5&10 Fields (Electric, Magnetic, Gravitational) Flashcards

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1
Q

Explain how a charged plastic rod can attract a small uncharged piece of paper

A

when the charged rod is placed near the paper, some electrons are attracted to the surface of the paper near the rod

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2
Q

A plastic rod and a copper rod both have their ends rubbed against a cloth. Explain why the end of the plastic rod becomes electrically charged but the end of the copper rod stays electrically neutral.

A

Friction causes transfer of electrons from cloth to the rods

Plastic = insulator = electron charge stay at the end

Copper = conductor = electrons easily redistribute

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3
Q

Describe how electric current flows through a conductor

A
  1. potential difference is applied between two points in the conductor → electric field is created → electric field exerts force on electrons → electrons accelerate and drift along the conductor → electrical PE converted to KEcollide with and transfer energy to the atoms
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4
Q

mean drift velocity (v)

A

average velocity that a particle moves through a conductor due to an electric field

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5
Q

electric potential difference (V)

A

energy transfered per unit charge

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6
Q

electric potential energy

A

work done to bring a small positive test charge from infinity to its current position

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7
Q

potential difference across a component =

A

the difference in the electric potential energy of electrons before they enter the component and after they leave it

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8
Q

electronvolt, eV

A

the work done to move 1 electron through a potential difference of 1V

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9
Q

electric current (I)

A

the rate of flow of charge
past a given cross-section

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10
Q

an electric field is created when

A

a potential difference is applied between two points in a conductor

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11
Q

electromotive force (emf),
ξ [volt, V]”

A

power supplied per unit current (V=P/I)
energy supplied per unit charge (V=E/Q)

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12
Q

resistance, R [ohm, Ω]

A

opposition to current flow in an electrical circuit

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13
Q

secondary energy source

A

generated from primary energy source

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14
Q

renewable energy source

A

can naturally replenish; doesn’t run out

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15
Q

pros/cons of solar energy

A
  • pros: doesn’t pollute atmosphere, renewable
  • cons: expensive to set up, inefficiency (light energy wasted as heat, gets reflected…)
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16
Q

electric field

A

the reigion where a charge experiences a electric force

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17
Q

electric field strength

A

E = F/q
electric force per unit charge experienced by a positive test charge placed at a point in the field

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18
Q

uniform field

A

same field strength throughout;
represented by parallel and equally spaced field lines

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19
Q

Coulomb’s Law

A

F = k(q1q2)/r^2
The attractive/repulsive electrostatic force between two point charges is directly proportional to the product of the charges and inversely proportional to the square of their separation

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20
Q

An alpha particle is situated 2.0 mm away from a gold nucleus in a vacuum. Calculate the magnitude of the electrostatic force acting on each charges.

Atomic number of gold = 79

Atomic number of helium = 2

A

F = k(q1q2)/r^2
* r = 2 x 10^-3
* q1= 2e (two protons) = 2x1.6x10^-19
* q2 = 79e (79 protons) = 79x1.6x10^-19
* k = 8.99 x 10^9

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21
Q

Ohm’s law

A

current is proportional to potential difference (V=IR);
if temperature stays constant

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22
Q

rules for electric field lines

A
  • cannot cross
  • meet surface at 90˚
23
Q

electric field lines reprsesent…

A

direction + strength of electric field

24
Q

The conventional direction of current is

A

from + to - (opposite as the flow of electrons)

25
Q

DC vs. AC

A
  • Direct Current (DC) flows in one direction only
  • Alternating Current (AC) is used in high voltage devices; flows one direction around the circuit and reverses
26
Q

When electrons flow through a component in the circuit (e.g. a resistor)…

A
  1. electrons transfer electric potential energy to the component
  2. component transforms electric potential energy into other forms of energy (eg. thermal, light)
27
Q

Magnitude of the force on a current carrying conductor depends on the angle of the conductor to the external magnetic field.
- The max force occurs when…
- The min force occurs when …

A

F = BIL sinø
- max F occurs when ø=90, when the conductor (I) is perpendicular to B
- min F occurs when ø=0, when the conductor (I) is parallel to B

28
Q

equation for force on a current-carrying conductor:

A

F = (N) BIL sinø

29
Q

equation for force on a moving charge in a magnetic field:

A

F = Bev sinø

30
Q

The force experienced a charge in a magnetic field is always perpendicular to its motion. Hence, the force is a centripedal force and the charge travels in circular motion. Based on this info, how can we find the radius of a moving charge’s path in a magnetic field?

