radiation powerpoint (pysics 10) dog a s fgdgdfffffffffg
TRANSCRIPT
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Radiationis energy in transit in the form of high speed particles
and electromagnetic waves as seen in diagram.
There are basically 2 types of radiation: the ionizing radiation
and the non-ionizing radiation.
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The electromagnetic waves that we often encounter such
as visible light, radio waves, infrared, microwaves and UV are
electromagnetic waves that do not carry enough energy to
separate molecules or remove electrons from an atom. Suchwaves are called non-ionizing radiation.
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The electromagnetic waves, on the other hand, such as x-rays,
gamma rays and cosmic rays are known as ionizing radiation.
These are the rays that carry amounts of energy large enough toremove electrons from the atom, thus making the atom a charged
or an ionized particle.
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What is radioactivity?
some atoms that are unstable and are called
radioactive. These atoms eventually disintegrateinto a totally new atom.
This process of spontaneous transformation of anunstable atom which results in the emission of
radiation is called radioactivity.
Radioactive atoms decay and emit three distincttypes of rays. These are the
alpha particle () for an alpha decay, a beta particle () for a beta decay, and
gamma ray () for a gamma decay.
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Alpha particles consist of two protons and two neutrons in theform of atomic nuclei. They carry a positive electrical charge and
are emitted from naturally occurring heavy elements such as
uranium.Since alpha particles are relatively large they collide readily
with matter and quickly loses this energy, thus they have little
penetrating power. Sheets of paper and skin can easily block
or stop alpha particles.
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X-rays and gamma rays are transmitted through waves.
X-rays are generally artificially produced while gamma rays are
generally emitted from the atomic nucleus. Both have high
penetrating power and can easily pass through the human
body. Only thick barriers of concrete, lead or water can be used
to stop them.
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Isotopes vs Radioisotopes
Isotopes are atoms of the same elements that
have the same atomic number but different
atomic mass.
Radioisotopesare unstable or radioactive
versions of atoms of elements that undergo
decay to become stable and they emit nuclear
radiations during decay
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Types of Decay
Alpha Decayin this type of decay, the atomic number
of the Parent Nucleus decreases by 2, while the
atomic mass number decreases by 4. The resulting
nucleus after the decay is called Daughter nucleus.
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Types of Decay
Beta Decay
Betaminusin this type of decay, the atomic number ofthe Parent Nucleus increases by 1 , while the atomicmass number remains constant.
Beta plusin this type of decay, the atomic number
of the Parent Nucleus decreases by 1 , while the
atomic mass number remains constant.
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Types of Decay
Gamma Decayin this type of decay, the atomic
number and atomic mass of the Parent Nucleus
remains constant.
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ISOTOPES BENEFICIAL USES
CARBON-14 DETERMINING THE AGE OF FOSSILS
COBALT-60 PRESERVE FOOD BY KILLING THE VIRUSES
OR BACTERIA.
USED TO BREED NEW VARIETY OF CROPS.IN AGRICULTURAL PEST, IT IS USED TO
STERILIZE MALE INSECTS MAKING THEM
INCAPABLE OF PRODUCING OFFSPRING.
THORIUM-229 PROLONGS THE LIFE OF FLUORESCENTLIGHTS. TO ENSURE THAT THE COATING
STICKS TO THE PAN. USED TO COLD-
STERILIZE PLASTICS & HEAT SENSITIVE
MATERIALS.
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ISOTOPES BENEFICIAL USES
SODIUM-24 LOCATING LEAKS IN PIPE LINE
AMERICIUM-241 SMOKE DETECTOR.
USED TO ENSURE UNIFORM
THICKNESS IN METAL SHEETSAND PAPER.
NICKEL-63 DETECTING EXPLOSIVES
THALLIUM-204 MEASURING DUSTS AND
POLLUTANT LEVELS
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A patient suffering from thyroid disorder is given an
initial shot of 1.5 grams Iodine-131 whose half life is 8
days. How much of it remains after 40 days?
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A patient suffering from thyroid disorder is given an
initial shot of 1.5 grams Iodine-131 whose half life is 8
days. How much of it remains after 40 days?Time (t)
(days)
Amount (N)
(g)
0 1.5
8 0.75
16 0.375
24 0.1875
32 0.09375
40 0.046875
Given: NO= 1.5 grams
T1/2= 8 days t = 40 days
Solution: Find: N= 0.693/T1/2
N = Noe - t
N = (1.5 g) e (0.693/8) 40
N = 0.0469 grams
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How long will it take for Iodine-131 to be 0.00000001 g
if a patient suffering from thyroid disorder is given an
initial shot of 1.5 grams with a half life of 8 days?Time (t)
(days)
Amount (N)
(g)
0 1.5
8 0.75
? 0.00000001
Given: T1/2= 8 days
NO= 1.5 grams
N = 0.00000001 gSolution: Find: t
t =
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How long will it take for Iodine-131 to be 0.00000001 g
if a patient suffering from thyroid disorder is given an
initial shot of 1.5 grams with a half life of 8 days?Time (t)
(days)
Amount (N)
(g)
0 1.5
8 0.75
? 0.00000001
Given: T1/2= 8 days
NO= 1.5 grams
N = 0.00000001 gSolution: Find: t
t = ln (N/NO)
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How long will it take for Iodine-131 to be 0.00000001 g
if a patient suffering from thyroid disorder is given an
initial shot of 1.5 grams with a half life of 8 days?Time (t)
(days)
Amount (N)
(g)
0 1.5
8 0.75
? 0.00000001
Given: T1/2= 8 days
NO= 1.5 grams
N = 0.00000001 gSolution: Find: t
t = ln (N/NO)
t = ln (1.5 g/ 0.00000001 g)
(0.693/8 days)
t = 217 days
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If we let NO be the original number of nuclei at t=0 and
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If we let NObe the original number of nuclei at t=0 andN be the number of nuclei that have not decayed or
disintegrated after some time t, then the number of
disintegrations is the difference between NOand N.
Thus, the activity represented by A is given by
A = - N /t
The negative sign means that the number of
radioactive nuclei decreases. Furthermore, activity isproportional to the number of radioactive nuclei that
have not disintegrated. A = N where is the decay
constant. Since activity is proportional to the number
of radioactive nuclei present, the activity at any time tis given by A = Aoe
- t
A i ff i f h id di d i i
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A patient suffering from thyroid disorder is given an
initial shot of Iodine-131. The activity of Iodine at the
time it was administered to the patient was 5 .0 Ci.
(a) Find its decay constant and (b) its activity after 21days.
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