19 (2) Flashcards
Parallax
As Earth travels from one side of its orbit to the other, it graciously provides us with a baseline of ……….., or about ……… ……… kilometers. Although this is a much bigger baseline than the diameter of Earth, the stars are so far away that the resulting parallax shift is still not visible to the naked eye—not even for the closest stars.
2 AU / 300 million
The first successful detections of stellar parallax were in the year …………..,
1838
Friedrich Bessel in Germany measured the parallax of …………….
61 Cygni,
Thomas Henderson, a Scottish astronomer working at the Cape of Good Hope measured the parallax of …………………
Alpha Centauri,
Friedrich Struve in Russia measured the parallax of …………………….
Vega
Even the closest star, Alpha Centauri, showed a total displacement of only about ………. ………….. during the course of a year.
1.5 arcseconds
Figure 19.6 shows how such measurements work. Seen from opposite sides of Earth’s orbit, a nearby star shifts position when compared to a pattern of more distant stars. Astronomers actually define parallax to be one-half the angle that a star shifts when seen from opposite sides of Earth’s orbit (the angle labeled P in Figure 19.6). The reason for this definition is just that they prefer to deal with a baseline of 1 AU instead of 2 AU.
With a baseline of one AU, how far away would a star have to be to have a parallax of 1 arcsecond?
The answer turns out to be 206,265 AU, or 3.26 light-years.
What is a Parsec (pc)
“the distance at which we have a parallax of one second (arcsecond).” and 1 AU as baseline
How far a way the Parsec in Kilometers?
This is equal to 3.1 × 1013 kilometers
(in other words, 31 trillion kilometers).
The distance (D) of a star in parsecs is just the reciprocal of its parallax (p) in arcseconds; that is,
Thus, a star with a parallax of 0.1 arcsecond would be found at a distance of 10 parsecs, and one with a parallax of 0.05 arcsecond would be 20 parsecs away.
Back in the days when most of our distances came from parallax measurements, a parsec was a useful unit of distance, but it is not as intuitive as the light-year. One advantage of the light-year as a unit is that it emphasizes the fact that, as we look out into space, we are also looking back into time.
The light that we see from a star 100 light-years away left that star 100 years ago. What we study is not the star as it is now, but rather as it was in the past. The light that reaches our telescopes today from distant galaxies left them before Earth even existed.
In this text, we will use ……………. as our unit of distance, but many astronomers still use parsecs when they write technical papers or talk with each other at meetings.
light-years
To convert between the two distance units, just bear in mind: 1 parsec = ……….. light-year, and 1 light-year = ……….. parsec.
3.26 / 0.31