What Are the Effects of Rigid Body Force and Torque?

AI Thread Summary
The discussion revolves around the effects of force and torque on a rigid body, specifically analyzing a scenario with two forces acting on it. Despite a net force of 3F in one direction, the torque is zero, indicating that the object will not rotate. The conversation emphasizes the principles of translational and rotational equilibrium, noting that the object can accelerate or move at a constant velocity without rotation. The conclusion drawn is that while the object experiences a net force, it remains in a state where it cannot turn due to zero torque. Understanding these dynamics is crucial for applying Newton's 2nd Law effectively.
jimbo71
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I have no idea what the solution to this problem is and would appreciate if someone pointed me in the right direction.
 

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Consider a rigid body, with a force, F, acting at a point 2R from an arbitrary point on the body, and another force 2F, acting in the same direction as the previous force and a distance R from the aforementioned arbitrary point. Notice that there is a net force of 3F in one direction, while the torque is zero. What does Newton's 2nd Law tell you about the motion of the object?

I will help if you review the conditions for translational and rotational equilibrium.
 


The object will accelerate as a whole but not start rotating. Rigid body equilibrium requires vector sum of forces to be zero and sum of torques at any point be zero. Translational equlibrium means the object is either at rest or moving with constant velocity.
 


Exactly right, so now review the question, if the torque is zero, the object, like in the example cannot be turning, but it may or may not be in translational equil.
 


It cannot turn so choice D is out. It may move at constant velocity or may acclerate so choice A and C are out. Choice E is the best choice because while choice B is a true statement is does not best describe all aspects of an object with zero torque.
 


You are absolutely correct!
 


thanks for you help
 
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