Problem 6
Question
Cobalt-60, used as a source of high-energy gamma radiation in medical procedures, is made in a nuclear reactor by neutron irradiation of cobalt-59. Write an equation for this reaction.
Step-by-Step Solution
Verified Answer
Co-59 + n → Co-60.
1Step 1: Identify the Isotopes Involved
Start by identifying the known isotopes involved in the reaction. Cobalt-59 (Co-59) is the starting isotope that undergoes neutron irradiation. This process will lead to the formation of cobalt-60 (Co-60).
2Step 2: Understand Neutron Irradiation
In nuclear reactions involving neutron irradiation, a neutron (n) is added to a nucleus, resulting in the formation of a new isotope. Here, Co-59 absorbs a neutron to become Co-60.
3Step 3: Write the Nuclear Reaction Equation
In this nuclear reaction, we begin with Co-59, which has an atomic number of 27. When it absorbs a neutron (1n), it transforms into Co-60. The reaction can be written as: \[ \text{Co-59} + \text{n} \rightarrow \text{Co-60} \] where a single neutron is absorbed.
Key Concepts
Cobalt-60Neutron IrradiationMedical Applications
Cobalt-60
Cobalt-60 is an important radioactive isotope that has various applications, especially in the medical field. It is produced when Cobalt-59 absorbs a neutron and undergoes a transformation. This process happens in nuclear reactors where the environment is well-suited for neutron bombardment.
What makes Cobalt-60 particularly valuable is its ability to emit high-energy gamma rays. These gamma rays are integral in many applications, ranging from sterilizing medical equipment to providing treatment in radiation therapy for cancer patients.
When produced, Cobalt-60 has an atomic number of 27, which is the same as Cobalt-59. However, it has a higher mass number of 60 due to the addition of a neutron. This change does not alter its chemical properties significantly, but it endows the isotope with radioactive properties.
Neutron Irradiation
Neutron irradiation is a critical process used in various nuclear reactions to create new isotopes. This method involves exposing a target nucleus, such as Cobalt-59, to a stream of neutrons. When a neutron is captured by the target nucleus, the result is an isotope with an increased mass number. The atomic number remains constant because neutrons do not have a charge; they do not affect the number of protons. For Cobalt-59, capturing one neutron transforms it into Cobalt-60. The equation \[ \text{Co-59} + \text{n} \rightarrow \text{Co-60} \] illustrates this simple yet crucial interaction that alters the mass of the nucleus and imparts radioactivity. Neutron irradiation not only produces valuable isotopes like Cobalt-60 but is also widely used in material analysis and treatment processes.
Medical Applications
Cobalt-60 has found notable application in the field of medicine due to its radioactive properties and ability to emit gamma radiation.
One of the primary uses of Cobalt-60 is in the treatment of cancer through a process called radiotherapy. Here, the gamma rays emitted by the isotope are directed towards cancerous cells. These rays help in damaging the DNA of the cancer cells, which effectively slows down or stops their growth.
Other medical uses include:
- Sterilization of medical instruments, ensuring they are free from bacteria and pathogens before use.
- Diagnosis and imaging, where gamma rays can help in observing certain tissues or organs.
Other exercises in this chapter
Problem 1
Rank the three types of natural radiation \((\alpha, \beta, \gamma)\): (a) In order of increasing mass (b) In order of increasing penetrating power
View solution Problem 8
Explain why carbon-14 dating is limited to the range of 100 to about 60,000 years.
View solution Problem 10
The uranium- 235 radioactive decay series includes 7 alpha emissions and 4 beta emissions. Identify the stable isotope at the end of this series.
View solution Problem 12
The fission of uranium- 235 releases \(2 \times 10^{10} \mathrm{kJ} /\) mol. Calculate the quantity of mass converted to energy in this process.
View solution