Solving Statics HW Problem: Piston Velocity & Acceleration

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To solve the homework problem on piston velocity and acceleration in a reciprocating engine, the key steps involve expressing the acceleration (AD) in terms of known dimensions and the crankshaft angle (θ). The Relative Motion Method or Instantaneous Centers of Rotation can be applied for mechanism analysis. A suggestion was made to use variables instead of numerical values initially to simplify the problem. Additionally, a resource was provided for further reading on the relative motion method. Understanding these concepts is essential for successfully plotting the piston velocity and acceleration as functions of the crankshaft angle.
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Homework Statement



Using the diagram shown below for a simple reciprocating engine, determine (a) the piston velocity (velocity at point D) and (b) the piston acceleration (acceleration at point D) as functions of the crankshaft angle, θ. The dimensions are as follows: LAB=1.875”, LBD=6.0”, and ωAB=8000rpm. (c) Plot your results: VD vs. θ and AD vs. θ.



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The Attempt at a Solution



I don't know where to start
 

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Hmmm, you want help on an extra credit problem that you "don't know where to start" so you can hand it in for extra credit. What's wrong with this picture? Under those circumstances I will give you only one small hint, which is probably more than I should do:

Call AD "x" and write x in terms of the known sides and angle. And use letters instead of numbers until the end.
 
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