Which of the following could not be accelerated in a LINAC?
A electron
B helium atom
C proton
D uranium ion
(Total for Question 2 = 1 mark)
Question
Physics
Edexcel2024
Capacitance
Q
C =
V
PMT
Nuclear and particle physics Radioactive decay
A = λN
In a magnetic field
dN
p = −λN
r = dt
BQ
ln 2
λ =
t
½
Thermodynamics
N = N e−λt
Heating 0
A = A e−λt
Question
Physics
Edexcel2024
The decay of a positive muon produced a positron, an electron neutrino and a muon
antineutrino. The diagram shows the tracks formed in a particle detector.
muon
positron
(a) A muon belongs to a family of particles called leptons.
State two features that all particles in the lepton family have in common.
(2)
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(b) Write a nuclear equation for the decay of the muon (μ) described above.
(2)
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*P74468A01024*
Question
Physics
Edexcel2024
Beams of antiprotons are often used in particle physics experiments.
(a) Show that the rest mass of an antiproton is about 900 MeV / c2.
(4)
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(b) Antiprotons can be produced by accelerating and colliding two protons moving in
opposite directions. A website suggests a possible outcome for a collision between
these protons is described by the nuclear equation:
p + p → p + p + p + p
Deduce, by using conservation laws, whether it should be possible to produce an
antiproton in this way.
(4)
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(Total for Question 13 = 8 marks)
*P74468A0924*
Question
Physics
Edexcel2023
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7#89-"(1%%"%%8"':(;#:"4#-%(<(=%%>"(?(<(@,:&A"(BC?D(E(!"#%&'()*>,#:4&'(.484:"*(BC?D
PMT
! (cid:55)he (cid:47)arge (cid:43)adron Collider is designed to accelerate protons to (cid:89)er(cid:92) high energies for
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:) 9)!4(/4)54)#(,%,4#,)%/)!"#"''(';)("&*)4:)#(,%,$"/&()"0)
Question
Physics
Edexcel2023
A subatomic particle consists of the quark combination u s .
Which of the following is the classification for this particle?
A baryon
B lepton
C meson
D nucleon
(Total for Question 2 = 1 mark)
Question
Physics
Edexcel2023
Capacitance
Q
C =
V
*P71915A02628*
DO
NOT
WRITE
IN
THIS
AREA
DO
NOT
WRITE
IN
THIS
AREA
DO
NOT
WRITE
IN
THIS
AREA
AERA
SIHT
NI
ETIRW
TON
OD
AERA
SIHT
NI
ETIRW
TON
OD
AERA
SIHT
NI
ETIRW
TON
OD
PMT
Nuclear and particle physics Radioactive decay
A = λN
In a magnetic field
dN
p = −λN
r = dt
BQ
ln 2
λ =
t ½
Thermodynamics
N = N e−λt
Heating 0
A = A e−λt
Question
Physics
Edexcel2023
A delta particle decays into a proton and a pion.
(a) The diagram shows tracks in a particle detector formed when the delta
particle decays.
pion
proton
(i) State why it can be concluded from the diagram that the delta particle is neutral.
(1)
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(ii) Deduce the charge on the pion.
(2)
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(iii) Complete the particle equation for the decay of the delta (Δ0) particle.
(1)
Δ0 →
(iv) State why the delta particle must be classified as a baryon based on the evidence
of its decay.
(1)
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Question
Physics
Edexcel2022
A cosmic ray, consisting of a fast‑moving proton, collides with a proton within the
nucleus of an atom in the upper atmosphere. Three particles, a proton, a neutron and a
pion result from the collision.
(a) Write a particle equation for this collision.
(2)
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(b) The table shows the properties of two quarks.
Quark Charge / e
u +2 / 3
d −1 / 3
Give the quark structure for each of the particles produced by this collision.
(3)
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(c) The mass of a pion is 140 MeV / c2 .
Calculate the mass of the pion in kg.
(3)
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Mass = kg
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Question
Physics
Edexcel2022
A particle has a mass of 1 u and a charge of −1.6 × 10−19 C.
Which of the following could be the particle?
A antiproton
B electron
C neutron
D positron
(Total for Question 1 = 1 mark)
Question
Physics
Edexcel2022
A series of experiments was carried out in the 1970s to investigate the structure of
protons using the linac at Stanford, USA.
*( a) Explain how an electron is accelerated in a linac.
(6)
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(b) The electron leaves the accelerator with a high energy.
Explain why electrons need high energies to investigate the structure of a proton.
(2)
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Question
Physics
Edexcel2022
*P69306A01928*
Turn over
PMT
(d) The mass of a neutron is about the same as the mass of a proton. A student suggests
that the minimum kinetic energy the cosmic ray proton would need to create the
pion in this collision is 140 MeV.
