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no , one is all the forces acted towards the circle , the another one is forces away from the circle..Which is the correct diagram for concurrent forces?BvU said:Both diagrams are identical.
assuming they are the similar circle , no deformation occur (rigid body)Which is the correct diagram for concurrent forces?BvU said:Ah, so there is a context.
My answer was based on the idea that a force can be moved along its line of action.
Apparently the circle represents something that can be deformed so that the above rule doesn't apply any more ?
no, this is not an exercise . I just don't understand the notes given by my lecturer , and i ask hereBvU said:I like to be liked, but I like it even better when a student understands. Was this a homework exercise where you reconstructed the original picture and you now know which feature is the one that requires the most attention ?
And now that I know you can post a drawing -- how are we doing with the torque equilibrium exercise ?
The direction of concurrent forces refers to the path or angle in which multiple forces act on the same object at the same time. It is an important aspect of understanding how forces interact and impact the motion of an object.
The direction of concurrent forces is typically calculated using vector addition, where the individual forces are added together using both their magnitude and direction. The resulting vector represents the overall direction of the concurrent forces.
Yes, the direction of concurrent forces can change over time if the magnitudes or angles of the individual forces change. This can result in a different overall direction of the concurrent forces, which can affect the motion of the object they are acting upon.
The direction of concurrent forces can determine the overall motion of an object. If the forces are balanced and acting in the same direction, the object will move in a straight line. If the forces are unbalanced or acting in different directions, the object may accelerate, decelerate, or change direction.
In order for an object to be in equilibrium, the concurrent forces acting on it must be balanced and their directions must cancel each other out. This means that the overall direction of the concurrent forces must be zero, resulting in no net force and no change in motion.