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Which of the following does inflation help to explain? (a) the uniformity of the cosmic microwave background (b) the amount of helium in the universe (c) the temperature of the cosmic microwave background.

Short Answer

Expert verified
Inflation helps to explain the uniformity of the cosmic microwave background.

Step by step solution

01

Understanding the Problem

Inflation refers to the rapid expansion of the universe at the end of the Big Bang. We need to determine which of the given options is best explained by this inflationary period.
02

Analyzing Option (a): Uniformity of the Cosmic Microwave Background

Inflation theory proposes that the universe expanded so quickly that any irregularities were smoothed out, leading to a uniform Cosmic Microwave Background (CMB). This rapid expansion contributes to the CMB's uniformity across vast distances.
03

Analyzing Option (b): The Amount of Helium in the Universe

The amount of helium in the universe is more closely related to nuclear processes during the Big Bang nucleosynthesis, not directly to inflation. Inflation does not significantly impact the proportion of helium created.
04

Analyzing Option (c): Temperature of the Cosmic Microwave Background

The temperature of the CMB, around 2.7 Kelvin, results from the cooling of the universe as it has expanded since the Big Bang. Inflation does not directly deal with the temperature value but rather with uniformity.
05

Conclusion: Identifying the Correct Explanation

Based on the analysis, inflation helps to explain the uniformity of the cosmic microwave background, not the amount of helium produced or the exact temperature of the CMB.

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Key Concepts

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

Cosmic Microwave Background Uniformity
The Cosmic Microwave Background (CMB) is often described as the 'afterglow' of the Big Bang. It fills the universe almost uniformly. The CMB provides a snapshot of the early universe, offering clues about its overall structure and composition. But why is it uniform? This is where cosmic inflation plays a major role. Inflation refers to a brief period of rapid expansion in the early universe. It theorizes that any initial irregularities were stretched out, smoothing away differences and leading to the observed uniformity in the CMB. This process accounts for the uniform temperature seen across the universe today. It resolves the horizon problem, which questions how regions of space not in contact could have such similar temperatures. Without inflation, regions far apart in the sky should appear different in temperature due to light travel time limitations.
Big Bang Nucleosynthesis
Big Bang nucleosynthesis (BBN) refers to the formation of light nuclei, primarily hydrogen and helium, during the first few minutes of the universe. It was during this period that protons and neutrons combined to form the first atomic nuclei. This process did not involve heavy elements, as the universe's temperature and density were not suitable for their formation. Key elements produced were hydrogen, helium-4, and small amounts of deuterium, lithium, and helium-3. BBN is crucial because it provides explanations for the current abundance of light elements observed today. Unlike cosmic inflation, BBN is very sensitive to the conditions present during the early universe. Changes in density, temperature, or the balance of protons and neutrons could lead to different abundances. Importantly, inflation does not significantly impact BBN and its relative proportions, especially the amount of helium.
Universe Expansion
The universe's expansion is pivotal in our understanding of cosmology. Since the Big Bang, the universe has been expanding, meaning galaxies are moving away from us. This is measured in terms of the redshift of light, which increases as galaxies move further away. Inflation set the initial conditions for this ever-lasting expansion by rapidly increasing the universe's size, preventing it from collapsing back on itself. This ongoing expansion has also led to the cooling of the universe. As the universe grows, the space between particles increases, causing a drop in temperature. For the cosmic microwave background, this results in a cold temperature of approximately 2.7 Kelvin. Universe expansion after inflation also explains why the temperature of the CMB is so close to uniform, contributing to the overall homogeneity observed in cosmic surveys.

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Most popular questions from this chapter

New Ideas in Inflation. The idea of inflation solves many of the puzzles associated with the standard Big Bang theory, but we are still a long way from confirming that inflation really occurred. Find recent articles that discuss some ideas about inflation and how we might test these ideas. Write a two- to three-page summary of your findings.

Tests of the Big Bang Theory. The satellites \(C O B E\) and \(W M A P\) have provided striking confirmation of several predictions of the Big Bang theory. The more recent Planck mission was designed to test the Big Bang theory further. Use the Web to gather pictures and information about \(C O B E, W M A P,\) and Planck. Write a one- to two-page report about the strength of the evidence compiled by \(C O B E\) and \(W M A P\) and what we might learn from Planck.

Gravity vs. the Electromagnetic Force. The amount of electromagnetic force between two charged objects can be computed with an inverse square law similar to Newton's universal law of gravitation; for the electromagnetic force, the law is \\[ F=k \times \frac{(\text { charge of object } 1) \times(\text { charge of object } 2)}{d^{2}} \\] In this formula, the charges must be given in units of Coulombs (abbreviated \(C\) ), the distance \(d\) between the objects' centers must be in meters, and the constant \(k=9 \times 10^{9} \mathrm{kg} \times \mathrm{m}^{3} /\left(\mathrm{C}^{2} \times \mathrm{s}^{2}\right)\) a. Compute the gravitational force between your body and Earth using Newton's universal law of gravitation (see Section 4.4 or Appendix B). b. Now suppose all the electrons suddenly disappeared from Earth, making it positively charged, and all the protons in your body suddenly changed into neutrons, making you negatively charged. Compute the strength of the electromagnetic force between the electrons in your body and the protons in Earth. Assume that the charge per unit of mass of both you and Earth is \(5 \times 10^{7} \mathrm{C} / \mathrm{kg} .\) c. Compare the electromagnetic force from part (b) to the gravitational force from part (a). Use that result to explain why gravity is considered weaker than the electromagnetic force.

Which of these options is the best explanation for why the night sky is dark? (a) The universe is not infinite in space. (b) The universe has not always looked the way it looks today. (c) The distribution of matter in the universe is not uniform on very large scales.

What is Olbers paradox, and how is it resolved by the Big Bang theory?

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