Explain how redshift can be used as a measure of lookback time. In what ways is it superior to time measured in years?

Short Answer

Expert verified
Redshift allows an observable, empirical measure of lookback time in astronomy making it superior to calculating years. This is due to the direct relationship between redshift and the expanding universe, allowing it to account for uncertainties like changes in expansion rate and gives a straightforward measurement to an observer on Earth.

Step by step solution

01

Understand Redshift

Redshift is a phenomenon in physics where the electromagnetic radiation (like light) from an object undergoes an increase in wavelength. Whether or not the radiation is within the visible spectrum, 'redshift' is used to denotate that wavelengths have become longer. This is frequently observed in the field of astronomy where objects (galaxies, stars, etc.) observed are moving away from the observer (on Earth).
02

Define Lookback Time

Lookback time in astronomy refers to the time elapsed since light left an object in space. When looking at distant galaxies, the observed light took a significant amount of time to reach the observer. Hence, the observed state of the galaxy represents its state from the past.
03

Correlate Redshift and Lookback Time

The greater the redshift of a celestial object, the further it is away from us and hence the longer the lookback time. This is because as the universe expands, it stretches the wavelength of the light traveling through it. The light from more distant objects had to travel through more expanding space and thus has a larger redshift.
04

Redshift Superior to Time in Years

Using redshift as a measure of lookback time is superior to time measured in years in various ways. First, although we can calculate distances based on our understanding of the universe's rate of expansion, the reality is that the rate may have changed over time. Redshift provides a direct, empirically measurable quantity associated with distance and time. Second, calculating years assumes an understanding of the precise present time, which is difficult considering the universe's vast age and scale. Redshift bypasses this by relating directly to physical, observable phenomena.

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Key Concepts

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

Cosmology
Cosmology is the scientific study of the large scale properties of the Universe as a whole. It delves into the understanding of the origin, evolution, and eventual fate of the universe. One of the fundamental tools in cosmology is observing the electromagnetic radiation emitted by objects in the universe to decipher their properties and movements through space. Using the concept of redshift, cosmologists can determine the lookback time which helps in understanding how the universe has expanded over time.

By studying redshift, we can paint a picture of the universe’s history, as light from distant galaxies acts like a time capsule, carrying information from the past. To fully appreciate cosmology, one must acknowledge how redshift plays a crucial role in unveiling the nature of the cosmos and the complexities within its expansive arena.
Astronomy Distance Measurement
Measuring astronomical distances is a fundamental aspect of understanding the scale of the universe. Traditional methods include parallax measurements for nearby stars and standard candles like supernovae for greater distances. However, these methods face limitations when we peer further into space.

In comparison, redshift offers a way to approximate the distance of extremely distant celestial objects. The correlation between redshift and lookback time provides a unique insight into the distance of objects, since as the light travels to us, the expanding universe stretches its wavelength.

How Redshift Informs Distance

By measuring the amount of redshift, astronomers can infer how much space has expanded since the light left the object, allowing them to estimate the distance of galaxies far beyond the reach of traditional measurement techniques. This method of distance measurement is pivotal in creating a three-dimensional map of the universe, helping us understand the large-scale structure of cosmos.
Electromagnetic Radiation
Electromagnetic radiation encompasses the full range of light waves, from radio waves to gamma rays. This form of radiation is integral to observing and analyzing the universe. Telescopes across the spectrum allow us to detect various forms of electromagnetic radiation emitted or reflected by celestial objects, revealing their physical properties, temperatures, motion, and chemical compositions.

Redshift specifically refers to the shift towards longer wavelengths of this electromagnetic radiation. In visible light, this shift moves towards the red part of the spectrum, hence the term 'redshift'. It’s essential to understand that while all electromagnetic radiation can be redshifted, it is not limited to visible light but applies to the entire spectrum, enabling astronomers to study celestial objects across various wavelengths for a comprehensive view of the universe.
Universe Expansion
The expansion of the universe is a pivotal concept in cosmology, first proposed by Edwin Hubble when he observed that galaxies are moving away from us in every direction. This can be visualized as dots on a balloon that grows larger; as the balloon expands, the dots move farther apart. This expansion stretches the light traveling through space, causing the observed redshift in the light from distant galaxies.

The concept of redshift as a measurement of lookback time is deeply intertwined with the expansion of the universe. As the universe expands, objects are carried with it, leading to increased distances between them and elongated light waves. This expands our perception of time, making redshift a more direct and reliable measure compared to years, which are based on the assumption of a constant expansion rate – an assumption that may not hold true over cosmic timescales.

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Most popular questions from this chapter

Use the Starry Night Enthusiast TM program to determine how the solar system moves through the cosmic microwave background. This motion appears to be taking us towards the constellation Leo. First, select Favourites \(>\) Guides \(>\) Atlas to display the entire celestial sphere from the center of a transparent Earth. Open the Find pane and click on the magnifying glass symbol to display the Find categories and click on Constellation. Double-click on Leo to center on this constellation and click again on the Find pane tab to close this pane and display the full screen. Select View \(>\) Constellations \(>\) Astronomical and View \(>\) Constellations \(>\) Labels to display and label the constellations. (a) Draw a sketch showing the Sun, the plane in which the Earth orbits the Sun, and the direction in which the solar system moves through the cosmic microwave background. (b) Use the date controls in the toolbar to step through the months of the year. In which month is the Sun placed most nearly in front of the Earth as the solar system travels through the cosmic background radiation?

Imagine your firm, Creative Cosmologists Coalition, has been hired to create a three-panel, folded brochure describing the principal observations that astronomers use to infer the existence of a Big Bang. Create this brochure on an \(8 \frac{1}{2} \times 11\) piece of paper. Be sure each member of your group supervises the development of a different portion of the brochure and that the small print acknowledges who in your group was primarily responsible for which portion.

Estimate the age of the universe for a Hubble constant of (a) \(50 \mathrm{~km} / \mathrm{s} / \mathrm{Mpc}\), (b) \(75 \mathrm{~km} / \mathrm{s} / \mathrm{Mpc}\), and (c) \(100 \mathrm{~km} / \mathrm{s} / \mathrm{Mpc}\). On the basis of your answers, explain how the ages of globular clusters could be used to place a limit on the maximum value of the Hubble constant.

Do you think there can be "other universes," regions of space and time that are not connected to our universe? Should astronomers be concerned with such possibilities? Why or why not?

Can you see the cosmic background radiation with the naked eye? With a visible-light telescope? Explain why or why not.

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