Prop pitch
You are correct pitch at a point on the blade is related to the tangent of the angle between a 90 degree pointer and the centerline of the prop bore hole that fits on the prop shaft of the motor.
Here is a pic of the scale on Ron Hill gage and it is nonlinear. The different scales are for different radai from the centerline of the prop bore hole.
http://www.boatracingfacts.com/forum...ght=pitch+gage
The pitch scale is calculated by:
Pitch = 2 x Pi x R x Tan(Angle)
Pi = 3.141.....
R = radius from the prop centerline
Angle = measured as stated above and shown in the picture.
Based on above formula the pitch numbers on your scale calculate to be 3 different radai: 2.31", 1.19" and 1.19". It appears the gage scale is not correct unless you select the correct radius. I suggest to read the angle directly since that would be a linear scale at a selected radius and calculate the pitch from formula. The tangent function is on most hand held calculators.
I know it is not conveinent but then only one scale is needed the angle scale.
The radius to measure at is variable but it is usually taken at 70% of the radius. For simple consistency I measure at the widest chord length of the blade and start at the lead edge (LE) and go to the trail edge (TE) (not including any cup) in 1/2" increments then average the calculated pitch measurements to get an approximate value of pitch at that radaius. True pitch would be how far the prop would advance in one revolution without slip like if it was advanced into a solid medium just like a woodscrew. However measureing with these type gages does offer a relative way to compare props as long as the same gage is used with the same selected location to measure the angles.
This incremental measurement is needed for progressive pitch props that have increasing pitch fron LE to TE as Ron notes on the prop blade in the pictures.
Note that pitch is different at different radai so you can measure at different radai and see what results. That causes much confusion when pitch is reported without how measured and by what device.
Originally posted by bh/
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Here is a pic of the scale on Ron Hill gage and it is nonlinear. The different scales are for different radai from the centerline of the prop bore hole.
http://www.boatracingfacts.com/forum...ght=pitch+gage
The pitch scale is calculated by:
Pitch = 2 x Pi x R x Tan(Angle)
Pi = 3.141.....
R = radius from the prop centerline
Angle = measured as stated above and shown in the picture.
Based on above formula the pitch numbers on your scale calculate to be 3 different radai: 2.31", 1.19" and 1.19". It appears the gage scale is not correct unless you select the correct radius. I suggest to read the angle directly since that would be a linear scale at a selected radius and calculate the pitch from formula. The tangent function is on most hand held calculators.
I know it is not conveinent but then only one scale is needed the angle scale.
The radius to measure at is variable but it is usually taken at 70% of the radius. For simple consistency I measure at the widest chord length of the blade and start at the lead edge (LE) and go to the trail edge (TE) (not including any cup) in 1/2" increments then average the calculated pitch measurements to get an approximate value of pitch at that radaius. True pitch would be how far the prop would advance in one revolution without slip like if it was advanced into a solid medium just like a woodscrew. However measureing with these type gages does offer a relative way to compare props as long as the same gage is used with the same selected location to measure the angles.
This incremental measurement is needed for progressive pitch props that have increasing pitch fron LE to TE as Ron notes on the prop blade in the pictures.
Note that pitch is different at different radai so you can measure at different radai and see what results. That causes much confusion when pitch is reported without how measured and by what device.
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