Electric Fields (Module 22) Flashcards

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1
Q

What is an electrical conductor?

A

A metal that contains lots of free electrons. (Electrons that are not attached to any one atom).

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2
Q

Finish this sentence: An electrically insulating material _____

A

does not contain free electrons.

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3
Q

What does the gold leaf electroscope detect?

A

Charge

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4
Q

Define a line of force (or a field line).

A

A path that a free positive test charge follows.

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5
Q

Define electric field strength.

A

At a point in a field is defined as the force per unit charge on a positive test charge placed at that point.

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6
Q

What is the unit for electric field strength?

A

NC^-1 (Newton per Coulomb), It can also be Vm^-1 (Volt per Metre).

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7
Q

Knowing the units from the previous question, what formulae can be derived from those units?

A

E = F/Q and E=V/D

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8
Q

Define electric potential.

A

It is a point in an electric field that the work done per unit charge on a small positively charged object is required to move it from infinity to that point within the field

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9
Q

What is the unit of electric potential?

A

The unit is volt (equal to 1 JC^-1)

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10
Q

What is an equipotential?

A

These are surfaces of constant potential. Therefore a test charge moving along an equipotential surface has constant potential energy.

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11
Q

Define potential gradient.

A

The potential gradient at any position in an electric field is the change of potential per unit change of distance in a given direction.

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12
Q

Finish this sentence: The electric field strength is equal to the negative of the _______

A

potential gradient.

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13
Q

What is Coulomb’s law of force?

A

For two points charges Q1 and Q2 are at distance apart r, the force F between the two charges is given by his equation (F=(Q1Q2)/(4PIE0R^2)) where E0 is the permittively of free space.

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14
Q

Name one of the three main differences between a gravitational field and a electrostatic field.

A
  • There forces
  • There action at a distance (Masses or charged objects)
  • There constant of proportionality in the force law
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