Section 1Nuclear Changes Section 1: What is Radioactivity? Preview Key Ideas Bellringer Nuclear...
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Transcript of Section 1Nuclear Changes Section 1: What is Radioactivity? Preview Key Ideas Bellringer Nuclear...
Section 1Nuclear Changes
Section 1: What is Radioactivity?
Preview• Key Ideas• Bellringer• Nuclear Radiation• Nuclear Decay• Math Skills• Radioactive Decay Rates
Section 1Nuclear Changes
Key Ideas
〉What happens when an element undergoes radioactive decay?
〉How does radiation affect the nucleus of an unstable isotope?
〉How do scientists predict when an atom will undergo radioactive decay?
Section 1Nuclear Changes
Bellringer
Before studying about nuclear chemistry, answer the following items to refresh your memory about the structure of the nucleus.
1. Label the diagram below.
Section 1Nuclear Changes
Bellringer, continued
2. Complete the table below to indicate how many protons and neutrons are in the nuclei of each atom.
Section 1Nuclear Changes
SPS3.a&b Differentiate between alpha and beta particles and gamma radiation and between fission and fusion.
Section 1Nuclear Changes
EQ: What are the components of radioactivity and what are the types of nuclear reactions?
Section 1Nuclear Changes
Nuclear Radiation
What happens when an element undergoes radioactive decay?
Section 1Nuclear Changes
10-1-1 Nuclear Radiation
After radioactive decay, the element changes into a different isotope of the same element or into an entirely different element.
Section 1Nuclear Changes
10-1-2 Nuclear Radiation
• radioactive decay: the disintegration of an unstable atomic nucleus into one or more different nuclides
Section 1Nuclear Changes
10-1-3 Nuclear Radiation, continued
• nuclear radiation: the particles that are released from the nucleus during radioactive decay
Section 1Nuclear Changes
10-1-4 Nuclear Radiation, continued
nuclear radiation can contain
•alpha particles
•beta particles
•gamma rays
•neutrons
Section 1Nuclear Changes
10-1-5 Types of Nuclear Radiation
Section 1Nuclear Changes
10-1-6 Nuclear Radiation, continued
• alpha particle: a positively charged particle that consists of two protons and two neutrons and that is emitted from the nucleus during radioactive decay
Section 1Nuclear Changes
10-1-7 Nuclear Radiation, continued
•beta particle: an electron or positron that is emitted from a neutron in a nucleus during radioactive decay
Section 1Nuclear Changes
10-1-8 Nuclear Radiation, continued•Gamma rays are high-energy electromagnetic radiation.
Section 1Nuclear Changes
10-1-9 Nuclear Radiation, continued
•gamma ray: a high-energy photon emitted by a nucleus during fission and radioactive decay
Section 1Nuclear Changes
10-1-10 Nuclear Radiation, continued
•Neutron emission consists of matter that is emitted from an unstable nucleus.
Section 1Nuclear Changes
10-1-11 Nuclear Radiation, continued
•Neutrons are able to travel farther through matter than either alpha or beta particles.
Section 1Nuclear Changes
Nuclear Decay
How does radiation affect the nucleus of an unstable isotope?
Section 1Nuclear Changes
10-1-12 Nuclear Decay
Anytime that an unstable nucleus emits alpha or beta particles, the number of protons or neutrons changes.
Section 1Nuclear Changes
10-1-13 Nuclear Decay
• Nuclear-decay equations are similar to those used for chemical reactions.
Section 1Nuclear Changes
10-1-14 Nuclear Decay, continued
• Gamma decay changes the energy of the nucleus, but not the atomic number or the atomic mass of the element.
Section 1Nuclear Changes
10-1-15 Nuclear Decay, continued
• The atomic number changes during beta decay, but not the mass number.
Section 1Nuclear Changes
10-1-16 Nuclear Decay, continued
In beta decay the atomic number of the product nucleus increases by 1 and the atom changes to a different element.
Section 1Nuclear Changes
10-1-17 Nuclear Decay, continued
• A beta decay process occurs when carbon-14 decays to nitrogen-14 by emitting a beta particle.
Section 1Nuclear Changes
10-1-18 Nuclear Decay, continued• Both atomic mass and number
change in alpha decay.–The atomic mass decrease by 4.–The atomic number decreases
by 2.
Section 1Nuclear Changes
Visual Concept: Alpha, Beta, and Gamma Radiation
Section 1Nuclear Changes
Math Skills
Nuclear Decay Actinium-217 decays by releasing an alpha particle. Write the equation for this decay process, and determine which element is formed.
1. Write down the equation with the original element on the left side and the products on the right side.
X = unknown product; A = unknown mass;
Z = unknown atomic number
217 489 2Ac HeA
Z X
Section 1Nuclear Changes
Math Skills, continued2. Write math equations for the atomic and mass numbers.
217 = A + 4 89 = Z + 23. Rearrange the equations.
A = 217 – 4 Z = 89 – 2
A = 213 Z = 874. Rewrite the equation with all nuclei represented.
The unknown decay product has an atomic number of 87, which is francium.
217 213 489 87 2 Ac Fr He
Section 1Nuclear Changes
Radioactive Decay Rates
How do scientists predict when an atom will undergo radioactive decay?
Section 1Nuclear Changes
10-1-19 Radioactive Decay Rates
• half-life: the time required for half of a sample of a radioactive isotope to break down by radioactive decay to form a daughter isotope
Section 1Nuclear Changes
10-1-20 Radioactive Decay Rates, continued
Scientists can also use half-life to predict how old an object is.
Section 1Nuclear Changes
Math Skills
Half-Life Radium-226 has a half-life of 1,599 years. How long will seven-eighths of a sample of radium-226 take to decay?
1. List the given and unknown values.
Given: half-life = 1,599 years
fraction of sample decayed = 7/8
Unknown:fraction of sample remaining = ?
total time of decay = ?
Section 1Nuclear Changes
Math Skills, continued2. Calculate the fraction of radioactive sample remaining.
3. Determine how much of the sample is remaining after each half-life.
fraction of sample remaining = 1 – fraction decayed
7 1fraction of sample remaining = 1
8 8
1amount of sample remaining after one half-life =
21 1 1
amount of sample remaining after two half-lives = 2 2 4
1 1 1 1amount of sample remaining after three half-lives =
2 2 2 8
Section 1Nuclear Changes
Math Skills, continued
4. Multiply the number of half-lives by the time for each half-life to calculate the total time required for the radioactive decay.
Each half-life lasts 1,599 years.
1,599 y
total decay time = 3 half-lives 4,797 yhalf-life
Section 1Nuclear Changes
Radioactive Decay Rates, continued• Radioactive decay is exponential decay.
• decay curve: a graph of the number of radioactive parent nuclei remaining in a sample as a function of time
• Carbon-14 is used to date materials.
– The ratio of carbon-14 to carbon-12 decreases with time in a nonliving organism.
– By measuring this ratio and comparing it with the ratio in a living plant or animal, scientists can estimate how long ago the once-living organism died.
Section 1Nuclear Changes
Radioactive Decay of Carbon-14