yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

How a Team of Female Astronomers Revolutionized Our Understanding of Stars | Big Think.


2m read
·Nov 4, 2024

Stellar astronomy – so the work with stars - has actually a strong tradition of women working in the field and making significant contributions. Many people, certainly about a hundred years ago, they just thought, “Stars are not so interesting, let’s study galaxies.” That was the big thing, because that was the time when people found out that the universe is expanding, and that was of course found out by studying galaxies. So that was a hot topic.

Women were hired to do stellar work. So stellar in both ways – working with stars, but it also actually turned out that their work was stellar because they did so much. They classified stars, they calculated positions and other things about all these objects. For example, Annie Jump Cannon classified in her lifetime I think half a million stars or something. And her classification scheme is still used and still taught. I teach it in my introductory astronomy class.

Another lady, Cecilia Payne-Gaposchkin, she found out that stars are made mostly from hydrogen and helium. Stars are made 75 percent hydrogen, 25 percent helium. But at that time, that was maybe around 1914-1915, it was thought that stars are made of the same material as the Earth. And so this was absolutely brilliant because she applied quantum mechanical knowledge to stars for the very first time.

At first, people laughed at it and they wouldn’t believe her. But this is such a fundamental result; I cannot stress this enough. I mean, everything we know about the universe rests now on the assumption and the knowledge that what stars are made of, namely mostly hydrogen and helium, because the universe is mostly made of hydrogen and helium.

And so these are just two examples of these early works by these women who were called the Computers, the Harvard Computers because they all worked up there and they painstakingly did all these classifications and calculations that today indeed computers do. But without their contributions, I think our overall knowledge of astronomy would not – or for a long time - would not have been what it was.

More Articles

View All
How Do You Become Santa Claus? Santa School, Of Course! | National Geographic
Now the reason why it’s important that you learn to do this, it’s because you’re the most photographed people in the world. The Charles W. Howard Santa Claus School is the world’s oldest Santa Claus school. It is here to help Santa’s become [Music]. The S…
Fundamental theorem to evaluate derivative
Let’s say that I were to walk up to you on the street and said, “All right, I have this function g of x which I’m going to define as the definite integral from 19 to x of the cube root of t dt.” And then I were to ask you, “What is the derivative of g ev…
Saving and investing | Investments and retirement | Financial literacy | Khan Academy
Let’s talk a little bit about saving and investing. I would define saving as just any extra money you bring in in a given amount of time that you haven’t spent yet. So, let’s say in a given month you bring in four thousand dollars and you spend thirty-fi…
When Should You Trust Your Gut?
If you wanted to build a new compiler, if you wanted to build something that’s like really arcane, yeah, but that you know a lot about and you have a lot of taste, again a lot of opinions about, a lot of expertise on, yes, often you should listen to that …
Mobilizing the Masses | Photographer | National Geographic
People really want to know what it feels like to be a photographer, what it feels like to be sitting there in the stream when a bear comes walking in. I was cold, I was hungry, I was scared, I was excited. And so we started posting those stories, and it …
Change in period and frequency from change in angular velocity: Worked examples | Khan Academy
We’re told that a large tire spins with angular velocity (4 \Omega). A smaller tire spins with half the angular velocity. I’m assuming half the angular velocity of the large tire. How does the period (T{\text{large}}) of the large tire compare with the pe…