1 00:00:03,438 --> 00:00:06,831 MISSION CONTROL: Main engine ignition. 4,3,2,1… 2 00:00:06,900 --> 00:00:10,376 Zero and liftoff. 3 00:00:10,445 --> 00:00:13,145 JOSH: Ever notice shuttle launches happen at all hours? 4 00:00:13,146 --> 00:00:15,548 Some are during the day, some at dusk, 5 00:00:15,550 --> 00:00:18,751 some in the middle of the night. Ever wonder why? 6 00:00:18,753 --> 00:00:21,486 Well, there’s a lot of math that happens in order to figure 7 00:00:21,488 --> 00:00:24,956 out what time the shuttle takes off. So get out your calculator 8 00:00:24,958 --> 00:00:27,060 and we’ll show you how to come up with a good time 9 00:00:27,061 --> 00:00:30,263 for lift off, next on Real World. 10 00:00:30,265 --> 00:00:34,148 ? [music] ? 11 00:00:39,003 --> 00:00:41,841 JOSH: One of the most important missions of the space shuttle 12 00:00:41,843 --> 00:00:44,743 is to deliver astronauts and material to the International 13 00:00:44,745 --> 00:00:47,780 Space Station. Seems pretty easy, right. 14 00:00:47,781 --> 00:00:51,650 But it’s a lot more complicated than typing ISS into a 15 00:00:51,651 --> 00:00:56,121 GPS and taking off. The International Space Station 16 00:00:56,123 --> 00:00:59,558 or ISS, is in orbit, around the earth, and for the space 17 00:00:59,560 --> 00:01:03,028 shuttle to catch up and dock… well, it’s a lot trickier than 18 00:01:03,030 --> 00:01:07,300 it sounds. The lesson starts with gravity. 19 00:01:07,301 --> 00:01:10,403 DR. JOHN BACON: If we go around the earth and any other planet 20 00:01:10,405 --> 00:01:12,938 or heavenly body, there is gravity that is going to pull 21 00:01:12,940 --> 00:01:16,141 us to the middle of it wherever we go. And in any orbit all 22 00:01:16,143 --> 00:01:18,745 that we end up doing is we go fast enough sideways that we 23 00:01:18,746 --> 00:01:21,915 just truly fall over the horizon. 24 00:01:21,916 --> 00:01:24,783 JOSH: Dr John Bacon is a systems integration engineer 25 00:01:24,785 --> 00:01:28,253 for ISS at NASA’s Johnson Space Center. 26 00:01:28,255 --> 00:01:30,723 DR. BACON: And near Earth we have to do it about 27 00:01:30,725 --> 00:01:33,660 8 kilometers a second or 5 miles a second. 28 00:01:33,661 --> 00:01:37,263 We get above the atmosphere and we just stay in a continuous 29 00:01:37,265 --> 00:01:40,366 circle going around the center of the plane. 30 00:01:40,368 --> 00:01:43,135 Imagine the plane, a flat sheet 31 00:01:43,136 --> 00:01:45,571 that goes right through the planet. And draw a circle on 32 00:01:45,573 --> 00:01:48,808 that and that represents our orbit. And that sheet is 33 00:01:48,810 --> 00:01:51,576 called the orbit plane. Now we don’t always go right around 34 00:01:51,578 --> 00:01:54,313 the equator, and in fact it’s quite hard to do that from the 35 00:01:54,315 --> 00:01:56,983 Kennedy Space Center, here. What we have to do is go around 36 00:01:56,985 --> 00:02:00,053 the center of the planet. So we have to get into an orbit 37 00:02:00,055 --> 00:02:04,156 that inclines around the planet so that it goes over the 38 00:02:04,158 --> 00:02:08,795 Kennedy Space Center. That plane has to be centered on 39 00:02:08,796 --> 00:02:10,963 earth’s center and has to go over the 40 00:02:10,965 --> 00:02:13,298 Kennedy Space Center somehow. 