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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. We can detect black holes with X-ray telescopes because matter falling into a black hole emits \(X\) rays after it smashes into the event horizon.

Short Answer

Expert verified
The statement does not make sense; X-rays originate near, not at, the event horizon.

Step by step solution

01

Understanding Black Holes

Black holes are regions in space where the gravitational pull is so strong that nothing, not even light, can escape from them. The boundary surrounding a black hole is called the event horizon. Although the black hole itself is invisible, the intense gravity attracts matter around it.
02

The Role of X-Ray Telescopes

X-ray telescopes are used to observe high-energy processes and emissions in space, such as those around black holes. They detect X-rays emitted from hot gas heated to millions of degrees, which is common near black holes due to friction and gravitational compression.
03

Interaction of Matter with the Event Horizon

Matter falling into a black hole does not actually emit X-rays after it 'smashes' into the event horizon. Instead, the X-rays are emitted from the vicinity as matter spirals in and gets accelerated, heating up as it gets closer to the event horizon.
04

Validity of the Statement

The statement that X-rays are emitted after matter smashes into the event horizon does not make sense. X-rays are emitted from the area outside or near the event horizon because matter accelerates and heats up due to the black hole's gravitational pull, rather than from the event horizon itself.

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Key Concepts

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

X-ray Telescopes
X-ray telescopes are specialized instruments designed to detect X-rays emitted by extremely hot objects in space. These telescopes play a crucial role in our understanding of the universe, particularly when it comes to high-energy astronomical phenomena. Unlike optical telescopes, which capture visible light, X-ray telescopes must be positioned outside the Earth's atmosphere, typically onboard satellites, because X-rays do not penetrate the atmosphere efficiently.

The primary use of X-ray telescopes is to observe events such as supernovae, galaxy clusters, and, of course, black holes. In the vicinity of black holes, these telescopes detect X-rays emitted by hot gas. This gas gets trapped in the gravitational field of the black hole and is heated up to millions of degrees, emitting X-rays in the process. X-ray telescopes, therefore, provide insights into the behavior of matter under strong gravitational forces.
Event Horizon
The event horizon is a fundamental feature of black holes, marking the boundary beyond which nothing can return. It is an invisible surface surrounding a black hole. Once an object crosses this limit, it is unable to escape the black hole's gravitational influences, no matter how fast it moves. This is because the required escape velocity surpasses the speed of light.

Despite popular imagery, the event horizon is not a physical surface but rather a point of no return. Matter approaching a black hole accelerates and heats up due to gravitational forces, which can lead to X-ray emissions detectable by X-ray telescopes. However, these emissions occur before the matter crosses the event horizon. The event horizon itself does not emit X-rays; it is the energetic processes and acceleration outside this boundary that produce detectable signals.
Gravitational Pull
The gravitational pull of a black hole is its defining feature, characterized by its immense strength. Black holes form when massive stars collapse under their own gravity, creating a point in space where gravity is so powerful that even light cannot escape. This is what makes black holes invisible to traditional telescopes; we rely on indirect methods to study them, such as observing their effects on nearby matter.

Objects that come close to a black hole experience this extreme gravitational force, leading to significant acceleration and heating as they spiral inward. This acceleration is a pivotal aspect of why X-rays and other high-energy emissions are produced near black holes. These emissions are crucial for astronomers, as they tell us a lot about the properties and behavior of black holes and the extreme conditions around them.
High-energy Processes
High-energy processes refer to phenomena that involve extreme levels of energy, often occurring under intense gravitational or magnetic fields. Near black holes, these processes are remarkably visible due to the acceleration and heating of matter as it gets pulled into the black hole's gravity.

Such processes include the emission of X-rays as gas and dust surrounding the black hole heat up to millions of degrees. The friction and gravitational compression involved create energy levels sufficient to emit X-rays, which are detectable by X-ray telescopes. These high-energy emissions are key to understanding the dynamics and physical conditions in regions surrounding black holes, giving us a glimpse into the activities happening in these otherwise invisible frontier regions of space.

By studying such high-energy processes, scientists can not only learn about the characteristics of black holes but also about the fundamental laws of physics under extreme conditions.

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Most popular questions from this chapter

Be sure to show all calculations clearly and state your final answers in complete sentences. A Black Hole I? You've just discovered a new X-ray binary, which we will call Hyp-X1 ("Hyp" for hypothetical). The system Hyp-X1 contains a bright, B2 main- sequence star orbiting an unseen companion. The separation of the stars is estimated to be 20 million kilometers, and the orbital period of the visible star is 4 days. a. Use Newton's version of Kepler's third law to calculate the sum of the masses of the two stars in the system. (Hint: See Mathematical Insight \(15.4 .\) ) Give your answer in both kilograms and solar masses \(\left(M_{\text {Sun }}=2.0 \times 10^{30} \mathrm{kg}\right)\) b. Determine the mass of the unseen companion. Is it a neutron star or a black hole? Explain. (Hint: A B2 mainsequence star has a mass of about \(10 M_{\text {Sun. }} .)\)

Life Stories of Stars. Write a one to two-page life story for the scenarios in Problems 39 through \(42 .\) Each story should be detailed and scientifically correct but also creative. That is, it should be entertaining and at the same time prove that you understand stellar evolution. Be sure to state whether "you" are a member of a binary system. You are a neutron star whose mass is \(1.5 \mathrm{M}_{\mathrm{Sun}}\).

Choose the best answer to each of the following. Explain your reasoning with one or more complete sentences. Which of these binary systems is most likely to contain a black hole? (a) an X-ray binary containing an O star and another object of equal mass (b) a binary with an X-ray burster (c) an X-ray binary containing a G star and another object of equal mass.

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