This has been asked here before several years ago, and the most likely answer implied that the test was only conducted in one direction with a strong current and a tailwind. I would like to think that Atkin was better than that. I suspect that the propeller pitch may have been misstated.
In the plans and pictures the prop diameter does look like 10". According to the description:
"Her speed came up to full expectations. She was accurately clocked over the official measured mile off Lloyd's Neck in Long Island Sound, making 14.8 mph with a Palmer 5*-hp. Baby Husky marine engine turning 2,250 rpm. The Columbian Type E two-bladed propeller is 10 in. in diameter and has a 6-in. pitch."
*The description on the Mystic website says 6 hp. That write up also says "Happy Clam should do 14 mph with 5 hp., 20 mph with 10 hp."
With zero slip, the 10x6 prop could screw through the water at 12.8 mph. Assuming 25% slip, the boat should make 9.6 mph with the specified 10x6 prop. 25% slip seemed like as good a number as any to start with based on pure ignorance and very little reading. I would have to say that it was not possible for that boat to go close to 15 mph in that place with a 10x6 prop at 2250 rpm. A 5.2 mph current seems extremely unlikely off Lloyd's Neck where the current is currently running at 0.3 m/s about 3 hr after high tide with a 6' tidal range. The current speed is from ventusky.com.
My knowledge of prop design consists of "ask an expert", which brings me here. My question is whether a Palmer 6-hp. Baby Husky marine engine could turn a similar looking 2 bladed 10 inch diameter prop at 2250 rpm with enough pitch to make 14.8 mph? For example, a 10 x 9.3 prop at 2250 rpm would give 14.8 mph and 25% slip, on paper. I am not looking for an exact answer, just whether it looks reasonable to assume that the performance reported could have been real had the prop been optimized for the boat and if the engine had the torque to turn it.
While it is hard to mistake the diameter of a prop, mistaking a 9" pitch for a 6" pitch might be possible.
When you find the flaw in my math, try to correct the mistake rather than informing me that I am an omphaloskeptic and not a naval architect. I won't dispute the assertion, but the math would make for a better answer.
In the plans and pictures the prop diameter does look like 10". According to the description:
"Her speed came up to full expectations. She was accurately clocked over the official measured mile off Lloyd's Neck in Long Island Sound, making 14.8 mph with a Palmer 5*-hp. Baby Husky marine engine turning 2,250 rpm. The Columbian Type E two-bladed propeller is 10 in. in diameter and has a 6-in. pitch."
*The description on the Mystic website says 6 hp. That write up also says "Happy Clam should do 14 mph with 5 hp., 20 mph with 10 hp."
With zero slip, the 10x6 prop could screw through the water at 12.8 mph. Assuming 25% slip, the boat should make 9.6 mph with the specified 10x6 prop. 25% slip seemed like as good a number as any to start with based on pure ignorance and very little reading. I would have to say that it was not possible for that boat to go close to 15 mph in that place with a 10x6 prop at 2250 rpm. A 5.2 mph current seems extremely unlikely off Lloyd's Neck where the current is currently running at 0.3 m/s about 3 hr after high tide with a 6' tidal range. The current speed is from ventusky.com.
My knowledge of prop design consists of "ask an expert", which brings me here. My question is whether a Palmer 6-hp. Baby Husky marine engine could turn a similar looking 2 bladed 10 inch diameter prop at 2250 rpm with enough pitch to make 14.8 mph? For example, a 10 x 9.3 prop at 2250 rpm would give 14.8 mph and 25% slip, on paper. I am not looking for an exact answer, just whether it looks reasonable to assume that the performance reported could have been real had the prop been optimized for the boat and if the engine had the torque to turn it.
While it is hard to mistake the diameter of a prop, mistaking a 9" pitch for a 6" pitch might be possible.
When you find the flaw in my math, try to correct the mistake rather than informing me that I am an omphaloskeptic and not a naval architect. I won't dispute the assertion, but the math would make for a better answer.