To install this app on your iPhone:
Note: This feature may not be available in some browsers.
It is a 3 blade prop and the BAR 0.53How many blades and what is the blade area ratio?
It is a very large and heavy boat so top speed at 1200 rmp will probably be around 5 to 6 km/hIt will vary with boat speed as well.
The 1200 rpm is the maximum rated speed of my electric motor, I am trying to figure out if I will have enough power onboard to run the motor at full speed with out installing it on the boat since it will take a lot of effort and time replacing it with my current motor.Perhaps some more information would help. Where are you getting this figure of 1200 rpm from ? In any case, you are talking about an engine of less than 10hp
It is an catamaran and 6 meters in lengthThe 1200 rpm is the maximum rated speed of my electric motor, I am trying to figure out if I will have enough power onboard to run the motor at full speed with out installing it on the boat since it will take a lot of effort and time replacing it with my current motor.
It is possible but would prefer to keep the prop as small as possible due to areas with shallow water. I am aware in my situation that an bigger prop will be a lot more efficient and I might be able to go with a bit bigger prop but for now it will have to do.Is there the ability to fit a larger diameter propeller ? Sounds a good idea if possible
True but I am unsure if the motor will be strong enough thus I want to calculate the amount of power needed to turn the prop at the rated speed of the motor and if it doesn't have enough power then to be able to see what size motor I need. It should be an fairly strait forward formula. Lest assume you have a prop that is 9" in diameter with 3 blades and a pitch of 9" and an BAR of 0.54 how much energy is required to rotate the prop at 1200rpm in a body of stationary water? This is what I want to calculate.The maximum rated power of the motor is the amount of deliverable power you need onboard. It is pretty straightforward.
A 9" 1.0 P/D B series 3-50 requires 11.328 ft-lbs of torque at a J=0 and n=20 (20 rps=1200 rpm). Since hp = Torque * rpm/5252, you would need a motor of at least 2.59 rated shp @ 1200 rpm.True but I am unsure if the motor will be strong enough thus I want to calculate the amount of power needed to turn the prop at the rated speed of the motor and if it doesn't have enough power then to be able to see what size motor I need. It should be an fairly strait forward formula. Lest assume you have a prop that is 9" in diameter with 3 blades and a pitch of 9" and an BAR of 0.54 how much energy is required to rotate the prop at 1200rpm in a body of stationary water? This is what I want to calculate.