A

Bev = mv^2/r
→ r = mv/Be

31
Q

Explain whether the speed of an electron is the same when entering and exiting the magnetic field.

A

F perpendicular to v
→ no work done
→ no change in KE
→ no change in speed

32
Q

Give two reasons why soft iron is used for the core of electromagnet.

A
  1. easily magnetized and demagnetized
  2. produces strong magnetic field (high permeability)
33
Q

Explain the motor effect

A

When a current flows across a magnetic field, the field due to the current and the external field interact to produce a force on the current.

34
Q

Compare the deflections of alpha particles, beta-minus particles and gamma rays as they pass through the same magnetic field.

A

gamma: no mass no deflection
beta: deflected
alpha: + so deflected in the opposite direction from beta, greater mass so deflected less

35
Q

Explain whether it is possible for an electron beam to pass through 1. a magnetic field and 2. an electric field without having its velocity changed

A

if the electrons move parallel to the magnetic field, it will not experience any force; but any charge will experience force in electric field

36
Q

test mass/charge means

A

has no effect on the field it is placed in

37
Q

zero gravitational potential energy

A

a system of masses that are INFINITELY APART that there are zero gravitational forces between them

38
Q

gravitational potential energy (Ep or GPE)

A

WORK DONE to bring the masses from infinity to a point

39
Q

gravitational potential (Vp)

A

WORK DONE PER UNIT MASS;
to bring a small test mass;
from infinity to a point

40
Q

electric potential (Ve)

A

WORK DONE PER UNIT CHARGE;
to bring a small positive test charge;
from infinity to a point

41
Q

gravitational potential difference (∆Vg)

A

WORK DONE PER UNIT MASS;
to bring a small test mass;
between two points

42
Q

equipotential

A

always perpendicular to field lines

43
Q

Explain why the equation ∆Ep = mg∆h cannot be used to determine the increase in GPE when a satellite is put into orbit around the Earth.

A

not uniform field, g varies between Earth surface and the height of the orbit

44
Q

Explain why a satellite in orbit around the Earth has negative gravitational potential energy

A

GPE is calculated with reference to infinity, where GPE is considered zero.

Since a huge amount of energy need to be supplied to move the satellite from Earth surface to infinity, it must have negative energy near the Earth surface.

45
Q

If a satellite moves to a lower orbit, does its GPE increase or decrease?

A

decrease (becomes more negative)

46
Q

escape speed

A

speed of an object at a planet’s surface;
so that it will escape from the gravitational field and travel to infinity

47
Q

Newton’s Universal Law of Gravitation

A

F = GMm/r^2

the force of gravity between two objects is inversely proportional the square of the separation of their centres and directly proportional to the product of their masses

48
Q

equipotential lines are…

A

always perpendicular to field lines!

49
Q

Two positive charges are separated by a small distance. Is the electric potential energy stored in this situation positive or negative?

A

positive

50
Q

Two positive charges are separated by a small distance. Explain the energy changes that will occur if the charges are able to move freely.

A

they would be repelled from each other → gain kinetic energy, lose electric potential energy

51
Q

How much energy is transferred when a charge of −26nC moves between charged sphere places where the potentials are +1.0kV and +1.5kV?

Why may the answer be positive or negative?

A

(-26 x10^-9)(±0.5x10^3)

if it moves from +1.0kV to +1.5kV, ∆Vp is positive; vice versa

52
Q

A graph shows the variation of gravitational potential V with distance r from the surface of planet A to planet B. Explain why the gradient of the graph is zero at a point.

A

gradient = ∆V/∆r = g

this is where the force of attraction of A on B and B on A are equal and opposite → resultant force = 0 → acceleration (gravitational field strength, g) = 0

53
Q

A graph shows the variation of gravitational potential V with distance r from the surface of planet A to planet B. Explain why the graph between A and B are negative.

A

gravitational potential V is defined as 0 at infinity;
gravitational field is attractive so energy is required to move AWAY from A.