I sold two rowboats boats this week, helping to clear out the shop. I have one more that I want to sell. (Now sold to a gentleman in California; he drove here to get it.) If you have been following my blog, you can see that as I build a design, I am always asking "What could I do better?" Then the next build incorporates those changes. The boats I am letting go are perfectly adequate but have been replaced with slight improvements, sometimes with only aesthetic differences. And I am at a point where few new improvements come to mind on my rowboats. A sailboat would be a different project, but the Colorado mountains might not be a good place for consistent winds and sailing.
I have been looking for the proper trailer for transport. I finally located one, but it needs work (23 years old) and modification; it had been set up for hauling bicycles. I bought it; used boat-type trailers are hard to find in Colorado, especially light duty. I have replaced the tires, inner tubes, bearings, and axles. I exchanged its setup for bicycles with a 5 1/2' by 5 1/2' deck for small boats. Next project: I have discovered that not all the trailer lights work. The wiring is old (obviously) and not well protected.
I need to get out on a lake with my newest boats; that use may suggest further improvements. The boating season at the altitudes where we live, 7000+ feet, is only about six months long, making for a limited opportunity on our lakes.
This trailer came with a short tongue and a long tongue. I attach the short tongue for use while in the shop. The trailer (a commercial build from California) has coil spring suspension and motorcycle-type tires. New tires are not easily found, but I was able to get some off Ebay.com.
2 comments:
Wayne I wish I understood the math invovled in your boat building ?
Brian
Brian,
The mathematics is mainly geometry and algebra. In a 3-dimensional coordinate system, how do you define a specific line? It can be done using one point and a given slope or by using two separate points. That is how you create projections.
An algebraic equation is used to define major curves (chine, sheer, deck) from which the projections are made.
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