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Define nuclear fusion, thermonuclear reaction, and plasma.

Short Answer

Expert verified
Nuclear fusion is the combination of light nuclei into heavier nuclei, releasing energy. Thermonuclear reaction is fusion at high temperatures. Plasma is ionized gas with free electrons and ions.

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01

Defining Nuclear Fusion

Nuclear fusion is a nuclear reaction in which two light atomic nuclei combine to form a heavier nucleus. During this process, a tremendous amount of energy is released. This reaction is the source of energy for stars, including the sun.
02

Explaining Thermonuclear Reaction

A thermonuclear reaction is a type of nuclear fusion that occurs at extremely high temperatures. At such temperatures, atomic nuclei have enough kinetic energy to overcome the electrostatic forces of repulsion, allowing them to collide and fuse together. Thermonuclear reactions are responsible for the energy produced in stars and have potential applications in nuclear fusion energy on Earth.
03

Defining Plasma

Plasma is one of the four fundamental states of matter, consisting of a hot, ionized gas containing roughly equal numbers of positive ions and free electrons. The unique properties of plasma, such as electrical conductivity and responsiveness to magnetic fields, are crucial for sustaining nuclear fusion reactions, as seen in stars and experimental fusion reactors.

Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Thermonuclear Reaction
In the world of stars and nuclear science, thermonuclear reactions are essential for understanding how intense energy is created. These reactions involve nuclear fusion but under very high-temperature conditions. When temperatures soar, atomic nuclei move faster. This increased speed gives them enough kinetic energy to overcome the natural repulsive forces they usually experience when they try to get close to other positively charged particles. It’s like trying to touch two magnets together against their opposite poles; normally they repel each other, but push hard enough (or in this case, heat them up enough) and they will combine. This is what happens in a thermonuclear reaction.

These reactions are responsible for the energy flow from stars, including our sun. It's fascinating to think about how this same principle could provide immense energy for us on Earth through controlled fusion power plants. By imitating how stars generate energy, scientists aim to create a reliable and clean energy source.
Plasma
Plasma is often called the "fourth state of matter." While we're most familiar with solids, liquids, and gases, plasma is a bit different. Imagine a gas that has been electrified and heated to the point where its atoms split into separate charged particles: positively charged ions and free electrons. This state of matter is what you get when a gas is heated until it ionizes. You could think of it as an electrified cloud of sorts.

Plasma is crucial in the realm of fusion as it forms the environment where nuclear fusion reactions take place. Its unique properties allow it to conduct electricity and respond to magnetic fields. These features are vital in controlling and containing the extreme conditions needed for thermonuclear reactions, whether inside a star or in a laboratory fusion reactor. Plasma acts almost like a hot soup of charged particles, which is why it can be manipulated for experiments and potential energy production applications.
Nuclear Reaction
A nuclear reaction involves a change in an atom's nucleus, and it can result in the transformation of one element into another. These reactions are foundational to both fission and fusion processes. During a nuclear reaction, particles such as protons, neutrons, or other subatomic particles collide with a nucleus, causing it to release or absorb energy.

In the context of fusion, two light nuclei combine to form a heavier nucleus, releasing energy in the process. The mass of the resultant nucleus is slightly less than the sum of the masses of the original nuclei. This lost mass is converted into energy according to Einstein’s famous equation, \[E=mc^2\].

This principle is what powers the sun and other stars, and it's the ultimate goal of fusion energy research – to harness nuclear reactions that can produce a vast amount of energy from small amounts of fuel.
Stars Energy Source
Stars, including our own Sun, shine brightly in the cosmos due to the immense energy produced by nuclear fusion reactions occurring in their cores. These reactions involve the fusion of hydrogen atoms to create helium, releasing enormous amounts of energy in the form of light and heat.

The process begins when hydrogen nuclei (protons) come close enough under the influence of extreme gravitational forces and high temperature to overcome their mutual electric repulsion. It's a delicate balance that keeps a star burning for billions of years. Every second, the sun converts roughly 600 million tons of hydrogen into helium through these fusion reactions, which keeps it ablaze.

Understanding the energy source of stars not only gives us insight into stellar lifecycles and the dynamics of galaxies but also provides inspiring models for potential energy solutions on Earth. Scientists look to emulate the process of stellar fusion to create clean and sustainable energy through human-made fusion reactors.

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Most popular questions from this chapter

Outline the principle for dating materials using radioactive isotopes.

Alpha particles produced by radioactive decay eventually pick up electrons from their surroundings to form helium atoms. Calculate the volume (in mL) of He collected at STP when \(1.00 \mathrm{~g}\) of pure \({ }^{226} \mathrm{Ra}\) is stored in a closed container for 125 years. (Assume that there are five \(\alpha\) particles generated per \({ }^{226} \mathrm{Ra}\) as it decays to \({ }^{206} \mathrm{~Pb}\). \()\)

Which of the following poses a greater health hazard: a radioactive isotope with a short half-life or a radioactive isotope with a long half-life? Explain. [Assume the same type of radiation \((\alpha\) or \(\beta)\) and comparable energetics per particle emitted.]

Why is it preferable to use nuclear binding energy per nucleon for a comparison of the stabilities of different nuclei?

To detect bombs that may be smuggled onto airplanes, the Federal Aviation Administration (FAA) will soon require all major airports in the United States to install thermal neutron analyzers. The thermal neutron analyzer will bombard baggage with low-energy neutrons, converting some of the nitrogen- 14 nuclei to nitrogen-15, with simultaneous emission of \(\gamma\) rays. Because nitrogen content is usually high in explosives, detection of a high dosage of \(\gamma\) rays will suggest that a bomb may be present. (a) Write an equation for the nuclear process. (b) Compare this technique with the conventional X-ray detection method.

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