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Potential Energy of an Atom It is interesting to consider the relative sizes of potential energy per atom For instance, a carbon atom has a mass of about 2 10 26 kg If you lift it 1 m above the ground, its gravitational potential energy is about 2 10 25 J The electrostatic energy that holds the electrons on the atom has a value of about 10 19 J, and the nuclear potential energy that holds the nucleus together is greater than 10 12 J The nuclear potential energy is at least a million million times greater than the gravitational potential energy



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The gravitational potential energy of an object is equal to the product of its mass, the acceleration due to gravity, and the distance from the reference level

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In the equation for gravitational potential energy, g is the acceleration due to gravity Gravitational potential energy, like kinetic energy, is measured in joules Kinetic energy and potential energy of a system Consider the energy of a system consisting of an orange used by the juggler plus Earth The energy in the system exists in two forms: kinetic energy and gravitational potential energy At the beginning of the orange s flight, all the energy is in the form of kinetic energy, as shown in Figure 11-6a On the way up, as the orange slows down, energy changes from kinetic energy to potential energy At the highest point of the orange s flight, the velocity is zero Thus, all the energy is in the form of gravitational potential energy On the way back down, potential energy changes back into kinetic energy The sum of kinetic energy and potential energy is constant at all times because no work is done on the system by any external forces Reference levels In Figure 11-6a, the reference level is the juggler s hand That is, the height of the orange is measured from the juggler s hand Thus, at the juggler s hand, h 0 m and PE 0 J You can set the reference level at any height that is convenient for solving a given problem Suppose the reference level is set at the highest point of the orange s flight Then, h 0 m and the system s PE 0 J at that point, as illustrated in Figure 11-6b The potential energy of the system is negative at the beginning of the orange s flight, zero at the highest point, and negative at the end of the orange s flight If you were to calculate the total energy of the system represented in Figure 11-6a, it would be different from the total energy of the system represented in Figure 11-6b This is because the reference levels are different in each case However, the total energy of the system in each situation would be constant at all times during the flight of the orange Only changes in energy determine the motion of a system.

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Answer (for Objective 74): C and D are correct A total of three Fiji objects are created At line 18, the anonymous (main() s), Fiji can still be accessed via "this", and the other two Fiji objects can be accessed via f3 (f3 and f3f) At line 8, none of the three Fiji objects are accessible A, B, E, and F are incorrect based on the above

Figure 1 1-6 The energy of an orange is converted from one form to another in various stages of its flight (a) Note that the choice of a reference level is arbitrary, but that the total energy remains constant (b)

Gravitational Potential Energy You lift a 730-kg bowling ball from the storage rack and hold it up to your shoulder The storage rack is 0610 m above the floor and your shoulder is 112 m above the floor a When the bowling ball is at your shoulder, what is the bowling ball s gravitational potential energy relative to the floor b When the bowling ball is at your shoulder, what is its gravitational potential energy relative to the storage rack c How much work was done by gravity as you lifted the ball from the rack to shoulder level

112 m 1

02 =

Sketch the situation Choose a reference level Draw a bar graph showing the gravitational potential energy with the floor as the reference level Known:

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