Discuss whether this suggestion is correct. Your answer should include reference to
the laws of conservation of momentum and conservation of energy.
(4)
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(Total for Question 17 = 12 marks)
Question
Physics
Edexcel2022
*P69306A02728*
PMT
Nuclear and particle physics Radioactive decay
A = λN
In a magnetic field
dN
p = −λN
r = dt
BQ
ln 2
λ =
t
½
Thermodynamics
N = N e−λt
Heating 0
A = A e−λt
Question
Physics
Edexcel2022
*P69306A01528*
Turn over
PMT
(c) An electron leaves the accelerator with a momentum of 20 GeV / c.
(i) Explain, with reference to base units, why GeV / c can be used as a unit of
momentum.
(2)
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(ii) An electron with initial momentum 20 GeV / c collides with a stationary proton.
After the collision the electron is deflected by an angle of 20° as shown and its
momentum is 9.1 GeV / c. The momentum of the proton after the collision is
Question
Physics
Edexcel2021
*P67096A03132*
PMT
Nuclear and particle physics Radioactive decay
A = λN
In a magnetic field
dN
p = −λN
r = dt
BQ
ln 2
λ =
t
½
Thermodynamics
N = N e−λt
Heating 0
A = A e−λt
Question
Physics
Edexcel2021
The π− particle has a mass of 140 MeV / c2.
Which row of the table is correct for the antiparticle of a π− ?
Particle
Mass / MeV/c2
classification
A Baryon +140
B Baryon −140
C Meson +140
D Meson −140
(Total for Question 2 = 1 mark)
Question
Physics
Edexcel2021
The bubble chamber photograph shows tracks made by a proton and a pion. The proton and
pion were both created by the decay of a lambda particle. No other particles were produced.
*( a) Explain how observations and measurements from the photograph can be used to
establish information about the lambda particle.
(6)
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Question
Physics
Edexcel2021
*P67096A02232*
PMT
(b) The lambda particle consists of up, down and strange quarks.
Explain how the conservation of charge, baryon number and lepton number apply to
the decay of the lambda particle.
(3)
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(c) Write an equation to represent the decay of the lambda (Λ) particle.
(1)
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(d) The rest mass of the lambda particle is 1115 MeV / c2.
(i) Calculate this mass in kg.
(3)
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Mass = kg
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Question
Physics
Edexcel2021
*P67096A02332*
Turn over
PMT
(ii) The rest mass of a proton is 940 MeV / c2. The rest mass of a pion is 140 MeV / c2.
The kinetic energy of the lambda particle just before decay is 4.95 GeV.
Calculate the total kinetic energy of the proton and pion in MeV.
(3)
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Total kinetic energy = MeV
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(Total for Question 16 = 16 marks)
Question
Physics
Edexcel2020
*P61864RA02328*
Turn over
PMT
(c) According to the standard model, the pion and muon are classified within two
different groups of particles.
State which group each particle belongs to and describe the two groups.
(4)
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(d) The momentum of the pion just before it decays is 9.1 × 10 −20 N s.
Determine the magnetic flux density of the magnetic field which acts in the detector
and state its direction.
Scale of diagram 1 cm represents 10 cm
pion charge = −1.6 × 10 −19 C
(4)
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Magnetic flux density =
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Direction of magnetic field =
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Question
Physics
Edexcel2020
A proton has a mass of 1.67 × 10 −27 kg.
Which of the following shows the conversion of this mass to GeV/c2 ?
Question
Physics
Edexcel2020
A high-energy proton can interact with a photon to produce two particles.
Which of the following could be the two particles produced?
A n + π 0
B n + π+
C π 0 + π+
D π− + π+
(Total for Question 5 = 1 mark)
Question
Physics
Edexcel2020
Which row of the table summarises the mass and charge of an antineutron?
Mass / u Charge / e
A 0 0
B 0 −1
C 1 0
D 1 +1
(Total for Question 2 = 1 mark)
Question
Physics
Edexcel2020
A negatively charged pion decays into a muon and an antineutrino. The diagram shows
tracks in a particle detector formed in such an event.
muon
pion
(a) Deduce whether the antineutrino is charged, giving two reasons for your decision.
(2)
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(b) Write a particle equation to represent this decay.
(1)
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Question
Physics
Edexcel2020
*P61864RA02828*
PMT
Nuclear and particle physics Radioactive decay
A = λN
In a magnetic field
dN
p = −λN
r = dt
BQ
ln 2
λ =
t
½
Thermodynamics
N = N e−λt
Heating 0
A = A e−λt