Use the Starry Night Enthusiast'M program to examine the nearby stars. Click on Favourites \(>\) Stars > Local Neighborhood and Stop time. Select View \(>\) Feet to hide the spacesuit image. Center this view upon the Sun by opening the Find pane and doubleclicking on Sun. You are now \(16.41\) light years from the Sun, looking at the labeled nearby stars. Increase current elevation to about 70,000 light-years using the button on the toolbar below the Viewing Location box (an upward-pointing triangle) to see these nearby stars within the Milky Way Galaxy. You can rotate the galaxy by placing the mouse cursor over the image and holding down the Shift key while holding down the mouse button and moving the mouse. (On a twobutton mouse, hold down the left mouse button). Decrease current elevation to a distance of about 100 light-years from the Sun to return to the solar neighborhood. Again, you can rotate this swarm of stars by holding down the Shift key while holding down the mouse button and moving the mouse. Open the Info pane. If you click the mouse while the cursor is over a star, you will see the star's apparent magnitude as seen from Earth in the Other Data layer and its distance from the Sun in the Position in Space layer of the Info pane. (a) Select at least 5 stars within 50 light-years of the Sun and note their names, apparent magnitudes, luminosities, and distances from the Sun in a list. Which of these stars would be visible from Earth with the naked eye from a dark location? Which are visible with the naked eye from a brightly lit city? (Hint: The naked eye can see stars as faint as apparent magnitude \(m=+6\) from a dark location, but only as faint as \(m=+4\) from an inner city.) (b) Increase current elevation once more to about 1000 light- years from Earth and locate at least 5 stars that are further than 500 light- years from the Sun, making a list of these stars, their names, apparent magnitudes, luminosities and distances from the Sun. Which of these stars are visible from Earth with the naked eye from a dark location? Are the naked-eye stars more likely to be giants or supergiants, or are they more likely to be main-sequence stars? Explain your answer.

Short Answer

Expert verified
Possible results could be as follows: (a) A list of at least five stars that are within 50 light-years from the Sun, along with each star's name, apparent magnitude, luminosity, and distance from the Sun. Each star is further classified as being visible from a dark location, from a brightly lit city, or from neither. (b) A list of at least five stars that are more than 500 light-years away from the Sun, along with each star's name, apparent magnitude, luminosity, and distance from the Sun. These stars identified are then further analyzed as being more likely giant or supergiant stars, or main-sequence stars.

Step by step solution

01

Identify stars within 50 light-years from the Sun

Using the Starry Night Enthusiast'M program, select Favourites > Stars > Local Neighborhood. Use the Find pane to center our view on the Sun. Using the toolbar, increase our current elevation to about 70,000 light years. Decrease this elevation to about 100 light years to return to the solar neighborhood. Select at least five stars within 50 light-years of the Sun and note down their names, apparent magnitudes, luminosities, and distances from the Sun.
02

Identify stars visible to the naked eye

From the bright city, only those stars are visible to the naked eye that have an apparent magnitude of \(m=+4\) or brighter. In a dark location, those with an apparent magnitude of \(m=+6\) or brighter are visible to the naked eye. Compare the apparent magnitudes of the stars identified to these numbers to identify which of them are visible.
03

Identify stars that are more than 500 light-years from the Sun

Increase the current elevation once again to about 1,000 light-years from Earth. Select at least five stars that are more than 500 light-years away from the Sun. Note down their names, apparent magnitudes, luminosities, and distances.
04

Analyze the types of stars that are visible

From among the five stars identified in the previous step, identify which are visible from a dark location. Based on their characteristics, identify whether these stars are more likely to be giants or supergiants, or main-sequence stars.

Unlock Step-by-Step Solutions & Ace Your Exams!

  • Full Textbook Solutions

    Get detailed explanations and key concepts

  • Unlimited Al creation

    Al flashcards, explanations, exams and more...

  • Ads-free access

    To over 500 millions flashcards

  • Money-back guarantee

    We refund you if you fail your exam.

Over 30 million students worldwide already upgrade their learning with Vaia!

One App. One Place for Learning.

All the tools & learning materials you need for study success - in one app.

Get started for free

Most popular questions from this chapter

It is desirable to be able to measure the radial velocity of stars (using the Doppler effect) to an accuracy of \(1 \mathrm{~km} / \mathrm{s}\) or better. One complication is that radial velocities refer to the motion of the star relative to the Sun, while the observations are made using a telescope on the Earth. Is it important to take into account the motion of the Earth around the Sun? Is it important to take into account the Earth's rotational motion? To answer this question, you will have to calculate the Earth's orbital speed and the speed of a point on the Earth's equator (the part of the Earth's surface that moves at the greatest speed because of the planet's rotation). If one or both of these effects are of importance, how do you suppose astronomers compensate for them?

The solar constant, equal to \(1370 \mathrm{~W} / \mathrm{m}^{2}\), is the amount of light energy from the Sun that falls on 1 square meter of the Earth's surface in 1 second (see Section 17-2). What would the distance between the Earth and the Sun have to be in order for the solar constant to be 1 watt per square meter \(\left(1 \mathrm{~W} / \mathrm{m}^{2}\right)\) ?

As seen from the starship Enterprise in the Star Trek television series and movies, stars appear to move across the sky due to the starship's motion. How fast would the Enterprise have to move in order for a star \(1 \mathrm{pc}\) away to appear to move \(1^{\circ}\) per second? (Hint: The speed of the star as seen from the Enterprise is the same as the speed of the Enterprise relative to the star.) How does this compare with the speed of light? Do you think the stars appear to move as seen from an orbiting space shuttle, which moves at about \(8 \mathrm{~km} / \mathrm{s}\) ?

The star HIP 72509 has an apparent magnitude of \(+12.1\) and a parallax angle of \(0.222\) arcsecond. (a) Determine its absolute magnitude. (b) Find the approximate ratio of the luminosity of HIP 72509 to the Sun's luminosity.

Observe the eclipsing binary Algol ( \(\beta\) Persei), using nearby stars to judge its brightness during the course of an eclipse. Algol has an orbital period of \(2.87\) days, and, with the onset of primary eclipse, its apparent magnitude drops from \(2.1\) to 3.4. It remains this faint for about 2 hours. The entire eclipse, from start to finish, takes about 10 hours. Consult the "Celestial Calendar" section of the current issue of Sky or Telescope for the predicted dates and times of the minima of Algol. Note that the schedule is given in Universal Time (the same as Greenwich Mean Time), so you will have to convert the time to that of your own time zone. Algol is normally the second brightest star in the constellation of Perseus. Because of its position on the celestial sphere (R.A. \(=3^{\mathrm{h}} 08.2^{\mathrm{m}}\), Decl. \(\left.=40^{\circ} 57^{\prime}\right)\), Algol is readily visible from northern latitudes during the fall and winter months.

See all solutions

Recommended explanations on Physics Textbooks

View all explanations

What do you think about this solution?

We value your feedback to improve our textbook solutions.

Study anywhere. Anytime. Across all devices.

Sign-up for free