If the pitch of the propeller is 19.4 feet, and the revolutions per day are 96,713, calculate the days run allowing 6% positive slip.
Given:
Pitch = 19.4 ft
RPD = 96,713
Slip = + 6%
What is asked?
Days run
Solution:
This is the formula for solving days run:
Days Run = RPD x P x eff
6080
1. Solving for efficiency.
Efficiency = 100 - Slip
100
= 100 - (+6)
100
= 100 - 6
100
= 94
100
Efficiency = 0.94
2. Solving now for days run.
Days Run = RPD x P x eff
6080
= 96,713 x 19.4 x 0.94
6080
= 1763658.268
6080
Days Run = 290.1 miles
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Given:
Pitch = 19.4 ft
RPD = 96,713
Slip = + 6%
What is asked?
Days run
Solution:
This is the formula for solving days run:
Days Run = RPD x P x eff
6080
1. Solving for efficiency.
Efficiency = 100 - Slip
100
= 100 - (+6)
100
= 100 - 6
100
= 94
100
Efficiency = 0.94
2. Solving now for days run.
Days Run = RPD x P x eff
6080
= 96,713 x 19.4 x 0.94
6080
= 1763658.268
6080
Days Run = 290.1 miles
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Why is the Days Run formula similar to getting Speed of Advance? How can getting speed be same as getting time?
ReplyDeleteFormula should be getting Speed of Advance, and using that speed in getting distance by means of Distance=Speed×Time
ReplyDelete