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courses:ast100:2 [2024/11/02 13:08] – [2. Milky Way] asad | courses:ast100:2 [2024/11/05 11:31] (current) – [5. From Speed to Age] asad | ||
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====== 2. Galactic age ====== | ====== 2. Galactic age ====== | ||
- | Socrates: Yesterday, Ravi gave us an overview of the Particle Age and mentioned that his explanation wasn’t nearly enough to truly “understand” it. To really grasp it, there’s no way around the math. Today, Shashi is supposed to start discussing the Galactic age, and this will continue as long as we’re on the banks of the Tsangpo river. So, how do you want to begin? | + | **Socrates:** Yesterday, Ravi gave us an overview of the Particle Age and mentioned that his explanation wasn’t nearly enough to truly “understand” it. To really grasp it, there’s no way around the math. Today, Shashi is supposed to start discussing the Galactic age, and this will continue as long as we’re on the banks of the Tsangpo river. So, how do you want to begin? |
- | Shashi: Since it’s already late at night, we’re by the Tsangpo’s bank, and the sky is clear, we could start by taking a picture of a galaxy with the telescope. | + | **Shashi:** Since it’s already late at night, we’re by the Tsangpo’s bank, and the sky is clear, we could start by taking a picture of a galaxy with the telescope. |
- | Ravi: Good idea. Shashi, then, why don’t you handle Ashvin-1? | + | **Ravi:** Good idea. Shashi, then, why don’t you handle Ashvin-1? |
- | Socrates: Ashvin-1? What does that mean? | + | **Socrates:** Ashvin-1? What does that mean? |
- | Ravi: We have two telescopes, both named after the twin stars, Ashvin 1 and 2, known as the twin brothers in the Gemini constellation. | + | **Ravi:** We have two telescopes, both named after the twin stars, Ashvin 1 and 2, known as the twin brothers in the Gemini constellation. |
- | Shashi: After mounting the telescope, I’ll connect it to the Unistellar app from my phone—see here. Now, I’ll go into the app’s catalog and select a galaxy; once I tap on “GoTo,” Ashvin will start moving. I’ve joined as the operator using my phone, and if you all connect to the same app as observers, you’ll be able to see on your phones what the telescope is viewing. | + | **Shashi:** After mounting the telescope, I’ll connect it to the Unistellar app from my phone—see here. Now, I’ll go into the app’s catalog and select a galaxy; once I tap on “GoTo,” Ashvin will start moving. I’ve joined as the operator using my phone, and if you all connect to the same app as observers, you’ll be able to see on your phones what the telescope is viewing. |
Juno: Yes, I can see it. I think we should target the Whirlpool Galaxy. | Juno: Yes, I can see it. I think we should target the Whirlpool Galaxy. | ||
- | Shashi: Alright, tapping on it now. Everyone can see Ashvin-1 moving towards the Whirlpool Galaxy. It’s there now. The galaxy isn’t visible yet because we’re in live mode, not accumulating photons. Once I tap on “Enhanced Vision,” Ashvin will start collecting light. Here we go! You can see the exposure time ticking below; it’s already at 7 seconds. The Whirlpool Galaxy is already faintly visible. The more light we accumulate, the clearer the galaxy will become. | + | **Shashi:** Alright, tapping on it now. Everyone can see Ashvin-1 moving towards the Whirlpool Galaxy. It’s there now. The galaxy isn’t visible yet because we’re in live mode, not accumulating photons. Once I tap on “Enhanced Vision,” Ashvin will start collecting light. Here we go! You can see the exposure time ticking below; it’s already at 7 seconds. The Whirlpool Galaxy is already faintly visible. The more light we accumulate, the clearer the galaxy will become. |
- | Socrates: I see—this is actually a merging of two galaxies. | + | **Socrates:** I see—this is actually a merging of two galaxies. |
- | Shashi: Up front is the Whirlpool, known as Messier 51, which spans about 75,000 light-years. Just behind it is a small dwarf galaxy, NGC 5195, also called M51b, about 15,000 light-years in size. Both are around 30 million light-years away. The bluish light comes from young stars, while the reddish glow comes from older stars. Our universe now contains roughly a trillion galaxies, all of which formed within the first four billion years of the universe’s 14-billion-year history. | + | **Shashi:** Up front is the Whirlpool, known as Messier 51, which spans about 75,000 light-years. Just behind it is a small dwarf galaxy, NGC 5195, also called M51b, about 15,000 light-years in size. Both are around 30 million light-years away. The bluish light comes from young stars, while the reddish glow comes from older stars. Our universe now contains roughly a trillion galaxies, all of which formed within the first four billion years of the universe’s 14-billion-year history. |
- | Socrates: So, if the universe’s first 300,000 years were the Particle Age, then from then until around four billion years of age was the Galactic Age. But I don’t see any resemblance between this vast structure of gas, stars, and dust and the universe at 300,000 years old. Let me clarify. Yesterday, Ravi showed us an image of the universe at 300,000 years old. He demonstrated that the universe was then a single, boring cloud of gas with almost uniform temperature throughout. There were slight temperature variations, but they averaged only around 300 microkelvin. How did such enormous galaxies emerge from such a bland gas cloud in just four billion years? And not just a few galaxies—around a trillion, or perhaps even more. | + | **Socrates:** So, if the universe’s first 300,000 years were the Particle Age, then from then until around four billion years of age was the Galactic Age. But I don’t see any resemblance between this vast structure of gas, stars, and dust and the universe at 300,000 years old. Let me clarify. Yesterday, Ravi showed us an image of the universe at 300,000 years old. He demonstrated that the universe was then a single, boring cloud of gas with almost uniform temperature throughout. There were slight temperature variations, but they averaged only around 300 microkelvin. How did such enormous galaxies emerge from such a bland gas cloud in just four billion years? And not just a few galaxies—around a trillion, or perhaps even more. |
