I have been looking at a simple way to estimate
fuel consumption on my
boat, a 48 ft Riva, 2x 6CTA's at 430 hp, 32,000 lb
displacement. The simplest formula is called Crouch's calculator that says speed = C*(hp/disp)^0.5, where C is just a constant to take care of different units used.
The
boat does 30 knots, 32,000 lb of
displacement at max
power, at 2,600 rpms, which is the rated speed. If I
plug in these numbers in the calculator above I get 30 knots = 180*(860 hp/32,000 lb)^0.5. So, the constant for my
hull is 180. Then I look at the efficiency of my turbo
diesel engines and it looks as if it is 19 hp/gallon at optimum rpm's and between 18 and 19 throughout the planing range. Using this information, I came up with the following table:
C 180 180 180 180 180
hp 860 600 500 400 300
hp/g 18.0 18.5 19.0 18.5 18.0
gph 45 32 26 22 16
Knot 30 25 23 20 17
nmpg 0.7 0.8 0.9 0.9 1.1
Is there anything dramatically wrong with this approach? If yes, what should be improved? I guess the specific
fuel consumption of the
engine is an approximation but can't be much different for modern turbodiesels. It would be helpful if other powerboaters calculate the C constant for their
boats in actual conditions to compare. It seems to be that all modern improvements, such
hull form, shafts/pods, etc. just change the C-constant +/- 5% and what really matters is displacement and how clean the hull is maintained.