41 00:02:13,300 --> 00:02:15,901 JOSH: So the Space Station is traveling along its orbit, 42 00:02:15,903 --> 00:02:19,105 on its orbital plane. We know that an object’s orbit is fixed 43 00:02:19,106 --> 00:02:22,308 in space. It follows the same path over and over. 44 00:02:22,310 --> 00:02:26,578 At the same time the ISS is orbiting at nearly 28,800 km 45 00:02:26,580 --> 00:02:32,318 per hour, Earth is rotating at a speed of 1,665 km per hour. 46 00:02:32,320 --> 00:02:35,855 If the ISS passes over the Kennedy Space Center during one 47 00:02:35,856 --> 00:02:39,758 orbit, the Earth will have rotated about 22.5 degrees in 48 00:02:39,760 --> 00:02:42,695 the 90 minutes it takes the station to make another orbit, 49 00:02:42,696 --> 00:02:46,598 putting the path of the ISS about 1600 kilometers 50 00:02:46,600 --> 00:02:49,868 west of Kennedy. To find out how long it will take to pass 51 00:02:49,870 --> 00:02:52,938 over KSC again, we need to divide the circumference of 52 00:02:52,940 --> 00:02:56,676 Earth, approximately 40,000 km, by the speed of Earth’s 53 00:02:56,678 --> 00:03:01,848 rotation, approximately 1,665 km/hour and we see that the ISS 54 00:03:01,850 --> 00:03:05,951 will pass in the correct spot only once every 24 hours. 55 00:03:05,953 --> 00:03:08,688 DR. BACON: We have pretty open ocean heading up to the north 56 00:03:08,690 --> 00:03:12,791 and so we always like to head out into orbit on the pass that 57 00:03:12,793 --> 00:03:15,328 sends us over the Kennedy Space Center, 58 00:03:15,330 --> 00:03:18,931 heading from south to north. This happens once a day. 59 00:03:18,933 --> 00:03:21,133 JOSH: So if it’s launch day, 60 00:03:21,135 --> 00:03:23,870 that is the moment the shuttle would launch. 61 00:03:23,871 --> 00:03:27,006 DR. BACON: So we get this very narrow window of time, when the 62 00:03:27,008 --> 00:03:30,043 Kennedy Space Center is under the disc that is being made by 63 00:03:30,045 --> 00:03:34,280 the Space Station. And that’s called our launch window. 64 00:03:34,281 --> 00:03:37,750 JOSH: But once launched, and in orbit, 65 00:03:37,751 --> 00:03:40,920 it still has to catch up to the space station. 66 00:03:40,921 --> 00:03:44,123 DR. BACON: The shuttle only has a limited amount of resources 67 00:03:44,125 --> 00:03:47,760 on board. It can stay in orbit for about 17 days and we like 68 00:03:47,761 --> 00:03:49,961 to spend as many of those days as possible docked 69 00:03:49,963 --> 00:03:52,131 with the space station. 70 00:03:52,133 --> 00:03:55,101 JOSH: Once in orbit, the shuttle travels at the same 71 00:03:55,103 --> 00:03:57,203 speed as the international space station, 72 00:03:57,205 --> 00:04:00,673 28,800 kilometers per hour. 73 00:04:00,675 --> 00:04:02,808 But if it’s traveling at the same speed, 74 00:04:02,810 --> 00:04:04,876 how does it catch up? 75 00:04:04,878 --> 00:04:07,846 By traveling on in inside track! 76 00:04:07,848 --> 00:04:11,951 Here to demonstrate this concept is Madi and Alice. 77 00:04:11,953 --> 00:04:14,653 Madi will represent the International Space Station 78 00:04:14,655 --> 00:04:16,756 and Alice, the Space Shuttle. 