Module 6 Standard Answers Flashcards
Explain in terms of movement of electrons how the capacitor plates acquire an equal but
opposite charge.
• Electrons move from one plate to the other plate, making the plate they leave positive and the
plate that they arrive at negative.
• The number of electrons that are removed from one plate is the same as the number of
electrons that are deposited on the other plate.
Explain how a capacitor stores energy but does not store charge.
• On a capacitor, work is done to separate the positive charges onto one plate and negative
charges onto the other plate.
• Energy is stored within the electric field between the capacitor’s oppositely charged plates.
• A capacitor has an equal magnitude of positive and negative charges and so the total charge
on a capacitor is zero. Therefore, it does not store charge.
Describe and explain the purpose of a dielectric.
• A dielectric is an insulating material which is placed between capacitor plates.
• It decreases the electric field strength between a capacitor’s parallel plates, increasing its
capacitance
Strong electric fields can cause a spark. Explain how the electric field causes the atoms
in the air to become conducting.
• The electric field causes an electric force to act on the electrons and nucleus in the atom. This
electric force acts on the electron and nucleus in opposite directions (as they are oppositely
charged).
• The electric field causes electrons to be stripped off the atom.
Describe what is meant by an electric field and a magnetic field. State the differences
between the forces experienced by charged particles in these fields.
• An electric field is a region of space where a force is experienced by a charged particle,
whereas a magnetic field is a region of space where a force is experienced by a current-
carrying conductor, moving charge or permanent magnet.
• In an electric field, the electric force acts parallel to the field lines, with a magnitude that is
independent of the speed of the particle.
• In a magnetic field, the magnetic force acts perpendicular to the field lines, with a magnitude
that is directly proportional to the particle’s speed.
Explain why the speed of charged particles travelling in a uniform magnetic field does
not change despite the force acting on the charged particles.
• The magnetic force acts perpendicularly to the velocity/direction of motion (towards the centre
of a circle).
• No work is done by the magnetic force on the charged particles.
• So, their kinetic energy and speed does not change.
Explain why a repulsive force acts on a permanent bar magnet as it is pushed into a coil
(or whenever there is a change in the number of field lines passes through an area).
• As the magnet enters the coil, there is a change in the magnetic flux linkage.
• By Faraday’s Law �𝜀𝜀=
−Δ𝜙𝜙
Δ𝑡𝑡 �, an emf is induced in the coil.
• As the coil is complete (no cuts), there is an induced eddy current through the coil.
• By Lenz’s Law, the induced current through the coil generates an opposing magnetic field (it
opposes the change in magnetic flux linkage).
• So, the magnet experiences a magnetic force which opposes its motion
Explain the shape of the induced emf vs time graph for a magnet moving through a coil.
• The induced emf is directly proportional to the rate of change of magnetic flux linkage, by
Faraday’s Law.
• The emf changes from positive to negative because the rate of change of magnetic flux
linkage changes sign (the flux linkage increases and then decreases).
• The emf becomes zero because the rate of change of magnetic flux linkage is zero when the
magnet is in the middle of the coil.
• The second peak has a larger negative amplitude because the rate of change of magnetic
flux linkage is greater when the magnet leaves the coil, as it is travelling with a greater speed.
• The two pulses have different widths as the magnet accelerates through the coil.
• The area under each of the two regions is the same as the total change of magnetic flux
linkage on entering the coil is the same as the total change of magnetic flux linkage on leaving
the coil.
The primary coil of a transformer is connected to an alternating voltage supply.
Explain…
[i] how an emf is induced in the secondary coil.
• A changing current in the primary coil gives rise to a changing magnetic flux linkage in the
core.
• The soft iron core of the transformer links this magnetic flux linkage to the secondary coil.
• The changing magnetic flux linkage through the secondary coil induces an emf in the
secondary coil, by Faraday’s Law.
The primary coil of a transformer is connected to an alternating voltage supply.
Explain…
[ii] why thermal energy is generated in the core.
• The changing magnetic flux linkage in the core generates eddy currents in the core, by
Faraday’s Law.
