Ch 23: Electric Potential Flashcards

1
Q

If a positive charge moves in the direction of E, then the field does ___ work on the charge and U ___.

A

positive; decreases

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2
Q

If a positive charge moves in the opposite direction of E, then the field does ___ work on the charge and U ___.

A

negative; increases

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3
Q

If a negative charge moves in the direction of E. then the field does ___ work on the charge and U ___.

A

negative; increases

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4
Q

If a negative charge moves in the opposite direction of E. then the field does ___ work on the charge and U ___.

A

positive; decreases

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5
Q

The work done on a charge by an electric field does not depend on ___, but only on ___.

A

the path taken; the start and end points

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6
Q

What is the electric potential energy of two point charges q and q_0?

A

U= 1/4πϵ • qq_0/r

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7
Q

If two point charges have the same sign, the interaction is ___, the work done is ___ and U is ___ at any finite separation.

A

repulsive; positive; positive

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8
Q

If two point charges have opposite signs, the interaction is ___, the work done is ___ and U is ___ at any finite separation.

A

attractive; negative; negative

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9
Q

Why do we never use the phrase, “the electric potential energy of a point charge?”

A

because potential energy is a shared property of the 2 charges

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10
Q

For every electric field due to a static charge distribution, the force exerted by that field is ___.

A

conservative

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11
Q

For a single point in an electric field, potential energy is equal to ___.

A

U = qEy

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12
Q

What is the potential energy associated with the test charge q_0 at a point a?

A

U = q_0/4πϵ * Σ q_i/r_i

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13
Q

For an electric field, U is defined to be zero when the distance is ___.

A

infinite

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14
Q

What are two ways to view the electric potential energy difference U_a - U_b?

A

1) The work done by the electric force when the particle moves from a to b; 2)the work that must be done by an external force to move the particle slowly from b to a against the electric force

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15
Q

electric potential

A

potential energy per unit charge; V=U/q

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16
Q

volt

A

unit of potential

17
Q

voltage

A

the potential difference between two points

18
Q

What are two ways to view V_ab, the potential of a with respect to b?

A

1) The work done by the electric force when a UNIT charge moves from a to b; 2) the work that must be done to move a UNIT charge slowly from b to a against the electric force

19
Q

What is potential due to a point charge?

A

V = U/q = 1/4πϵ * q/r

20
Q

What is potential due to a collection of point charges?

A

V = U/q = 1/4πϵ * Σ q_i/r_i

21
Q

What is potential due to a continuous distribution of charge?

A

V = 1/4πϵ⌠dq/r

22
Q

What is the work done by the electric force as a test charge moves from a to b?

A

W_a->b = ⌠Fdl = ⌠qEdl

23
Q

What is the potential difference as an integral of E?

A

Va-Vb = ⌠Edl = ⌠Ecos ϕdl

24
Q

T/F: Va-Vb is independent of the path taken from a to b.

A

TRUE ;)

25
Q

Moving with the direction of E means moving in the direction of ___ V.

A

decreasing

26
Q

Moving against the direction of E means moving in the direction of ___ V.

A

increasing

27
Q

What are the 2 units used to express electric field?

A

V/m and N/C

28
Q

What is the electron volt (eV) defined as?

A

1.602E-19 J

29
Q

When a particle with charge e moves through a potential difference of 1 volt, the change in potential energy is ___.

A

1eV

30
Q

What are the two routes to calculating potential due to a charge distribution?

A

If you know the charge distribution, you can use 1/4πϵ * Σ q_i/r_i or 1/4πϵ⌠dq/r; If you know how the electric field depends on position, use⌠Ecos ϕdl

31
Q

Whenever possible solve problems using an ___ approach (___) rather than a ___dynamics approach (___).

A

energy; electric potential and electric potential energy; dynamics; electric fields and electric forces

32
Q

equipotential surface

A

a surface on which V is the same at every point

33
Q

Field lines and equipotential surfaces are always ___.

A

mutually perpendicular

34
Q

In general, field lines are ___ and equipotentials are ___.

A

curves; curved surfaces

35
Q

In the special case of a uniform field, field lines are ___ and equipotentials are ___.

A

straight, parallel, and equally spaced; parallel planes

36
Q

When all charges are at rest, the surface of a conductor is always ___.

A

an equipotential surface

37
Q

When all charges are at rest, the electric field just outside a conductor must be ___.

A

perpendicular to the surface at every point

38
Q

When all charges are at rest, the entire solid volume of a conductor is at the same ___.

A

potential

39
Q

Charge density on a conductor is ___ and E is ___ where it is more curved.

A

higher; stronger