Applications of Nuclear Chemistry: Radio-therapy; Diagnosis; Energy source; Geological dating; Biochemical studies; Food preservation (Read here about some "facts about food irradiation".)
Radioactivity: the ability to emit penetrating "rays" (radiations) that can expose wrapped photographic films, which is a process taking place in the atomic nuclous (by Ernest Rutherford) Read a brief biography about this great physicist here, and about the discovery of alpha and beta radiation here.
Radioactive decay— often resulting in the production (transmutation) of atoms of a different element (in order to gain stability of the radioactive isotope, or radionuclide).
Radioactive emissions (Table 10.1)
1) alpha particle (a
): He nucleus, thus is positively charged ()
The mass number decreases by 4, and the atomic
number decrease by 2.
2) beta particle (b
): high energy electron formed by decomposition of a neutron into a proton
and an electron, which can cause worse damage to our body than a
radiation
The mass number is not changed, while the atomic
number increase by 1.
3) positron:
"positive electron" or "the antiparticle of
the electron".
The mass number is not changed, while the atomic
number decrease by 1.
4) gamma ray (g
, often emitted along with a
or b particles), X-ray
(discovered by Wilhelm Roentgen by exposing metals to high electrical voltages),
and cosmic ray (from outer space): They are all high-energy electromagnetic
radiations.
No change in the mass number and atomic number.
Examples:
1)
2)
Other examples: Radium-230 undergoes beta emission (example 10.2)
3)
4)
Radioactive decay: loss of radioactivity by emitting radiation
Half-life (time), t1/2: the time
required for half amount of a radionuclide to change to another element,
which reflects the rate of decay of the radionuclide (Figure 10.1)
i.e., 100% amount (e.g., x g) —t1/2-->50%
left (100% ´
1/2) or (x ´
1/2) g left
—t1/2-->25% left (50%
´ 1/2 = 100%
´ 1/2 ´
1/2 =100% ´
(1/2)2) or (x ´
(1/2)2) g left
—t1/2 —>t1/2
—>t1/2 —> (total of n half-lives) 100% ´
(1/2)n left or (x ´
(1/2)n) g left
Thus, a beginning amount of 5.000 g after 5 half-lives
has only 5.000 ´
(1/2)5 = 0.156 g left; or after 5 half-lives there is only 100%
´ (1/2)5
= 3.125% left, which is 5.000 ´
0.03125 = 0.156 g.
Once you know the beginning amount of a radionuclide
and its half-life time you can find the amount left after certain time
period. (Note: The value "n" does not have to be an integer.)
<<Once again, here is another example that you need to know how to use your scientific calculator to enter the (1/2)n = 0.5n value.>>
Examples:
1) How much does 100 g I-131 remain after 32 days?
40 days? 100 days? (I-131, t1/2 = 8 days)
Answers: 6.25 g, 3.13 g, and 100 ´
(0.5)100/8 = 100 ´
(0.5)12.5 = 0.0173 g
2) An amount of 10.0 mg I-131 is used for the treatment of thyroid disorder. How much amount is left after a month (30 days)?
3) Example 10.6, P. 265.
C-14 and archaeological dating (P. 267)
—C-14 is generated at a constant rate in the upper
atmosphere.
—Thus, the ratio of C-14/C-12 is constant while organism
is alive.
—C-14 starts decaying after the organism dies.
e.g., A piece of fossil of
the saber-toothed tiger (cat) showed C-14/C-12 ratio to be only 1/4 that
of fresh bones. When did the tiger die? (C-14, t1/2 = 5730 ±
40 years)
There is 25% C-14 left, which indicates 2 half-lives.
Thus, the tiger died around 5730 ´
2 = 11,460 years ago. (For some more complicated calculations, take
the challenge here!)
Effects of radiation
H2O
+ radiation ®
H2O+ + e–
H2O+
+ H2O ®
H3O+ + ·OH
The product ·OH
(Hydroxyl radical) is a very active free radical, which can cause
damages (cleavage of chemical bonds) on proteins, nucleic acids, and other
biomolecules, and results in radiation sickness, including nausea
and a drop in white blood cell count.
Fast growing or rapidly dividing cells are more
accessible to radiation damages, including bone marrow, hair growing,
intestinal lining, and cancers.
Detection of radioactivity: Geiger counter (pronounced as /gaiger/ in German), which is commonly used in the laboratories.
Measuring radioactivity (Units of radiation)
Curie (Ci): 3.7 ´
1010 disintegration per second (dps), which is a measure of
the number of atoms that decay per second, and is a measure rate
of radioactive decay and is the number of disintegration of 1.00 g Ra per
second.
SI unit: becquerel (Bq) = 1 dps
<<How many Ci’s is in 1 Bq?>>
roentgen (R): a measure of the ionization produced in air, which is also a measure of radiation capacity. 1 R = 2.1 ´ 109 ions in 1.0 cm3 of dry air at 0 ºC and 1.0 atm.
rad (Radiation Absorbed Dose): a measure of the energy absorbed in matter as a result of exposure to any form of radiation. 1 rad = quantity of ionizing radiation the delivers 0.100 J of energy to 1 kg of a substance.
rem (roentgen equivalent medical): a measure of the energy absorbed in matter as a result of exposure specific forms of radiation. (This unit is needed because different radiations afford different biological damages.) Thus, rem is equal to rad times a factor.
Radiation in medicine
Diagnostic tools: X-ray (e.g., CAT scan, computer-assisted tomography) and PET scan (positron emission tomagraphy using a positron-emitting isotope with a short half-life <<Why?>>, such as O-13, N-13, C-11, and F-18)
Radioactive tracers: such as Tc-99m which generates g -ray.
Radiation therapy: Discussed above
Background radiation in the environment: cosmic rays, X-rays, and g -ray from K-40, Th-232, and U-238, and Rn-222 in the atmosphere, and so on.
Nuclear reactions: Occur when high-energy
particles bombard the nucleus of an atom to produce a different nuclide/isotope.
Examples:
Nuclear fission: Atoms split into smaller
"fragments" when bombarded
Example:
(The neutrons released then caused more U-235 to split, and generates a chain reaction. The energy generate by 1 kg U-235 is equivalent to 20 kilotons of dynamite, i.e. 20 ´ 106 times more).
Nuclear fission
Uncontrolled (virtually instantaneous): A-bomb
Controlled: nuclear power generator
Nuclear fusion