• This induced current in the core causes heating / power dissipation, by P = I2R
Explain how the features of a transformer’s core reduce energy losses and improve its
efficiency.
[i] a continuous loop
• This confines the magnetic field lines produced by the primary coil to the core.
• This prevents the loss of magnetic flux linkage in the secondary coil.
[ii] soft-iron
• AC in the primary coil magnetises and de-magnetises the core continuously, which requires
energy.
• Soft iron is easily magnetised but does not stay magnetic, reducing energy dissipation.
[iii] laminated
• Reduces the magnitude of the eddy currents in the core.
• Reduces power dissipation in the core, by P = I2R.
State advantages and disadvantages of the use of alternating voltage / current for the
transmission and use of electrical energy.
• Advantage: Voltages can be changed easily and efficiently.
• Advantage: High voltage transmission reduces power losses.
• Disadvantage: Cables require greater insulation.
Explain why the emf of the supply / primary coil and the emf induced in the secondary
coil of a transformer are not in phase.
• The magnetic flux linkage in the core is in phase with the emf of the supply / primary coil.
• By Faraday’s Law, the emf induced in the secondary coil is directly proportional to the rate of
change of magnetic flux linkage.
• So, the emf of the supply / primary coil is not in phase with the emf induced in the secondary
coil.
Describe how the Rutherford / alpha-particle scattering experiment provides evidence
for the existence, charge and size of the nucleus.
• Most of the alpha particles aimed at the gold foil passed straight through, and some were
deviated through small angles.
• Hence, most of the atom is empty space.
• A very small number of alpha particles were scattered through large angles (more than 90°).
• As the alpha particle is positively charged, this showed the existence of a tiny positive nucleus
(size/diameter ≈ 10-14 m).
State the typical values for…
• Nuclear radius ≈ 10-15 m
• Atomic radius ≈ 10-10 m
• Mean nuclear density ≈ 1017 kg m-3
• Mean atomic density ≈ 103
– 104 kg m-3
Explain why, during the closest approach of an alpha particles, the gold nucleus has a
velocity, and the alpha particle does not.
• There is a repulsive electric force between the gold nucleus and the alpha particles.
• Linear momentum is conserved for this interaction since there are no external forces acting.
• The initial kinetic energy of the alpha particle is transformed into electrical potential energy.
Describe the nature and range of the three forces acting on protons and neutrons in the
nucleus.
Gravitational Force:
• This force is attractive and long ranged.
• This force obeys the inverse square law.
Strong Nuclear Force:
• This force is attractive between 0.5 - 3 fm and repulsive at distances below 0.5 fm.
• This force is short ranged.
• This force acts between quarks (and bosons).
Electrostatic / Electromagnetic Force:
• This force is repulsive between protons (since they are both positively charged).
• This force does not act between neutrons, or between a proton and a neutron (since neutrons
have zero charge).
• This force is long ranged.
Suggest why two gamma photons move in opposite directions with equal energy after
annihilation (assuming the positron and electron had negligible kinetic energy).
• Before annihilation, the total momentum of the positron and electron is zero. By conservation
of momentum, the total momentum of the two gamma photons produced after annihilation must
also be zero.
• As the gamma photons have equal magnitudes of momentum, they have equal energies
Proton
uud
Q:+1
B:+1
L:0
S:0
Anti-Proton
ūūd
Q:-1
B:-1
L:0
S:0
Neutron
dud
Q:0
B:+1
L:0
S:0
Anti-Neutron
(All anti) dud
Q:0
B:-1
L:0
S:0
Up
u
Q:+2/3
B:+1/3
L:0
S:0
Anti-up
ū
Q:-2/3
B:-1/3
L:0
S:0
Down
d
Q:-1/3
B:+1/3
L:0
S:0
Anti-down
Anti d
Q:+1/3
B:-1/3
L:0
S:0
Strange
s
Q:-1/3
B:+1/3
L:0
S:-1
Anti-strange
Anti s
Q:+1/3
B:-1/3
L:0
S:+1
Electrons (e-)
Q:-1
B:0
L:+1
S:0
Positrons (e+)
Q:+1
B:0
L:-1
S:0