know the amount of water displacement for the complete engine and hood area as it will be filled with water also You might want to consider foaming the inside of the handlepole also.
I think you're missing the point of displacement/buoyancy.
I'll do some actual calculations and see how I feel about it.
you need to support the water lines as well. they will/can break form vibration w/ there being only the 1 point of thru hull. 2 points of mounting will eliminate the stress of this effect.
So if there is 3 cubic feet that means an additional 192lbs plus you have to know the amount of water displacement for the complete engine and hood area as it will be filled with water also You might want to consider foaming the inside of the handlepole also.
I believe Darin's point was this: There is no need to "know the amount of water displacement for the complete engine and hood area as it will be filled with water also".
Water doesn't add weight in a bouyancy calculation - it's neutral.
All you need is total weight of the vessel, and volume of water displaced by the flotation material. (Foam in this case).
Volume in the engine bay is irrelevant.
I believe Darin's point was this: There is no need to "know the amount of water displacement for the complete engine and hood area as it will be filled with water also".
Water doesn't add weight in a bouyancy calculation - it's neutral.
All you need is total weight of the vessel, and volume of water displaced by the flotation material. (Foam in this case).
Volume in the engine bay is irrelevant.
I was just thinking about that. With that much bulkhead removed, would the torque from the motor make the Intermediate housing vibrate/move?
Okay point taken and recognized as being correct ,let me throw another monkey wrench in the machinery though.There is a safety factor also to be considered,the ski should be able to not only float itself but also safely float the rider if something was to happen.Now I realize that all of you are wearing only USCG approved life jackets right? I am also sure that all of you never ride alone either right? It that is truly your case then no worries,if the answer to either of those two questions was no ,there might be a problem there.Just something to consider.
:fing02::fing02:
Mark44
The only torque the bulkhead sees is what is created by the drag of the intermediate bearing/seals which is fairly minimal.
Also if you sink in shark infested waters you may want to stand up on the hull as to keep the sharks at bay. J/K :smile:
Mark44
Yep
X2
And as long as the foam is dry....and density of foam plays a small part to the equation.
I am not just posting to be a azz here,on my Thunderjet build I am considering doing pretty much the same thing but I will be leaving the bulkhead as is,the halves were foamed seperatly and then put together,so far I have seen Kayak floatation bags posted,just looking for ideas just like Jett and making sure I have all my bases covered before I seal up the two halves for good.I will be doing everything that I suggested earlier before that happens.:argue: