How do you calculate the force needed to lift an object?

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SUMMARY

The calculation of force required to lift an object is fundamentally based on the equation F = m g, where F is the force, m is the mass, and g is the acceleration due to gravity. In practical scenarios, additional factors such as the method of lifting and the object's center of mass may influence the required force. For instance, lifting a coffee cup involves considering the horizontal distance from the center of mass to the point of force application. Air friction is negligible in most everyday lifting situations.

PREREQUISITES
  • Understanding of Newton's Second Law of Motion
  • Basic knowledge of mass and gravitational force
  • Familiarity with force measurement tools, such as force meters
  • Concept of center of mass in physical objects
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  • Research the principles of Newton's laws of motion
  • Learn about the use of force meters for practical measurements
  • Explore the concept of center of mass and its applications in lifting
  • Investigate the effects of air resistance in different environments
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Students in physics, engineers, and anyone interested in understanding the practical applications of force calculations in everyday lifting scenarios.

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How do you calculate the force needed to lift an object?
 
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Do you mean in theory, or in practice?

In theory, you just write down all the forces and calculate the nett force. In the simplest case, you only need to counter gravity, so you will need a force F = m g. If you include for example air friction, the same principle works although the calculations quickly get tedious.

In practice, there are usually many effects which are hard to completely describe, so you may make an approximation and do the theoretical calculation, or you can simply make a measurement (by lifting the object with a force meter for example, which is basically a spring with a scale).
 


CompuChip said:
Do you mean in theory, or in practice?

In theory, you just write down all the forces and calculate the nett force. In the simplest case, you only need to counter gravity, so you will need a force F = m g. If you include for example air friction, the same principle works although the calculations quickly get tedious.

In practice, there are usually many effects which are hard to completely describe, so you may make an approximation and do the theoretical calculation, or you can simply make a measurement (by lifting the object with a force meter for example, which is basically a spring with a scale).

i mean in practice. For instance i need to lift up a coffee cup from a table, how much force is needed to do it? or how much force do i need to apply on my fingers to lift the cup?
 


ashishbhagwat said:
i mean in practice. For instance i need to lift up a coffee cup from a table, how much force is needed to do it? or how much force do i need to apply on my fingers to lift the cup?
Depends on how you want to lift the cup. Do you want to put your hands under the cup, or do you use the 'ear' on the cup (if that's how you call that thing in English ;) ). If it's the latter, one would need to know the horizontal distance between the center of mass and the place on which the force is exerted.
I think air drag can safely be ignored in this case, unless you wanted to do this in a wind tunnel. :smile:
 

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