Chapter 28: Problem 2
What is meant by "life as we know it"? Why do astrobiologists suspect that extraterrestrial life is likely to be of this form?
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Chapter 28: Problem 2
What is meant by "life as we know it"? Why do astrobiologists suspect that extraterrestrial life is likely to be of this form?
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It has been suggested that extraterrestrial civilizations would choose to communicate at a wavelength of \(21 \mathrm{~cm}\). Hydrogen atoms in interstellar space naturally emit at this wavelength, so astronomers studying the distribution of hydrogen around the Galaxy would already have their radio telescopes tuned to receive extraterrestrial signals. (a) Calculate the frequency of this radiation in megahertz. Is this inside or outside the water hole? (b) Discuss the merits of this suggestion.
Astronomers have proposed using interferometry to make an extremely high- resolution telescope. This proposal involves placing a number of infrared telescopes in space, separating them by thousands of kilometers, and combining the light from the individual telescopes. One design of this kind has an effective diameter of \(6000 \mathrm{~km}\) and uses infrared radiation with a wavelength of \(10 \mathrm{~mm}\). If it is used to observe an Earthlike planet orbiting the star Epsilon Eridani, \(3.22\) parsecs (10.5 light-years) from Earth, what is the size of the smallest detail that this system will be able to resolve on the face of that planet? Give your answer in kilometers.
Mercury, Venus, and the Moon are all considered unlikely places to find life. Suggest why this should be.
The Drake Equation. Access the Active Integrated Media Module "The Drake Equation" in Chapter 28 of the Universe Web site or eBook. (a) For each of the terms in the Drake equation, choose a value that seems reasonable to you. How did you choose these values? Using the module, what do you find for the number of civilizations in our Galaxy? From your calculation, are civilizations common or uncommon in our Galaxy? (b) Using the module, choose a set of values that give \(N=10^{6}\) (a million civilizations). What values did you use? Which of these seem reasonable to you, and why?
Use the Starry Night Enthusiast \({ }^{\text {TM }}\) program to examine the planet Mars. Open the Favourites pane and double-click on Solar System > Mars to view this planet from about \(6800 \mathrm{~km}\) above its surface. (Click on View > Feet to remove the astronaut's spacesuit from the view.) You can zoom in or out on Mars using the buttons in the Zoom section at the right of the toolbar. You can rotate Mars by placing the mouse cursor over the image and moving the mouse while holding down the mouse button. (On a two-button mouse, hold down the left mouse button.) Rotate Mars and zoom in and out to familiarize yourself with the different surface features. Based on what you observe, where on the Martian surface would you choose to land a spacecraft to search for the presence of life? Explain how you made your choice.
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