You are turning 90 RPM with a propeller pitch of 20 feet and an estimated slip of +4%. What is the speed of advance?
Given:
RPM = 90
Pitch = 20 ft
Slip = +4%
What is asked?
Speed of advance
Solution:
1. We are going to solve first for the efficiency. This is the formula for getting efficiency:
Efficiency = 100 - Slip
100
= 100 - (+4)
100
= 100 - 4
100
= 96
100
Eff = 0.96
2. We can now then proceed to solve for the speed of advance. This is the formula for speed of advance.
S.O.A = RPM x P x 60 x Eff
6080
= 90 x 20 x 60 x 0.96
6080
= 103680
6080
= 17.05 knots is the speed of advance
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Given:
RPM = 90
Pitch = 20 ft
Slip = +4%
What is asked?
Speed of advance
Solution:
1. We are going to solve first for the efficiency. This is the formula for getting efficiency:
Efficiency = 100 - Slip
100
= 100 - (+4)
100
= 100 - 4
100
= 96
100
Eff = 0.96
2. We can now then proceed to solve for the speed of advance. This is the formula for speed of advance.
S.O.A = RPM x P x 60 x Eff
6080
= 90 x 20 x 60 x 0.96
6080
= 103680
6080
= 17.05 knots is the speed of advance
If you find this blog helpful, please click the share button below to share this post to your friends. Sharing is caring...
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