Chapter 21

Astronomy Journey to the Cosmic Frontier · 12 exercises

Problem 2

Why are there few visual binaries with orbital periods of a few years or less?

4 step solution

Problem 3

How is it possible to tell that the orbit of a visual binary is tipped so that the apparent orbit isn't the true orbit?

4 step solution

Problem 5

Under what circumstances is the brightness of an eclipsing binary during primary minimum equal to the brightness during secondary minimum?

4 step solution

Problem 6

In an eclipsing binary system, star \(A\) is brighter, larger, and cooler than its companion, star \(B\). What can be said about the depths of the minima when each of the stars is eclipsed?

3 step solution

Problem 7

What information in the light curve of an eclipsing binary tells about the relative sizes of the two stars?

4 step solution

Problem 8

The stars in a binary system are a \(4 \mathrm{M}_{\odot}\) main sequence star and a \(1 \mathrm{M}_{\odot}\) red giant. Explain why this binary system makes sense if the two stars are close together but is inconsistent with what we know about stellar evolution if the stars are a wide pair.

4 step solution

Problem 10

What is the significance of the Roche lobe of a star in a binary system?

4 step solution

Problem 17

What are the two possibilities for the final state of a close, massive binary system?

4 step solution

Problem 18

What is the ultimate source of the energy emitted by accretion disks in binary systems?

4 step solution

Problem 20

In a nova, why is the shell of hydrogen on the white dwarf consumed explosively rather than steadily?

5 step solution

Problem 21

Why is it possible for repeated nova explosions to occur in the same binary system?

4 step solution

Problem 23

What happens on the surface of a neutron star to produce bursts of X rays?

4 step solution

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