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CHEBYSHEV EIGHT-BAR MECHANISM FOR TRANSFORMING OSCILLATION INTO ROTATION

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The lengths of the links comply with the conditions: A͞B=C͞B=B͞M=1, F͞D=0.71, C͞F=1.6, E͞A=0.545, F͞G=1.33, K͞F=2.11, β=80°, G͞H=1.36, E͞F=2.6, C͞E=1.325, K͞H=0.39, C͞K=3.29, M͞D=1.61; Point M of link 2 in four-bar linkage EABC describes connecting-rod curve a-a which is self-intersecting at point C. Link 3 is connected by turning pairs M and D to links 2 and 4. Link 4 oscillates about fixed axis F. Link 5 is connected by turning pairs G and H to links 4 and 6. Link 6 is secured rigidly to flywheel b and rotates about fixed axis K.• For the specified dimensions, one complete oscillation of link 1 corresponds to one revolution of link 6. Flywheel b enables the mechanism to pass through the extreme positions (dead points) if the driving link is link 1.
$610$LW,ML$

Linked items
Mechanisms: Chebyshev eight-bar mechanism for transforming oscillation into rotation
Documents: Lever mechanisms  [Streambook]
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