particle physics Flashcards
beta minus decay
n protons increase
when describing decay process (3)
- name decay
- how does nucleon n change
- how does atomic number change
(2) why alpha radiation not pose any risk in the smoke detector
(1) only small quantity needed (highly ionising and long half-life
(1) particles do not travel more than a few cm’s (penetrating ability)
what is ionisation ?
Ionisation is the removal (or addition) of electrons from (to) an atom or molecule
why leptons cannot decay further
stable (fundamental)
explain why when UV shone on positiviley charged plate no charge is lost
process involved the ejection of electrons(1)
which only make it more positive(1)
2 differences exchange particle weak + strong
gluons lighter bosons more massive (1)
gluons have longer range bosons have shorter range (1)
explain what is meant by an exchange particle (2)
moves between one object and another/carrier acting
on two particles
gives rise to the force between the particles
gluon(s) (accept pions
The deuterium nucleus is stable.
Describe how the variation of the strong nuclear force with distance contributes to the
stability of the deuterium nucleus.
[3 marks]
(Short-range) attraction up to about 3 fm (Very short-range) repulsion closer than 0.5 fm
Prevent proton and neutron moving closer or further apart
exchange particle of strong nuclear force
pion/gluon
Tritium is an isotope of hydrogen. Its nucleus contains one proton and two neutrons. Tritium undergoes radioactive decay.
Three modes of radioactive decay are
• alpha decay −
• beta minus (β ) decay • electron capture.
Deduce which of these modes could produce the nucleus of another element when
the tritium nucleus decays.
[3 marks]
Correct description of alpha decay OR Consequence of alpha decay Correct description of electron capture OR Consequence of electron capture Correct description of beta decay, with explicit conclusion that this mode is valid
whats released in annihilation
photon(s) of !electromagnetic radiation!
why mass is not always conserved
mass can be converted to energy and vice versa
In the strong interaction,
K– + p → K0 + K+ + X,
deduce the quark composition of, and state the type of, hadron represented by X.
X = sss (1) (= Ω–)
baryon (1)
A positive muon may decay to a positron and two neutrinos. Write down an equation representing the muon decay.
μ+ →
μ+ → e+ + ve + (+Q)