79 00:04:16,758 --> 00:04:19,591 The shuttle, like a runner on the inside track, will 80 00:04:19,593 --> 00:04:22,395 eventually catch up with the station, represented by the 81 00:04:22,396 --> 00:04:25,265 runner on the outside of the track, provided both are 82 00:04:25,266 --> 00:04:28,835 traveling at the same speed. It’s because the inside runner 83 00:04:28,836 --> 00:04:31,470 is covering a shorter distance, over each lap. 84 00:04:31,471 --> 00:04:35,341 Checking the numbers, it’s 400 meters around on the inside 85 00:04:35,343 --> 00:04:40,746 lane of the track. But in lane 8, 456 meters. 86 00:04:41,771 --> 00:04:44,783 So a runner on the inside track will circle the track in a 87 00:04:44,851 --> 00:04:47,153 shorter time than a runner on the outside track, 88 00:04:47,155 --> 00:04:49,521 when both are traveling at the same speed. 89 00:04:49,523 --> 00:04:52,258 The shuttle and the station work like the runners. 90 00:04:52,260 --> 00:04:54,960 The shuttle, on the inside of the on the orbital plane will 91 00:04:54,961 --> 00:04:57,530 eventually catch up with the space station. That’s when 92 00:04:57,531 --> 00:05:01,835 docking occurs. To get the most of their resources, 93 00:05:01,836 --> 00:05:04,603 NASA launches so the shuttle will rendezvous with the 94 00:05:04,605 --> 00:05:07,506 Station within 2 days. 95 00:05:07,508 --> 00:05:10,243 And as for the different launch times? 96 00:05:10,245 --> 00:05:13,913 Well that’s got to do with the Earth, and physics. 97 00:05:13,915 --> 00:05:16,716 DR. BACON: Because it has a soft molten core and it is 98 00:05:16,718 --> 00:05:19,451 spinning, it tends to flatten out. 99 00:05:19,453 --> 00:05:21,921 It gets the poles a little bit closer to the 100 00:05:21,923 --> 00:05:25,191 center than the equator. It bulges out. 101 00:05:25,193 --> 00:05:27,660 JOSH: That bulge creates gyroscopic effect 102 00:05:27,661 --> 00:05:29,728 on the orbital plane. 103 00:05:29,730 --> 00:05:32,665 DR. BACON: Just like a gyroscope it starts to precess. 104 00:05:32,666 --> 00:05:35,368 JOSH: Precess is the change of direction of the axis of 105 00:05:35,370 --> 00:05:38,605 rotation of a body caused by external forces. 106 00:05:38,606 --> 00:05:40,806 DR. BACON: Now what does that mean to us at the launch 107 00:05:40,808 --> 00:05:44,143 center? It means that if we are ready to launch 7:30 in the 108 00:05:44,145 --> 00:05:48,046 morning on any given day, the next day that orbit plain will 109 00:05:48,048 --> 00:05:50,783 have twisted enough that we have to launch 23 110 00:05:50,785 --> 00:05:53,185 and a half minutes earlier. 111 00:05:53,186 --> 00:05:55,788 JOSH: By understanding orbital mechanics, scientists and 112 00:05:55,790 --> 00:05:58,891 engineers like Dr. Bacon can use known variables, such as 113 00:05:58,893 --> 00:06:01,326 the distance of the ISS from the center of the Earth at any 114 00:06:01,328 --> 00:06:04,463 given time, the satellite’s velocity, and the diameter of 115 00:06:04,465 --> 00:06:07,933 the satellite’s orbit to launch the shuttle and make orbital 116 00:06:07,935 --> 00:06:11,603 changes so it will rendezvous with ISS at a specified time. 117 00:06:12,940 --> 00:06:16,608 So as you can see, a lot of thought, and a lot of 118 00:06:16,610 --> 00:06:19,511 calculations go into every shuttle launch. 119 00:06:20,740 --> 00:06:26,351 Learn more about launches and all of NASA at www.nasa.gov. 120 00:06:26,420 --> 00:06:32,010 ? [music] ? 121 00:06:44,296 --> 00:06:47,993 .