Inertial forces of a slider crank

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SUMMARY

The discussion focuses on analyzing the inertial forces in a slider crank mechanism for a homework problem. Key concepts include the sum of forces and moments applied to the crank, connecting rod, and slider. The solution emphasizes that the mass of the crank is not required; instead, the acceleration and velocity of point B are crucial. Participants highlight the importance of understanding the constraints on point C to derive linear acceleration and forces effectively.

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  • Understanding of slider crank mechanisms
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  • Knowledge of kinematics and dynamics of rigid bodies
  • Ability to apply the principles of statics and dynamics
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Jstuff
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Homework Statement


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Hello, I have an exam later in the week and I'm trying to understand how to this problem.

Homework Equations


Sum of forces.
Sum of moments.

The Attempt at a Solution


I broke the mechanism into 3 pieces, the crank, connecting rod, and slider and then began to analyze each piece with the sum of moments and sum of forces on each. It seems that I am missing too many unknowns. For example on this sum of forces on crank what is the mass and acceleration of the crank.

Thanks in advance for the help.[/B]
 
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Jstuff said:
It seems that I am missing too many unknowns. For example on this sum of forces on crank what is the mass and acceleration of the crank.

You aren't given the mass of the crank because you don't need it.
The only information you need from the crank is what point B is doing - the direction and magnitude of it's acceleration and velocity.
Point C is constrained to B and the horizontal plane so you can find it's linear a & v and then the magnitude of the Fx on it.
I don't know what 'equivalent offset inertial force' is but you can find the angular and translational velocities and accelerations of BC and then the forces on BC.
 

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