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What is the function of the control rods in a nuclear reactor? What substances are used to construct control rods? Why are these substances chosen?

Short Answer

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The function of control rods in a nuclear reactor is to regulate the nuclear fission process by absorbing neutrons, thereby controlling the reaction rate. Common substances used to construct control rods include cadmium, boron steel, boron carbide, hafnium, and silver-indium-cadmium alloy. These substances are chosen due to their high neutron absorption cross-section, low induced radioactivity, mechanical and chemical stability, and low corrosion rates. These properties make them efficient at absorbing neutrons, minimizing radioactive waste, and maintaining the integrity of the reactor.

Step by step solution

01

Function of Control Rods in a Nuclear Reactor:

Control rods play a crucial role in regulating the nuclear fission process in a reactor. They are used to control the reaction rate by absorbing neutrons, which otherwise would go on to initiate more fission events. By inserting or withdrawing control rods from the reactor core, operators can either slow down or speed up the fission chain reaction. Maintaining an appropriate reaction rate is essential to generate a stable and desired amount of heat and energy.
02

Substances Used to Construct Control Rods:

Control rods are commonly made of materials that are effective neutron absorbers, meaning they can readily capture neutrons without undergoing fission themselves. Some well-known substances used to construct control rods include: 1. Cadmium 2. Boron steel or boron carbide (B4C) 3. Hafnium 4. Silver-indium-cadmium alloy These substances generally have a high neutron absorption cross-section, which makes them efficient at absorbing neutrons.
03

Reasons for Choosing Control Rod Materials:

The substances used in constructing control rods are chosen based on their ability to perform the following functions: 1. High neutron absorption cross-section: The effectiveness of a control rod is primarily determined by its ability to absorb neutrons. The materials mentioned earlier have a high neutron absorption cross-section, making them excellent choices for control rods. 2. Low induced radioactivity: Ideally, control rod materials should not become excessively radioactive after absorbing neutrons. This property minimizes the production of long-lived radioactive waste, making the reactor safer. 3. Mechanical and chemical stability: Control rod materials should be mechanically and chemically stable under reactor operating conditions, including high temperatures, pressure, and radiation exposure. Structural stability is essential to prevent the release of radioactive substances and to maintain the position and integrity of the control rods. 4. Low corrosion rate: Since control rods are in direct contact with the coolant in a reactor, their materials should have low corrosion rates. Such a property helps ensure the service life of the rods and minimizes the generation of potential radioactive contaminants in the coolant. Overall, the choice of materials for constructing control rods in a nuclear reactor depends on their neutron absorption capabilities, low induced radioactivity, mechanical and chemical stability, and low corrosion rates.

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Most popular questions from this chapter

One nuclide in each of these pairs is radioactive. Predict which is radioactive and which is stable: (a) \({ }_{20}^{40} \mathrm{Ca}\) and \({ }_{20}^{45} \mathrm{Ca},(\mathbf{b}){ }^{12} \mathrm{C}\) and \({ }^{14} \mathrm{C},(\mathrm{c})\) lead- 206 and thorium- \(230 .\) Explain your choice in each case.

Each statement that follows refers to a comparison between two radioisotopes, \(\mathrm{A}\) and \(\mathrm{X}\). Indicate whether each of the following statements is true or false, and why. (a) If the half-life for \(A\) is shorter than the half-life for \(X, A\) has a larger decay rate constant. (b) If \(X\) is "not radioactive," its half-life is essentially zero. (c) If A has a half-life of 10 years, and \(X\) has a half-life of 10,000 years, A would be a more suitable radioisotope to measure processes occurring on the 40 -year time scale.

Suppose you had a detection device that could count every decay event from a radioactive sample of plutonium- \(239\left(t_{1 / 2}\right.\) is 24,000 yr). How many counts per second would you obtain from a sample containing \(0.385 \mathrm{~g}\) of plutonium- \(239 ?\)

Chlorine has two stable nuclides, \({ }^{35} \mathrm{Cl}\) and \({ }^{37} \mathrm{Cl}\). In contrast, \({ }^{36} \mathrm{Cl}\) is a radioactive nuclide that decays by beta emission. (a) What is the product of decay of \({ }^{36} \mathrm{Cl} ?\) (b) Based on the empirical rules about nuclear stability, explain why the nucleus of \({ }^{36} \mathrm{Cl}\) is less stable than either \({ }^{35} \mathrm{Cl}\) or \({ }^{37} \mathrm{Cl}\).

Write balanced nuclear equations for the following processes: (a) rubidium-90 undergoes beta emission; (b) selenium-72 undergoes electron capture; (c) krypton-76 undergoes positron emission; (d) radium-226 emits alpha radiation.

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