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Propellers

🟒 Start β€” zero knowledge, plain words. 🟑 Hands-on β€” building or buying, specifics and tradeoffs. πŸ”΄ Specialist β€” the physics and math behind it.

🟒 Start. The propeller converts rotation into thrust β€” it's the only part of the drone that touches the air. Read 5Γ—4.3Γ—3 as: 5β€³ diameter, 4.3β€³ pitch, 3 blades. Pitch is the theoretical distance the prop "screws itself" through the air per revolution β€” like a bolt thread: fine thread = precision and force, coarse = speed.

🟑 Hands-on. Higher pitch buys top speed and "grip" in fast maneuvers, but loads the motor and battery; lower pitch buys efficiency and smooth hover. Three blades are the freestyle compromise (traction, quieter); two blades win long range (peak efficiency). Material: polycarbonate forgives crashes β€” and a damaged prop goes in the bin immediately, because one cracked blade produces vibration that torments the entire electronics stack. Bigger/steeper prop = more current: check the motor maker's thrust tables.

πŸ”΄ Specialist. Prop performance follows scaling laws (n ≑ rev/s, D ≑ diameter):

T=CT ρ n2D4,P=CP ρ n3D5T = C_T\,\rho\,n^2 D^4,\qquad P = C_P\,\rho\,n^3 D^5

Thrust grows with the square, power with the cube of RPM β€” the fundamental reason big slow props beat small fast ones on efficiency. Momentum theory sets the hover-power floor: for a 750 g five-inch (T=7.36T = 7.36 N) with total disk area A=4Ο€(0.0635)2β‰ˆ0.051A = 4\pi(0.0635)^2 \approx 0.051 mΒ²:

Pideal=T3/22ρAβ‰ˆ57Β Wβ€…β€Šβ‡’β€…β€ŠPelectricalβ‰ˆ570.55β‰ˆ103Β Wβ‰ˆ4.6Β AΒ onΒ 6SP_{\text{ideal}} = \frac{T^{3/2}}{\sqrt{2\rho A}} \approx 57\ \text{W} \;\Rightarrow\; P_{\text{electrical}} \approx \frac{57}{0.55} \approx 103\ \text{W} \approx 4.6\ \text{A on 6S}

β€” exactly the hover current you'll see in the OSD. Also watch blade tip speed (v=Ο€Dnv = \pi D n): approaching ~0.6 Mach means a steep rise in noise and losses.

πŸ–ΌοΈ Photos: your own 2- vs 3-blade comparison; NASA (public domain) propeller-vortex visualizations.