bajansailor
Marine Surveyor
- Joined
- Oct 27, 2007
- Messages
- 4,029
- Reaction score
- 1,889
- Location
- Barbados
The Forum is working again - excellent!
(it appeared to be down for a while earlier today).
How much would the loaded pick-up truck weigh?
I am guessing perhaps 1.5 tonnes in total (or perhaps even allow for 2 tonnes, re extra 'loose' cargo?)
In the estimate below, I assumed a simple catamaran hull form, with rectangular pontoons (we can add shape to the ends later).
A cat because I like cats, and they can have advantages re resistance and stability, over a monohull.
Lets say that each pontoon is 1 m. wide, and the spacing between them is 1 m, giving an overall beam of 3 m.
And lets make an arbitrary decision to have no more than say 8" / 200 mm sinkage of the hulls when loaded with 2 tonnes of cargo.
We would then have :
Xm. x 1m. x 0.2m. x 1.025 = 1 (for one hull, where X is the length of the hull)
This gives X = 4.9 metres, say 5 metres for the length.
We would now have to decide on a minimum pontoon depth, taking into account freeboard when loaded, and stability.
Does this make sense for a rough first approximation?
(it appeared to be down for a while earlier today).
How much would the loaded pick-up truck weigh?
I am guessing perhaps 1.5 tonnes in total (or perhaps even allow for 2 tonnes, re extra 'loose' cargo?)
In the estimate below, I assumed a simple catamaran hull form, with rectangular pontoons (we can add shape to the ends later).
A cat because I like cats, and they can have advantages re resistance and stability, over a monohull.
Lets say that each pontoon is 1 m. wide, and the spacing between them is 1 m, giving an overall beam of 3 m.
And lets make an arbitrary decision to have no more than say 8" / 200 mm sinkage of the hulls when loaded with 2 tonnes of cargo.
We would then have :
Xm. x 1m. x 0.2m. x 1.025 = 1 (for one hull, where X is the length of the hull)
This gives X = 4.9 metres, say 5 metres for the length.
We would now have to decide on a minimum pontoon depth, taking into account freeboard when loaded, and stability.
Does this make sense for a rough first approximation?