radioactive decay Flashcards
radioactive emission occurs when
An unstable nucleus attempts to become stable by releasing energy (generally in the form of electrons)
Four types of emission
alpha, beta, gamma, positrons
Alpha
-A helium nucleus (two protons and two neutrons)
-These eject from the nucleus at high speeds
(4/2 He2+)
- positive, heavy, slow moving (weakly attracted to negative plates of an electric field)
Beta
electrons that are ejected from the nucleus at high speeds
0/-1 e
-light and fast moving (strongly attracted to positive plate of an electric field)
positrons
anti-electrons ejected from the nucleus at high speeds
-same mass as electrons but opposite charge (positive)
-collision between positron and electrons cause gamma radiation
Gamma
High energy electromagnetic radiation
emitted when:
1) heavy nucleus rearranges to be more stables
2) electron collides with a proton heavy nucleus combining to form a neutron (electron capture)
-unaffected by electric field
what stops alpha
-large and slow
-can be stopped by single sheet of paper or skin
what stops beta
-fast and light
-stopped by thin layers of metal (e.g. aluminium)
ionising properties of alpha
-heavy and slow
-highly ionising
-removes electrons from atoms due to their positive charge
what stops gamma
-high energy, short wavelength
-most penetrating of the three
-stopped by at least 2cm of metal such as lead
ionising properties of beta
-small and fast
-less ionising than alpha
-collide with electrons in atoms and knock out the electrons (ionising the atom)
ionising properties of gamma
-electromagnetic wave (high energy,, short wavelength)
-only ionises if the atom absorbs the energy of the radiation
-unlikely due to short wavelength
nuclear equations of gamma
Gamma doesn’t affect the object emitting it as it is energy not a particle
nuclear equations of alpha
B= C + (helium nucleus)
B is the original element
C is the new element that has an atomic mass that is 2 lower and a relative mass that is 4 lower
the helium nucleus is the alpha radiation
nuclear equations of beta
B= C + 0/-1 e
B gains 1 in atomic number but the mass number remains the same as a neutron becomes a proton