Chapter 7: Electric Potential Flashcards

1
Q

What is electrical potential energy?

A

The potential energy due to a collection of point charges, also equal to the amount of energy required to assemble the collection of point charges (bring them in from infinity to their current positions).

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2
Q

What are the units of electrical potential energy?

A

Joules ( J )

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3
Q

Is electrical potential energy a vector or a scalar?

A

Like all forms of energy, electrical potential energy is a scalar. You can directly add the values instead of breaking them into components like vectors.

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4
Q

Can electrical potential energy be negative?

A

Yes, it can be positive or negative depending on the values of the charges.

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5
Q

What does the variable r mean in the electrical potential energy equation?

A

r is the straight-line distance between the two charges Q1 and Q2.

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6
Q

How do you calculate the electrical potential energy due to more than two charges?

A

Calculate the electric potential energy between each set of charges and add them up.

For example, if you have three charges Q1, Q2, and Q3, you’d find the following:

U(total) = k Q1 Q2 / r(12) + k Q1 Q3 / r(13) + k Q2 Q3 / r(23)

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7
Q

What is another name for the electric potential?

A

Voltage

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8
Q

What is the electric potential (voltage)?

A

The electric potential, or voltage, is the amount of energy required to move a charge in an electric field E. Another way to state this is that the electric potential is the energy per unit charge.

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9
Q

How is the electric potential (voltage) related to the electric potential energy?

A

The electric potential (voltage) is the electric potential energy per unit charge, so V = U/q.

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10
Q

Does electric potential (voltage), V, exist everywhere, or only where two charges are interacting?

A

Electric potential (voltage), V, can be measured everywhere in space. It is a field.

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11
Q

Does electric potential energy, U, exist everywhere, or only where two charges are interacting?

A

Electric potential energy (U) is the energy required to bring two or more charges together, so it requires two charges. It does not exist everywhere in space.

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12
Q

When does a voltage difference (delta V) exist between two points in space?

A

When a charged particle Q can gain or lose energy by moving between the two points in space.

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13
Q

What are the units of electric potential?

A

Volts ( V )

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14
Q

Is electric potential energy (U) conserved?

A

Like all other forms of energy, electric potential energy (U) is conserved and can be added to the conservation of energy equations.

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15
Q

A charged particle is moving in a constant electric field E. Can you use kinematics to determine the motion of the charged particle? Why or why not?

A

In order to use kinematics to solve for the motion of an object, the acceleration must be constant during the motion.

The force on the particle is equal to F = qE, and Newton’s Second Law says F = ma. Thus, if the electric field is constant, the acceleration is constant, and we can use kinematics.

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16
Q

A charged particle is moving in an electric field E that changes with distance. Can you use kinematics to determine the motion of the charged particle? Why or why not?

A

In order to use kinematics to solve for the motion of an object, the acceleration must be constant during the motion.

The force on the particle is equal to F = qE, and Newton’s Second Law says F = ma. If the electric field is not constant (changes with distance), then we cannot use kinematics to solve the problem. Use energy conservation instead.