1 00:00:00,000 --> 00:00:08,960 Archeoastronomers have found three types of early observatories, simple markers, circles 2 00:00:08,960 --> 00:00:12,320 of stone and wood, and temples. 3 00:00:12,320 --> 00:00:18,080 Early on, markers were used to create sight lines to the horizon, so that during the equinox 4 00:00:18,080 --> 00:00:23,200 or solstice, the sun would appear to rise exactly on the sight line. 5 00:00:23,200 --> 00:00:28,360 Stonehenge in England was set up this way, as were a number of ancient Native American 6 00:00:28,360 --> 00:00:35,400 buildings such as the ones at Chaco Canyon in New Mexico and Hovenweep in Utah. 7 00:00:35,400 --> 00:00:41,340 England's Stonehenge is one of the earliest examples of an observatory in Europe. 8 00:00:41,340 --> 00:00:46,640 Stonehenge is a large calendar, capable of predicting the equinoxes and the solstice. 9 00:00:46,640 --> 00:00:52,480 Before Stonehenge, in 3000 BC, the ancient Egyptians had devised a solar calendar of 10 00:00:52,480 --> 00:01:00,160 365 days, the starting point of which hinged on the helical rising of the star Sirius, 11 00:01:00,160 --> 00:01:06,480 which also happened to coincide with the summer solstice and the annual flooding of the Nile. 12 00:01:06,480 --> 00:01:11,720 By being in touch with celestial phenomenon and their natural surroundings, the ancient 13 00:01:11,720 --> 00:01:18,560 Egyptians were able to predict events of great significance in their desert environment. 14 00:01:18,560 --> 00:01:25,600 At Abu Simbel, massively carved statues of Ramses the Great face east to greet the sun 15 00:01:25,600 --> 00:01:28,360 god Ray, the bringer of light. 16 00:01:28,360 --> 00:01:35,400 As the sun rises each day, the statues are illuminated again, perhaps a sign of rebirth 17 00:01:35,400 --> 00:01:36,560 for Ramses. 18 00:01:36,560 --> 00:01:42,840 But the most compelling is a passage to the temple's inner sanctuary, which is aligned 19 00:01:42,920 --> 00:01:50,800 so that on October 18th, the sun filters into the sanctuary, illuminating a statue of Ramses. 20 00:01:50,800 --> 00:01:57,080 While October 18th doesn't mean much to us in the Western world, this October date corresponds 21 00:01:57,080 --> 00:02:02,080 to the beginning of the Egyptian civil year and the celebration that occurred during the 22 00:02:02,080 --> 00:02:04,520 time in which Ramses lived. 23 00:02:04,520 --> 00:02:08,400 It was the Greeks, however, that created the first portable cosmological tool for keeping 24 00:02:08,400 --> 00:02:11,480 track of these motions, a stick. 25 00:02:11,480 --> 00:02:15,480 The Greeks actually called it a gnomon, and it was used to keep track of the shadow of 26 00:02:15,480 --> 00:02:16,480 the sun. 27 00:02:16,480 --> 00:02:20,480 Actually, it's a little bit more difficult than that because the shadow depends on your 28 00:02:20,480 --> 00:02:21,480 latitude. 29 00:02:21,480 --> 00:02:26,000 Again, if you are not near the equator, the shadow will be shortest during the summer 30 00:02:26,000 --> 00:02:29,520 solstice and longest during the winter solstice. 31 00:02:29,520 --> 00:02:34,080 For the spring equinox and fall equinox, the shadow will be halfway between the shadow 32 00:02:34,080 --> 00:02:37,100 lengths at the solstices. 33 00:02:37,100 --> 00:02:41,140 In the southern hemisphere, the shadows will be reversed, just as you all know the seasons 34 00:02:41,140 --> 00:02:42,640 are reversed. 35 00:02:42,640 --> 00:02:46,380 When it's summer in the United States, it's winter in Argentina. 36 00:02:46,380 --> 00:02:49,540 This all works pretty well if you're not at the equator. 37 00:02:49,540 --> 00:02:54,460 At the equator, the summer solstice sun casts a shadow in the southerly direction, and the 38 00:02:54,460 --> 00:02:58,480 winter solstice sun casts a shadow in the northerly direction. 39 00:02:58,480 --> 00:03:02,060 During the equinox, at the equator, the shadow disappears. 40 00:03:02,060 --> 00:03:06,820 Oh, and another thing that they were used for is sundials, and it looks to me like it's 41 00:03:06,820 --> 00:03:08,060 time to go back to Jennifer. 