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Decide whether the statement makes sense (or is clearly true) or does not make sense (or is clearly false). Explain clearly; not all of these have definitive answers, so your explanation is more important than your chosen answer. I observed a white dwarf supernova occurring at the location of a single (not binary) white dwarf.

Short Answer

Expert verified
The statement does not make sense based on current astronomical theory.

Step by step solution

01

Understanding a White Dwarf Supernova

A white dwarf supernova, also known as a Type Ia supernova, typically occurs when a white dwarf star is in a binary system and accretes matter from its companion star. Once it reaches a critical mass, known as the Chandrasekhar limit, it may explode as a supernova.
02

Analyzing the Statement

The statement claims a white dwarf supernova was observed in a location with a single white dwarf star, not a binary system. According to the understanding of a Type Ia supernova, this is unlikely to occur without the presence of a companion star to provide additional mass.
03

Evaluating Other Possibilities

While the traditional understanding of Type Ia supernovae involves binary white dwarfs, it is important to consider that not all supernovae are well understood and new discoveries could expand existing theories. However, as it stands, the occurrence of a Type Ia supernova without a binary companion would be contrary to our current knowledge.
04

Conclusion

Based on the standard astronomical knowledge, the statement does not make sense, as a white dwarf supernova typically requires a binary system to trigger the explosion. However, note that scientific understanding evolves, and exceptions to traditional models are possible but not evidenced here.

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Key Concepts

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

White Dwarf
A **white dwarf** is the remnant core of a star that has exhausted most of its nuclear fuel. This happens when stars like our Sun, after going through the red giant phase, expel their outer layers in a planetary nebula, leaving behind this dense core.
White dwarfs are quite compact, with masses close to that of the Sun packed into a volume roughly the size of Earth. Because of their size and mass, they have incredibly intense gravitational fields.

These stellar remnants don't undergo nuclear fusion, so they slowly cool and fade over time. However, within certain conditions, they can be involved in spectacular events like supernovae. It's important to remember that white dwarfs are very stable unless they receive extra mass from external sources.
Chandrasekhar Limit
The **Chandrasekhar Limit** is a critical concept when understanding white dwarfs and Type Ia supernovae. It refers to the maximum mass a white dwarf can achieve while remaining stable. This limit is approximately 1.4 times the mass of the Sun, denoted as 1.4 M☉.
When a white dwarf reaches this limit, its internal pressure can no longer counterbalance gravity. This is typically achieved in a binary star setting, where the white dwarf accretes matter from its companion. Upon reaching the Chandrasekhar Limit, the white dwarf may undergo a catastrophic collapse, leading to a Type Ia supernova.
  • The concept was developed by Subrahmanyan Chandrasekhar, who realized that electron degeneracy pressure (the pressure that supports a white dwarf) would be overcome beyond this mass.
  • Understanding this limit helps astronomers predict and explain the occurrences of these remarkable cosmic events.
Binary Star System
A **binary star system** consists of two stars orbiting around a common center of mass. These systems are widespread in the universe and are crucial in the formation of certain types of supernovae, particularly Type Ia.
The interaction between the two stars is key. In many cases, one star can transfer mass to the other, like in the scenario where a white dwarf pulls in matter from a companion star. This mass transfer can lead to significant changes in a star's lifecycle.

In the context of a Type Ia supernova, the presence of a companion star allows the white dwarf to accumulate extra mass, potentially reaching the Chandrasekhar Limit and igniting a stellar explosion. Without this mass exchange, a white dwarf remains stable and does not undergo the violent transition into a supernova. This interaction highlights the importance of binary systems in stellar evolution and explosive cosmic phenomena.

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Most popular questions from this chapter

Choose the best answer to each of the following. Explain your reasoning with one or more complete sentences. What would happen if the Sun suddenly became a black hole without changing its mass? (a) The black hole would quickly suck in Earth. (b) Earth would gradually spiral into the black hole. (c) Earth would remain in the same orbit.

Be sure to show all calculations clearly and state your final answers in complete sentences. White Dwarf Density. A typical white dwarf has a mass of about \(1.0 M_{\text {Sun }}\) and the radius of Earth (about 6400 kilometers). Calculate the average density of a white dwarf, in kilograms per cubic centimeter. How does this compare to the mass of familiar objects?

Be sure to show all calculations clearly and state your final answers in complete sentences. Neutron Star Density. A typical neutron star has a mass of about \(1.5 M_{\text {Sun }}\) and a radius of 10 kilometers. a. Calculate the average density of a neutron star, in kilograms per cubic centimeter. b. Compare the mass of \(1 \mathrm{cm}^{3}\) of neutron star material to the mass of Mount Everest \(\left(=5 \times 10^{10} \mathrm{kg}\right)\).

What is degeneracy pressure, and how is it important to the existence of white dwarfs and neutron stars? What is the difference between electron degeneracy pressure and neutron degeneracy pressure?

Choose the best answer to each of the following. Explain your reasoning with one or more complete sentences. Which of these objects has the largest radius? (a) a \(1.2 M_{\text {Sun }}\) white dwarf (b) a \(1.5 M_{\text {Sun }}\) neutron star (c) a \(3.0 M_{\text {Sun }}\) black hole.

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