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Radioactivity and you! ….and through you! …..and all around you!. Radiation. Radiation : The process of emitting energy in the form of waves or particles. Where does radiation come from? - PowerPoint PPT Presentation
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Radioactivityand you!
….and through you!…..and all around you!
RadiationRadiation: The process of emitting energy in the form of waves or particles.
Where does radiation come from?Radiation is generally produced when particles interact or decay.
A large contribution of the radiationon earth is from the sun (solar) or from radioactive isotopes of the elements (terrestrial).
Radiation is going through you atthis very moment!
http://www.atral.com/U238.html
IsotopesWhat’s an isotope?
Two or more varieties of an element having the same number of protons but different number of neutrons. Certain isotopes are “unstable” and decay to lighter isotopes or elements.
Deuterium and tritium are isotopes of hydrogen. In addition to the 1 proton, they have 1 and 2 additional neutrons in the nucleus respectively*. Another prime example is Uranium 238, or just 238U.
Radioactivity
By the end of the 1800s, it was known that certain isotopes emit penetrating rays. Three types of radiation were known:
1) Alpha particles ()
2) Beta particles ()
3) Gamma-rays ()
By the end of the 1800s, it was known that certain isotopes emit penetrating rays. Three types of radiation were known:
1) Alpha particles ()
2) Beta particles ()
3) Gamma-rays ()
Where do these particles come from ?
These particles generally come from the nuclei of atomic isotopes which are not stable.
The decay chain of Uranium produces all three of these formsof radiation.
Let’s look at them in more detail…
Alpha Particles ()
Radium
R226
88 protons138 neutrons
Radon
Rn222
Note: This is theatomic weight, whichis the number ofprotons plus neutrons
86 protons136 neutrons
+ nnp
p
He)
2 protons2 neutrons
The alpha-particle is a Helium nucleus.
It’s the same as the element Helium, with the electrons stripped off !
Beta Particles ()
CarbonC14
6 protons8 neutrons
NitrogenN14
7 protons7 neutrons
+ e-
electron(beta-particle)
We see that one of the neutrons from the C14 nucleus “converted” into a proton, and an electron was ejected. The remaining nucleus contains 7p and 7n, which is a nitrogen nucleus. In symbolic notation, the following process occurred:
n p + e ( + This is neutrino -
beyond the scope of geology – but cool.
Gamma particles ()In much the same way that electrons in atoms can be in an excited state, so can a nucleus.
NeonNe20
10 protons10 neutrons
(in excited state)
10 protons10 neutrons
(lowest energy state)
+
gamma
NeonNe20
A gamma is a high energy light particle.
It is NOT visible by your naked eye because it is not in the visible part of the EM spectrum.
A gamma is a high energy light particle.
It is NOT visible by your naked eye because it is not in the visible part of the EM spectrum.
Gamma Rays
NeonNe20 +
The gamma from nuclear decayis in the X-ray/ Gamma ray
part of the EM spectrum(very energetic!)
NeonNe20
How do these particles differ ?
ParticleMass*
(MeV/c2)Charge
Gamma () 0 0
Beta () ~0.5 -1
Alpha () ~3752 +2
* m = E / c2* m = E / c2
Rate of DecayBeyond knowing the types of particles which are emittedwhen an isotope decays, we also are interested in how frequentlyone of the atoms emits this radiation.
A very important point here is that we cannot predict when aparticular entity will decay.
We do know though, that if we had a large sample of a radioactive substance, some number will decay after a given amount of time.
Some radioactive substances have a very high “rate of decay”,while others have a very low decay rate.
To differentiate different radioactive substances, we look toquantify this idea of “decay rate”
Half-LifeThe “half-life” (h) is the time it takes for half the atoms of a radioactive substance to decay. The time it took for half your muffinto be consumed, remember?For example, suppose we had 20,000 atoms of a radioactive substance. If the half-life is 1 hour, how many atoms of that substance would be left after:
10,000 (50%)
5,000 (25%)
2,500 (12.5%)
1 hour (one lifetime) ?
2 hours (two lifetimes) ?
3 hours (three lifetimes) ?
Time #atoms
remaining% of atomsremaining
A radioactive decay curve:
Half life Not all particles have the same half life. The half life
is known and constant for some isotopes.
Uranium-238 has a lifetime of about 6 billion (6x109) years !
Some subatomic particles have lifetimes that are less than 1x10-12 sec !
Given a batch of unstable particles, we cannotsay which one will decay.
Not all particles have the same half life. The half life is known and constant for some isotopes.
Uranium-238 has a lifetime of about 6 billion (6x109) years !
Some subatomic particles have lifetimes that are less than 1x10-12 sec !
Given a batch of unstable particles, we cannotsay which one will decay.
Radioactivity and you.
Questions?