42 00:03:11,460 --> 00:03:17,180 Okay, guys, let's take a look at how a gnomon works and see the angle of the sun at certain 43 00:03:17,180 --> 00:03:19,340 times during the day. 44 00:03:19,340 --> 00:03:23,900 Students from Newcomb Elementary School in Newcomb, New Mexico, will preview this show's 45 00:03:23,900 --> 00:03:24,900 hands-on activity. 46 00:03:24,900 --> 00:03:25,900 Yá'át'ééh. 47 00:03:25,900 --> 00:03:26,900 Hello. 48 00:03:26,900 --> 00:03:31,900 We are students from Newcomb Elementary School. 49 00:03:31,900 --> 00:03:38,540 We are located on the Navajo Reservation in the Four Corners region of New Mexico. 50 00:03:38,540 --> 00:03:43,300 Tracking the passage of the sun in the sky continues to play a very important role in 51 00:03:43,300 --> 00:03:45,500 the life of our Navajo culture. 52 00:03:45,500 --> 00:03:50,780 Traditional Navajos still use this system of tracking the sun's shadows to tell time 53 00:03:50,780 --> 00:03:53,540 and to tell the changing of the seasons. 54 00:03:53,540 --> 00:03:58,580 For example, when my grandfather herd sheep, he does not wear a watch like this. 55 00:03:58,580 --> 00:04:01,500 He uses the sun's shadow to tell time. 56 00:04:01,500 --> 00:04:06,740 It also helps him to tell when to take the sheep back home in their corral. 57 00:04:06,740 --> 00:04:11,620 It also helps him to tell when to plant corn and watermelon on his farm. 58 00:04:11,620 --> 00:04:17,420 NASA Connect asked us to show you this program's hands-on activity. 59 00:04:17,420 --> 00:04:22,660 In this activity, the students will make sun shadow plots every half hour, marking the 60 00:04:22,660 --> 00:04:27,060 ends of the shadows made by the sun and a gnomon. 61 00:04:27,060 --> 00:04:32,700 You can download a copy of the educator guide from the NASA Connect website for directions 62 00:04:32,700 --> 00:04:34,540 and a list of materials. 63 00:04:34,820 --> 00:04:37,740 Turn a cardboard box upside down. 64 00:04:37,740 --> 00:04:41,260 Tape a large piece of paper to the cardboard box. 65 00:04:41,260 --> 00:04:47,460 Draw two lines that are perpendicular to each other, from top to bottom, and the other from 66 00:04:47,460 --> 00:04:50,420 left to right across the paper. 67 00:04:50,420 --> 00:04:52,300 Mark its center with a dot. 68 00:04:52,300 --> 00:04:57,820 And make a very small hole in the center of the box using the point of a scissors. 69 00:04:57,820 --> 00:05:02,180 Stick the gnomon through the dot and the hole in the cardboard. 70 00:05:02,180 --> 00:05:08,220 Secure it with tape so that 10 centimeters is sticking straight up out of the box. 71 00:05:08,220 --> 00:05:13,500 Use a protractor to make sure the gnomon is perpendicular to the box. 72 00:05:13,500 --> 00:05:17,540 On a clear, sunny day, find a large, flat area. 73 00:05:17,540 --> 00:05:21,260 Tape the box to the ground on all four sides. 74 00:05:21,260 --> 00:05:26,200 Starting as early in the morning as possible, mark the end of the gnomon's shadow every 75 00:05:26,200 --> 00:05:29,540 half hour until the end of the day. 76 00:05:29,540 --> 00:05:33,420 Next to the dot, label the time of the day it was marked. 77 00:05:33,420 --> 00:05:38,340 You will analyze the data you collect by measuring angles and length. 78 00:05:38,340 --> 00:05:44,100 Remove the gnomon and draw a straight line from each dot to the hole that the gnomon 79 00:05:44,100 --> 00:05:45,540 was placed in. 80 00:05:45,540 --> 00:05:51,880 Measure and record the angle between the horizontal line drawn through the center of the paper 81 00:05:51,880 --> 00:05:54,180 and each marked shadow. 82 00:05:54,180 --> 00:05:59,500 Then, measure and record the length of each shadow. 83 00:05:59,500 --> 00:06:05,700 Using geometry, find and label true north on your sun-shadow plot. 84 00:06:05,700 --> 00:06:12,780 Verify local solar noon using shadow length times and sunrise-sunset times. 85 00:06:12,780 --> 00:06:17,820 How do the lengths, positions, and angles of the shadows change? 86 00:06:17,820 --> 00:06:22,300 What do the changes tell you about the position of the sun throughout the day? 87 00:06:22,300 --> 00:06:28,140 Would the curve change if you used a different sized gnomon to cast the shadow? 88 00:06:28,140 --> 00:06:32,140 Don't forget to check out this cool web activity for this program. 89 00:06:32,140 --> 00:06:34,780 You can download it from the NASA Connect website.