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 MAE 375: Kinematics and Dynamics of Mechanisms Quiz 4: Analytical Linkage Synthesis Steve Caldwell, Section 05/06 Take Home Due 03/03/14 at t he Beginning of Class Take-Home Quiz Rules:  You are ONLY allowed to use the course textbook and lecture n otes during the quiz. The use of internet, solution manuals, and any other references are STRICTLY PROHIBITED. The quiz must be independently completed. You may use MATLAB, a calculator, and drafting tools, as applicable. I, (Name)___________________________, certify that I have completed the quiz by following the rules stated above. I understand that a violation o f these rules will result in a zero score. NAME: SCORE: ______________/ 10

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MAE 471: Analysis and Design of Machine Components

MAE 375: Kinematics and Dynamics of Mechanisms

Quiz 4: Analytical Linkage Synthesis Steve Caldwell, Section 05/06 Take Home Due 03/03/14 at the Beginning of Class

Take-Home Quiz Rules: You are ONLY allowed to use the course textbook and lecture notes during the quiz. The use of internet, solution manuals, and any other references are STRICTLY PROHIBITED. The quiz must be independently completed. You may use MATLAB, a calculator, and drafting tools, as applicable.

I, (Name)___________________________, certify that I have completed the quiz by following the rules stated above. I understand that a violation of these rules will result in a zero score.

NAME: ______________________________

SCORE: ______________/ 10

Write your final answer in the specified area. Show your work step-by-step in chronological order with proper units. Attach additional sheets if required. No credit will be given to illegible work.

1. (10 pts) Solve for W (left hand) and U (right hand) in a linkage to carry the body shown below through positions P1 and P2 at the angles shown in the figure. Use analytical synthesis strategy #2 for your solution.

Given:Global Coordinate Frame Origin is P1Use the following free choices:WZ dyad: z = 1.5, 2 = 44.0 degrees, = -50.0 degreesUS dyad: s = 2.5, 2 = -55.0 degrees, = 20.0 degrees

Find [1 pt] 2 = __________ degrees[1 pt] 2 = __________ degrees[1 pt] |W| = ___________ in[1 pt] W1x = ___________ in[1 pt] W1y = ___________ in[1 pt] = ___________ degrees[1 pt] |U| = ___________ in[1 pt] U1x = ___________ in[1 pt] U1y = ___________ in[1 pt] = ___________ degrees