===== - From Gas to Galaxies ===== | ===== - From Gas to Galaxies ===== | ||
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**Shashi:** We still don’t fully understand the detailed process. However, when we explain how flat solar systems like ours formed from large, irregular gas clouds during the Stellar Age, this process will become clearer. It’s best to discuss it then, as spiral galaxies are flat like our solar system. For now, I’ll just mention that our galaxy’s thin disk formed 9 billion years ago, and spiral arms appeared only 5.5 billion years ago, meaning truly during the Stellar Age. | **Shashi:** We still don’t fully understand the detailed process. However, when we explain how flat solar systems like ours formed from large, irregular gas clouds during the Stellar Age, this process will become clearer. It’s best to discuss it then, as spiral galaxies are flat like our solar system. For now, I’ll just mention that our galaxy’s thin disk formed 9 billion years ago, and spiral arms appeared only 5.5 billion years ago, meaning truly during the Stellar Age. | ||
- | ===== - Classification | + | ===== - Galaxy |
+ | **Hermes:** Then let’s head toward the Whirlpool Galaxy. As we travel, let’s learn about different types of galaxies. | ||
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+ | **Shashi:** Edwin Hubble was the first to conclusively prove that there are many galaxies beyond our own. In 1924, he identified that the fuzzy object known as the Andromeda " | ||
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+ | **Shashi:** There’s also an “irregular” category, which isn’t shown here, as it doesn’t conform to any specific shape. You can see elliptical galaxies classified from E0 to E7, with E0 being the most circular and E7 the most elongated. Lenticular galaxies are marked S0, as they’re in between ellipticals and spirals—they have a disk like spirals but lack spiral arms, and they have a large oval bulge like ellipticals around the disk. Spiral galaxies are classified from Sa to Sd based on their bulge and arm types: Sa galaxies have the largest bulge and smoothest arms, while Sd galaxies have the smallest bulge and the most spread-out arms. Barred spirals follow the same classification, | ||
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+ | **Shashi:** Hubble himself thought the same. That’s why he called reddish elliptical galaxies " | ||
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+ | **Shashi:** Mainly due to interactions with other galaxies, such as merging or environmental effects in galaxy clusters. Speaking of merging, we’re approaching the Whirlpool Galaxy. See it for yourself—this is what a merger looks like, though it can take hundreds of millions of years for two galaxies to completely merge. The Whirlpool appears 10 degrees across in our sky, about 20 times larger than the Sun’s apparent size in Earth’s sky. The smaller, background galaxy is actually irregular or a dwarf galaxy, but this interaction is distorting the shape of the larger galaxy too. A large spiral galaxy can become irregular due to interactions like this. The [[https:// | ||
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+ | **Shashi:** No, they’re made of stars. As the two galaxies spiral around each other and merge, their stars don’t actually collide due to the vast distances between them within each galaxy. Instead, the gravitational pull of one galaxy strips stars from the other, ejecting them into space to form the two long tails. | ||
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+ | **Shashi:** That’s because of the collision of interstellar gas. In addition to stars, galaxies contain a lot of interstellar gas. Unlike stars, gas clouds are large, so they collide during a merger. This heats and compresses the gas, triggering intense star formation. This phenomenon is called a **starburst**, | ||
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+ | **Shashi:** Yes, that’s also due to a merger. In the case of the Antennae pair, the galaxies didn’t collide head-on, but here one galaxy crashed straight into another. This head-on collision in **Messier 95** generates a longitudinal wave that propagates outward from the center. The wave compresses and expands in cycles, creating new stars in the compressed regions. That’s the compression front you’re seeing, Socrates. | ||
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===== - Active Galaxy ===== | ===== - Active Galaxy ===== | ||
+ | **Shashi:** Of course, the two black holes eventually merge, but it takes a long time. By the time the two galaxies have fully combined into one, the two black holes may have also merged. However, black holes have a more interesting fate. Just as merging can trigger starbursts in galaxies, it can also activate them. When the supermassive black hole at the center of a galaxy actively consumes stars, gas, and other material from its accretion disk at the equator and emits jets from its poles, that galaxy is called an Active Galactic Nucleus (AGN) because only the nucleus is active. | ||
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+ | **Hermes:** To see one firsthand, let’s go directly to the Centaurus A galaxy. | ||
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+ | **Shashi:** That’s because, Socrates, the jets from the center are visible only in radio wavelengths, | ||
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+ | **Ishtar:** Then, here you go—I’m granting you the ability to see in all frequencies of light. Look now in three lights at once. | ||
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+ | **Ishtar:** I don’t have the power to imagine new colors. Since it’s currently impossible to visualize beyond visible light, consider all other colors depicted here in terms of visible light. Even in false color images, you can enjoy them more than in true color images, you know. | ||
