Identifying Equivalent Force in New Location: Examples & Solutions

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    Equivalent Force
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Identifying an equivalent force when transferring it to a new location is generally possible, but it depends on the specific context of the force application. For instance, the force required to push a car remains consistent regardless of location, while balancing a seesaw depends on the force's position relative to the pivot. Calculating equivalent forces often involves using moments or equilibrium equations. An example provided illustrates that different lengths of a wrench can require varying forces to achieve the same torque. Overall, understanding the mechanics involved is crucial for accurate calculations.
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hello. thanks for viewing my post. I want to know if there is a way to identify an equivalent force if I transfer the original force to a new location. is that possible? ill give an example.
position of original force ----------(known distance)--------------------- desired new position of force


do you need to use moments or equilibrium equations. or is it even possible?
 
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It's not possible to answer that without more details of the situation. For example:

If this was the force needed to push a car along a road it might be the same in both places.

If this was the force needed to balance a seesaw (teeter-totter) then it might depend on the position of the force relative to the pivot.

Usually it is possible to calculate the equivalent force. If you wish to apply a torque to a wheel nut you can do it with a short or long wrench. It's relatively easy calculate the different force required on the end of each wrench to achieve the same torque.
 
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