Calculating Energy Between Objects

  • Thread starter ryty
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In summary, the conversation is discussing the amount of energy required to change the separation between two 0.54-k basketballs with a radius of 16 cm. The potential energy equation, U=G(m1)(m2)/D, is suggested to be used and the correct expression is F=(6.67E-11)(.54)(.54)/.16. The discussion also brings up the question of whether the radius should be doubled since the balls are the same size.
  • #1
ryty
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Homework Statement


Two 0.54-k basketballs, each with a radius of 16 cm, are just touching.
A. How much energy is required to change the separation between the centers of the basketballs to 1.0 m?
B. How much energy is required to change the separation between the centers of the basketballs to 14 m?


Homework Equations


Im not sure what to use, but its probably obvious


The Attempt at a Solution


None, i don't know where to start
 
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  • #2
this smells like a universal gravitational potential problem (assuming these balls are not on the surface of the earth), so what is your potential equation?
 
  • #3
okay, F=G(m1)(m2)/r^2 but if the raduis of the balls are .16 m, do i use that as the radius, or do i double it beause the balls are the same size?
 
  • #4
(ignoring the detail with the radius) your expression solves for the force one ball exerts on another. Once you solve for this force, what good is it?
 
  • #5
im kind of confused, am i using the right equation?
 
  • #6
no, use this equation.

[tex]U=G\frac{m_1m_2}{D}[/tex]

where:
U= potential energy
G= Newton's gravity constant
D= distance from either respective centers
 
  • #7
so it should look like this F=(6.67E-11)(.54)(.54)/.16 ?
 

Related to Calculating Energy Between Objects

1. What is energy between objects?

The energy between objects is the potential or kinetic energy that exists when two or more objects interact with each other. It is the ability of one object to do work on another object.

2. How is energy between objects measured?

The energy between objects is measured in joules (J). This unit is derived from the International System of Units (SI) and is equivalent to the amount of energy required to perform one joule of work.

3. What factors affect the energy between objects?

The energy between objects can be affected by several factors, including the distance between the objects, the mass of the objects, and the type of force or interaction between the objects (such as gravitational, electrical, or magnetic).

4. Can energy between objects be transferred?

Yes, energy between objects can be transferred through different forms of energy, such as heat, light, or sound. For example, when a person throws a ball, kinetic energy is transferred from their hand to the ball, causing it to move.

5. How does energy between objects relate to the laws of thermodynamics?

The laws of thermodynamics state that energy cannot be created or destroyed, only transferred or converted from one form to another. This applies to the energy between objects, as it is constantly being transferred and transformed, but the total amount of energy remains constant.

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