jpceir
New member
H'mmm<g>
I guess its sea trials then - as the formulas come out saying the same as you guys - it depends!!
It seems a trivial question - if you use half as much fuel at low speed, but have to stay out twice as long, the answer is it's the same total fuel cost. But the math says this simple result assumes that the fuel vs knots curve is linear. It can't be that simple, however (is anything?).
I suspect, as with all such problems, that for any given passage length, there is an optimum speed to minimise fuel used. I just can't get any reliable data to support (or refute) this idea.
Its a long summer, so if we get the weather, I guess sea trials is has to be...
Thanks to everyone who replied
PS the boat is a Nelson 29 by Seaward, twin Yanmar 170s on shafts
<hr width=100% size=1>
I guess its sea trials then - as the formulas come out saying the same as you guys - it depends!!
It seems a trivial question - if you use half as much fuel at low speed, but have to stay out twice as long, the answer is it's the same total fuel cost. But the math says this simple result assumes that the fuel vs knots curve is linear. It can't be that simple, however (is anything?).
I suspect, as with all such problems, that for any given passage length, there is an optimum speed to minimise fuel used. I just can't get any reliable data to support (or refute) this idea.
Its a long summer, so if we get the weather, I guess sea trials is has to be...
Thanks to everyone who replied
PS the boat is a Nelson 29 by Seaward, twin Yanmar 170s on shafts
<hr width=100% size=1>