Radioactivity Flashcards
Ionisation
Process by which an atom or molecule acquires a negative or positive charge by gaining or losing electrons, forming ions
Ion
An atom/molecule with a net charge due to the loss or gain of one or more electrons
Irridation
The process by which an object is exposed to radiation
Contamination
When you get a radioactive substance on or inside your body (swallowing/breathing/flesh wound)
Contaminating materials then irridate you
Different types of radioactivity experiments
Ionisation chambers and pico-ammeters
Cloud chambers
Spark counter
Ionisation chamber radioactivity experiment
- Chamber contains air at atmospheric pressure
- Ions are created in the chamber
- Ions are attracted to the oppositely charged electrode where they are ‘discharged’
- Electrons pass through the picometer as a result of the ionisation in the chamber
- Current is proportional to the number of ions per second created in the chamber
Results from ionisation chamber radioactivity experiment
- Alpha radiation causes strong ionisation, but only has a range of a few cm
- Beta radiation has a much weaker ionising effect than alpha radiation, therefore producing fewer ions per mm than alpha
Gamma radiation has virtually no ionising effect because photons have 0 charge
Cloud chamber radioactivity experiment
- Contains air saturated with a vapour OR at a very low temperature
- Alpha and Beta particles passing through the cloud chamber leave a visible track of condensed water droplets as the air is supersaturated
- The ions produced trigger the formation of water droplets
Observations from cloud chamber radioactivity experiment
- Alpha particles produce straight tracks that radiate from the source + are easily visible
- Tracks given from an isotope are all of the same length as alpha particles have the same range
- Alpha particles from a source all have the same range in air as each other as they all are emitted with the same energy
- This is because each alpha particle and the nucleus that emits it move apart with equal and opposite momentum amounts - Beta particles produce wispy tracks, easily deflected (collisions with air)
- Tracks hard to see as they are less ionising
- Since Beta particle are admitted with a (anti) neutrino, energy is admitted in various proportions
Geiger tube radioactivity experiment
- Sealed metal tube containing argon gas at low pressure
- Metal rod down the middle of the tube is at a positive potential
- Tube wall connected to negative + earthed
- Ionising particle ionises the gas atoms along the track
- Positive ions to wall, negative to rod
- Ions accelerate and collide with atoms, creating more ions
Intensity / power / area equation
Intensity = power/area I = wm^-2
Intensity / radius equation
I = k/r^2 I = P/4pi x r^2
Causes of background radiation
Natural products (rocks, soil, food + drink) Space Human activity (medical uses, industry, nuclear fallout, nuclear power stations)
Radioactive decay equations (similar)
N(t) = N. e^-(lambda * t) C(t) = C. e^-(lambda * t) A(t) = A. e^-(lambda * t)
Rate of decay / decay constant / Number of atoms
A = lambda * N
Half-life definition
- Time taken by a sample of radioactive nuclei to decrease by 50%
- The time it takes the count rate of activity from a radioisotope to decrease by 50%
Half life / constant / decay constant equation
Half life = (ln 2)/lambda
Decay constant definition
lambda = probability of one nuclei decaying
Equation to find current number of/activity/count rate etc
original amount/(2^n) = current amount
n = number of half lives
N-Z graph features
- N=Z up to z~20, then increasingly N>Z to be stable
- Alpha emitters located beyond Z=60
- Nucleus has too many:
- Neutrons = neutron to a proton and emit a B- particle
- Protons = proton to a neutron and m=emit a B+ particle
- Protons when Z>60 = alpha particle emitted (does NOT change N to Z ratio, ratio required for stability is smaller
Metastable definition
Same radioisotopes stay in an excited state to be separated from the parent isotope
Coulomb’s law definition
Attractive or repulsive force between 2 point charges
- proportional to product of charges
- inversely proportional to the square of separation
Coulomb force equation
F = (k * Q1 * Q2)/r^2
Q1 Q2 = charges of the 2 points
r = distance between the 2 points
k = 1/(4 * pi * epsilon0)
epsilon0 = permittivity of vacuum: in data booklet
De Broglie wavelength / planck’s constant / momentum equation
DBW = h/momentum