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- | ===== - From Velocity to Age ===== | + | **Shashi:** Anyway, let me clarify AGNs a bit further with this model. All AGNs are essentially the same, but from Earth, people see them at different angles and call them by different names. When viewed from the pole, or jet-aligned, |
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+ | **Shashi:** You could say that. When the disk’s gas and stars are exhausted, the black hole becomes inactive, and the AGN ceases to exist. Our galaxy’s central black hole is currently inactive. However, due to a merger or interaction with surrounding things, a galaxy’s black hole can become active again. In many cases, black holes alternate between active and inactive states over millions of years. | ||
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+ | **Shashi:** The danger isn’t limited to just active galaxies. Studies have shown that the central region of any galaxy, active or inactive, is perilous due to the high density of stars. Where there are more stars, there are more deaths, and thus more supernova explosions. Consequently, | ||
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+ | **Hermes:** Let’s return to Earth now. This time, let’s take a boat and travel along the Tsangpo River. | ||
+ | ===== - Age from Speeds | ||
+ | **Shashi:** A boat is actually the perfect setting to explain what I want to talk about now. At the start of the 20th century, we didn’t even know there were galaxies outside the Milky Way. Everyone thought the Milky Way was the entire universe. In the 18th century, the French astronomer Charles Messier cataloged many nebulae, which were actually galaxies, but back then, they were thought to be gas clouds within our galaxy. However, not everyone dismissed the idea of other galaxies; for example, the German philosopher Immanuel Kant suggested that these known nebulae could be separate " | ||
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+ | **Shashi:** Right. If we know the size of our galaxy and the distance of a nebula, and we find that the nebula is much farther away than the size of our galaxy, then we’d have to assume that the nebula is actually an independent galaxy. We had a general idea of the Milky Way’s size by the 19th century. But the first solid method to measure distance was introduced by Henrietta Swan Leavitt in 1912. She discovered a relationship between the period of brightness variation in Cepheid variable stars and their actual brightness. | ||
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+ | **Shashi:** We never really know the true brightness of a star. For instance, here on the riverbank at night, we see lights inside various houses. Every house might be using the same wattage bulb, but the farther a house is from us, the dimmer its light appears. What we see is the “apparent” brightness. If I somehow know the “true” brightness of one of these bulbs, I can calculate the house’s distance by comparing the apparent brightness with the actual one. For example, if a 20-watt bulb appears to be 10 watts, the house would be at a certain distance; if it appears to be only 5 watts, the house must be farther. But to know the true brightness, we’d need to visit the house and check. Leavitt found an alternative way to determine this—her “house” was the Cepheid variable stars. If we know the true brightness of a Cepheid in another galaxy, we can use it to measure that galaxy' | ||
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+ | **Shashi:** Leavitt developed the method, but Edwin Hubble was the first to apply it successfully in the 1920s. While measuring the distances and speeds of about thirty galaxies, Hubble noticed a strange phenomenon: the farther a galaxy is from us, the faster it’s moving away. This relationship between distance and speed is shown in the inset of this diagram. | ||
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+ | **Shashi:** That part is simple—through the Doppler effect. Let me explain. Look over there, a boat is approaching us, and someone on it is playing a dungchen. Do you notice any change in the sound as the boat gets closer? | ||
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+ | **Shashi:** So, the frequency of the sound increases, and the wavelength decreases. Now the boat is passing us and moving away. Listen—the sound becomes less sharp, | ||
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+ | **Shashi:** What do you think? | ||
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+ | **Shashi:** Exactly. This idea was something Einstein couldn’t initially accept in the early 1920s. He believed the universe was static. But it turned out that all galaxies were moving away from each other, meaning everything was once in a smaller space. If we go far enough back in time, we reach a point when all the matter and energy in all galaxies were contained in a single point. That’s the Big Bang. So, through studying galaxies in the 20th century, we discovered our cosmic history. | ||
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+ | **Shashi:** Yes, we can estimate the universe’s age using the Hubble constant. The recession speed of galaxies located 1 million light-years (Mly) from us essentially defines the Hubble constant. Based on the best measurements from modern telescopes, its value is about 21 km/s/Mly. This means that for every 1 Mly of distance, galaxies appear to be receding 21 km/s faster. A galaxy 2 Mly away would thus recede at 42 km/s, a galaxy 3 Mly away at 63 km/s, and so on. The inverse of the Hubble constant provides an approximation of the universe’s age. By dividing 1 by 21 km/s/Mly (remembering that 1 Mly equals \(9.5 \times 10^{14}\) km), we obtain an estimated age of around 14 billion years, which is considered the approximate age of our universe. |
courses/ast100/2.1730574537.txt.gz · Last modified: 2024/11/02 13:08 by asad