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Radioactive%20Isotope

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Isotope which is unstable. It emits radiation & changes into another kind of atom. Radioactive Isotope After 62 hours, 1.0 g remains unchanged from a sample of K-42. – PowerPoint PPT presentation

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Title: Radioactive%20Isotope


1
Radioactive Isotope
  • Isotope which is unstable. It emits radiation
    changes into another kind of atom.

2
Transmutation Reaction
  • When one kind of nucleus changes into another
    kind of nucleus.

3
Stability
  • Depends on neutron to proton ratio.

4
Which elements are unstable?
  • All the elements with atomic number gt 83 (or
    beyond Bismuth)

5
Types of Radiation
  • Alpha, Beta, Gamma
  • Separated by electric or magnetic fields.

6
Least penetration power
  • Alpha radiation. Shielding can be paper or cloth.

7
Most penetration power
  • Gamma radiation. Requires lead/concrete
    shielding.

8
2He or 2?
  • Symbol for alpha radiation

4
4
9
2He or 2?
  • Same as the nucleus of a helium atom

4
4
10
-1e or -1? or ?- or ?
  • Symbol for beta particle

0
0
11
-1e or -1? or ?- or ?
  • Fast moving electron originating from nucleus

0
0
12
1e or 1? or ?
  • Symbol for positron.

0
0
13
0? or ?
  • Symbol for gamma radiation.

0
14
0n or n
  • Symbol for neutron

1
15
1H or 1p
  • Symbol for proton

1
1
16
Decay Mode
  • When radioactive isotopes emit radiation, the
    decay mode is the type of radiation they emit.

17
Alpha Decay
  • Unstable nucleus emits an alpha particle. Atomic
    ? by 2. Mass ? by 4.

18
220Fr ? 4? 216At
  • Unstable nucleus emits an alpha particle. Atomic
    ? by 2. Mass ? by 4.

2
85
87
19
220Fr ? 4? 216At
  • Natural Transmutation.
  • 1 term on reactant side.

2
85
87
20
220Fr ? 4? 216At
  • Balance nuclear equations using conservation of
    atomic number conservation of mass number.

4 216

220
2
85
87
2 85
87

21
27Al 4He ? 1n X
  • Use conservation of atomic number conservation
    of mass number.

So Y 30
1 Y

27 4
Y
0
2
Z
13

13 2
0 Z
So Z 15
Now have 30X. Use PT.
X is P
15
22
Artificial Transmutation
  • Particle bullet hits target nucleus new
    isotope is produced.
  • 2 terms on reactant side.

23
Artificial Transmutation
bullet
target
  • 32S 1n ? 32P 1H

1
16
0
15
24
Artificial Transmutation
  • Particle bullet may be proton or alpha
    particle. To react with a nucleus, must overcome
    repulsive forces by accelerating bullet to
    high speeds.
  • Particle bullet may be a neutron. Neutrons
    have no charge, so no repulsive forces to
    overcome. No acceleration necessary.

25
Fission
  • Fission is division.
  • Large nucleus (U-235 or Pu-239) is split into 2
    medium sized nuclei by a neutron bullet. Excess
    neutrons a great deal of energy are also
    produced.

26
239Pu 1n ? 90Sr 147Ba 3 1n
  • Fission

94
0
0
38
56
27
Fusion
  • Fusion U for unite and U for sun.
  • Very small nuclei (H He) are jammed together.
    Huge amounts of energy are released.

28
1H 2H ? 3He
  • Fusion

1
1
2
29
Identify each of the rxns
fission
  • 1n 235U ? 142Ba 91Kr 3 1n energy
  • 59Co 1n ? 60Co
  • 3He 1H ? 4He 0e
  • 14C ? 14N 0e

0
92
56
36
0
Artificial transmutation
27
0
27
fusion
1
2
2
1
Natural transmutation
6
7
-1
30
Half-Life
  • Amount of time required for ½ of a radioactive
    sample to decay.
  • Each isotope has its own half-life.
  • Not affected by temperature, physical or chemical
    environment, or age of sample.
  • The shorter the half-life, the more radioactive.

31
Length of Half-Life
Source http//www.dlt.ncssm.edu/TIGER/chem2.htm
nuclear
32
of Half-Lives
  • Time elapsed
  • Half-life

33
Half-Life Map
1 ½ ¼ 1/8 1/16 1/32 1/64
Fraction Remaining of Elapsed Half-lives Mass
Remaining
0 1 2 3 4 5 6
? Divide by 2
Minitial
Mfinal
or
? Multiply by 2
This line depends on the information in the
problem.
34
  • After 62 hours, 1.0 g remains unchanged from a
    sample of K-42. How much K-42 was in the
    original sample?
  • Look up HL of K-42 in table N 12.4 h
  • Calculate number of HL
  • 62 hours 5 HL
  • 12.4 h/HL

35
Half-Life Map
1 ½ ¼ 1/8 1/16 1/32 1/64
Fraction Remaining of Elapsed Half-lives Mass
Remaining
0 1 2 3 4 5 6
? Divide by 2
Minitial
Mfinal
or
? Multiply by 2
1.0 g
2.0
4.0
8.0
16.0
32.0
36
Problem 2
  • 80 milligrams of a radioactive substance decays
    to 10 milligrams in 30 minutes.
  • Calculate the HL.
  • NOTICE They gave BOTH masses.

80 mg ? 40 mg ? 20 mg ? 10 mg
Took 30 min or 3 HL to decay to 10 mg, so 1 HL
10 min.
37
Uses of Radioisotopes
  1. C-14 dating of organic material
  2. U-238 dating of rocks
  3. Chemical tracers
  4. Medical use isotopes with short half-lives that
    are quickly eliminated from body. (I-131, Co-60,
    Tc-99)
  5. Irradiation of food mail
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