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courses:phy100:1 [2023/10/06 02:27] – asad | courses:phy100:1 [2023/10/31 23:22] (current) – [3.2 Celestial sphere] asad | ||
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- | The universe we observe from Earth can be thought of as a spherical ball (shown above) of spacetime filled with energy-matter. In 1915, Einstein found another surprising fact through his mathematical analysis: | + | The universe we observe from Earth can be thought of as a spherical ball (shown above) of spacetime filled with energy-matter. Here, space is confined to the surface and time to the radius, but they are connected. We are at the center of the sphere, and we can see a sphere at every radius which is basically the distance of the spherical surface from us. In 1915, Einstein found another surprising fact through his mathematical analysis: |
$$ \text{SpaceTime} \sim \text{EnergyMatter}. $$ | $$ \text{SpaceTime} \sim \text{EnergyMatter}. $$ | ||
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===== - Maps of Space ===== | ===== - Maps of Space ===== | ||
+ | ==== - Terrestrial sphere ==== | ||
The curved surface of the spherical earth (the **terrestrial sphere**) is the space we will start to map first, as an orientation for this course. Since Aristotle described the round shadow of earth on the surface of the moon, no astronomer ever doubted that the earth is round. We have mapped the 2-dimensional surface of this sphere using a **geographic coordinate system** that has two references and two angles of measure: latitude and longitude. See the video first. | The curved surface of the spherical earth (the **terrestrial sphere**) is the space we will start to map first, as an orientation for this course. Since Aristotle described the round shadow of earth on the surface of the moon, no astronomer ever doubted that the earth is round. We have mapped the 2-dimensional surface of this sphere using a **geographic coordinate system** that has two references and two angles of measure: latitude and longitude. See the video first. | ||
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Can you see the similarity with the example of the marker? The two references here are like the two walls in the marker example. And the angles here are equivalent to those tile-blocks. Here we do not need the third dimension because we are not interested in measuring heights from the surface. | Can you see the similarity with the example of the marker? The two references here are like the two walls in the marker example. And the angles here are equivalent to those tile-blocks. Here we do not need the third dimension because we are not interested in measuring heights from the surface. | ||
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+ | ==== - Celestial sphere ==== | ||
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From 3:33 in the video, I remove the earth from the picture and you see both hemispheres of the sky, albeit not at one glance. You are seeing the interior surface of the celestial sphere. The gridlines clearly show the two poles NCP and SCP and the hazy Milky Way appears as a circular band; normally we see only half of this band at a time, the other half being blocked by the horizons. | From 3:33 in the video, I remove the earth from the picture and you see both hemispheres of the sky, albeit not at one glance. You are seeing the interior surface of the celestial sphere. The gridlines clearly show the two poles NCP and SCP and the hazy Milky Way appears as a circular band; normally we see only half of this band at a time, the other half being blocked by the horizons. | ||
- | You also see the shapes of the **constellations**. A constellation is a group of stars that form a recognizable pattern when viewed from the earth. These patterns were used for navigation by our ancestors and gave rise to numerous myths throughout human history. The patterns are of course imaginary. Some of the stars in a constellation might be very close to us, while some are extremely distant. | + | [[https://astro.unl.edu/naap/motion1/cec_both.html|{{: |
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- | We identify people using their countries. Similarly, we identify celestial objects using the constellations in which they belong. For example, the Great Orion Nebula belongs to the Orion constellation. And here is a map of the Orion Constellation, | + | |
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- | {{https://upload.wikimedia.org/wikipedia/commons/thumb/ | + | |
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- | You see the borders and also its neighboring constellations; | + | |
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- | Use https:// | + | |
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- | {{youtube> | + | |
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- | The constellation Ursa Minor has 7 stars shaped like a bear as the ancients saw it. They look like a clock hand to me and if you rotate the sky for 24 hours in Stellarium, you see the hand move like the hour-hand of a 24-hour clock. This constellation was also called the Phoenician Bear. With the help of Ursa Minor, the mysterious Phoenicians navigated the Mediterranean sea and worked as the bridge from the Semitic aleph-ba-ta to Greek alpha-beta and finally to the world-wide alphabet. | + | |
===== - A tour in Time ===== | ===== - A tour in Time ===== |
courses/phy100/1.1696580846.txt.gz · Last modified: 2023/10/06 02:27 by asad