Can anyone confirm this equation? Prop. Thrust

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SUMMARY

The discussion focuses on the calculation of propeller thrust using two distinct equations. The first equation derived from NASA is Thrust = (density)(pi)(radius of prop)^2(2)[(2Vk(RPM) + k(RPM^2)], where 'k' represents the coefficient of efficiency. The second equation proposed is T = P_{io}^{2/3}(2 \rho A)^{1/3}, where T is thrust, P_{io} is the induced power of the engine, ρ is density, and A is the propeller area. Users express confusion over discrepancies in thrust values obtained from various online calculators compared to these formulas.

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Aerospace engineers, mechanical engineers, and students studying propulsion systems will benefit from this discussion, particularly those involved in propeller design and performance analysis.

nickpark83
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can anyone confirm this equation?? Prop. Thrust

there are many websites that calculate propeller Thrust, and they never show any formulas for it... and i somehow manage to find the formula from NASA website, but when i compare the result with each other, i get totally different numbers...

Thrust = (density)(pi)(radius of prop)^2(2)[(2Vk(RPM) + k(RPM^2)]

where k is coefficient of efficiency of prop.
V = speed, V=0 when static

if i just work with the units only, i get the force unit no problem, but the result is way off from the number from websites..
anyone know which one is correct?
 
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You might want to try this one:

T=P_{io}^{2/3}(2 \rho A)^{1/3} where

T = thrust
P_{io} = (induced) power of the engine
\rho = density
A = propeller area
 
Last edited:

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