0,5 dwR VR 2-3) w₁ = 2π n; VR - 0.5 d WR = 0; VR + 0.5 d WR = (0.5 D + d) wa; 0.5 (D+ d) Wcage = 0.5 d WR → NR = 0.5 WR/ π = n (0.5 D/d + 1); ncage = 0.5 Wcage/ π = n (0.5 D + d)/(D + d) WR VR VR 0,5 d wr 2-3) A cylindrical roller bearing consists of the inner ring with race diameter D, the outer ring, the cylindrical rolling elements with diameter d and the cage which keeps the distance between the rolling elements and is transported by them. Determine the rotational frequencies of the rolling elements NR and the cage Ncage, when the inner ring is static and the outer ring is moving with n! Assumption: Rolling (no sliding) in the contacts of the rolling elements with the inner and outer ring.
0,5 dwR VR 2-3) w₁ = 2π n; VR - 0.5 d WR = 0; VR + 0.5 d WR = (0.5 D + d) wa; 0.5 (D+ d) Wcage = 0.5 d WR → NR = 0.5 WR/ π = n (0.5 D/d + 1); ncage = 0.5 Wcage/ π = n (0.5 D + d)/(D + d) WR VR VR 0,5 d wr 2-3) A cylindrical roller bearing consists of the inner ring with race diameter D, the outer ring, the cylindrical rolling elements with diameter d and the cage which keeps the distance between the rolling elements and is transported by them. Determine the rotational frequencies of the rolling elements NR and the cage Ncage, when the inner ring is static and the outer ring is moving with n! Assumption: Rolling (no sliding) in the contacts of the rolling elements with the inner and outer ring.
College Physics
1st Edition
ISBN:9781938168000
Author:Paul Peter Urone, Roger Hinrichs
Publisher:Paul Peter Urone, Roger Hinrichs
Chapter16: Oscillatory Motion And Waves
Section: Chapter Questions
Problem 12PE: Engineering Application Each piston of an engine makes a sharp sound every other revolution of the...
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