WEBVTT - How do satellites orbit the Earth?

0:00:00.520 --> 0:00:03.560
<v Speaker 1>Welcome to brain Stuff from house Stuff works dot com

0:00:03.560 --> 0:00:14.240
<v Speaker 1>where smart Happens. Hi Am Marshall Brain with today's question,

0:00:14.560 --> 0:00:18.920
<v Speaker 1>how do satellites orbit the Earth? Satellites are to some

0:00:19.000 --> 0:00:24.000
<v Speaker 1>degree mysterious objects. They travel in space, which feels like

0:00:24.040 --> 0:00:26.880
<v Speaker 1>an exotic place because most of us have never been there.

0:00:27.280 --> 0:00:30.360
<v Speaker 1>They're so far away we can't see them. They usually

0:00:30.400 --> 0:00:33.640
<v Speaker 1>cost millions or billions of dollars, which means none of

0:00:33.720 --> 0:00:36.960
<v Speaker 1>us will ever own one personally, and so on. Orbital

0:00:37.040 --> 0:00:41.280
<v Speaker 1>mechanics can also be mysterious because there's no easy way

0:00:41.360 --> 0:00:45.400
<v Speaker 1>for us to experience orbital mechanics personally. However, with a

0:00:45.440 --> 0:00:49.440
<v Speaker 1>little imagination, you can understand the basic idea behind orbital

0:00:49.520 --> 0:00:53.200
<v Speaker 1>mechanics very easily. Think about what happens when you throw

0:00:53.240 --> 0:00:56.200
<v Speaker 1>a ball. Imagine that you're standing in a big field

0:00:56.320 --> 0:00:58.600
<v Speaker 1>and you throw a baseball as hard as you can,

0:00:58.760 --> 0:01:01.680
<v Speaker 1>like a picture. The ball might go a hundred feet

0:01:02.000 --> 0:01:05.440
<v Speaker 1>and then hit the ground. You put the ball into orbit.

0:01:05.560 --> 0:01:09.800
<v Speaker 1>It's just that the ball's orbit is very very short. Now,

0:01:09.880 --> 0:01:12.920
<v Speaker 1>imagine that you shot a rifle straightened level instead of

0:01:12.920 --> 0:01:16.560
<v Speaker 1>throwing a ball. The bullet might travel a mile before

0:01:16.600 --> 0:01:20.120
<v Speaker 1>succumbing to gravity and hitting the ground. Now, imagine that

0:01:20.160 --> 0:01:23.520
<v Speaker 1>you shoot a very large and powerful cannon that's able

0:01:23.520 --> 0:01:27.800
<v Speaker 1>to give its shell an extremely high initial velocity. Imagine

0:01:27.840 --> 0:01:30.880
<v Speaker 1>that the cannon is shot straight and level. The shell

0:01:31.040 --> 0:01:34.520
<v Speaker 1>is going to go many miles far enough to actually

0:01:34.640 --> 0:01:36.800
<v Speaker 1>follow the curve of the Earth for a period of

0:01:36.840 --> 0:01:40.959
<v Speaker 1>time before hitting the ground. One thing that gums these

0:01:40.959 --> 0:01:44.319
<v Speaker 1>examples up is air resistance. So imagine that you took

0:01:44.400 --> 0:01:47.480
<v Speaker 1>this powerful cannon to the Moon and you mounted it

0:01:47.560 --> 0:01:50.760
<v Speaker 1>on top of the highest mountain. The Moon has no

0:01:50.960 --> 0:01:54.840
<v Speaker 1>real atmosphere and is completely surrounded by the vacuum of space.

0:01:55.440 --> 0:01:58.400
<v Speaker 1>If you adjusted the speed of the shell just right

0:01:58.600 --> 0:02:02.160
<v Speaker 1>and shot the cannon, the shell would follow the curve

0:02:02.200 --> 0:02:05.680
<v Speaker 1>of the Moon perfectly. It would fall at exactly the

0:02:05.720 --> 0:02:08.760
<v Speaker 1>same rate that the curve of the Moon falls away

0:02:08.800 --> 0:02:12.960
<v Speaker 1>from it, so it would never actually hit the ground. Eventually,

0:02:13.040 --> 0:02:15.360
<v Speaker 1>it would curve all the way around the Moon and

0:02:15.520 --> 0:02:18.800
<v Speaker 1>ram right into the back of the cannon. On the Moon.

0:02:19.040 --> 0:02:22.840
<v Speaker 1>You could actually have satellites in extremely low orbits like

0:02:22.919 --> 0:02:25.600
<v Speaker 1>that just a few miles off the ground to avoid

0:02:25.639 --> 0:02:29.639
<v Speaker 1>the mountains, and the satellites could conceivably be launched from

0:02:29.680 --> 0:02:34.480
<v Speaker 1>powerful cannons on Earth. It's not so easy, because satellites

0:02:34.520 --> 0:02:37.440
<v Speaker 1>have to get up above the atmosphere and into the

0:02:37.480 --> 0:02:40.239
<v Speaker 1>vacuum of space to orbit for any length of time.

0:02:40.680 --> 0:02:45.360
<v Speaker 1>Two miles up is about the minimum to avoid atmospheric interference.

0:02:45.760 --> 0:02:49.040
<v Speaker 1>The Hubble Space Telescope orbits at an altitude of three

0:02:49.120 --> 0:02:52.639
<v Speaker 1>hundred eighty miles or so, but the principle is exactly

0:02:52.680 --> 0:02:56.400
<v Speaker 1>the same. The speed of the satellite is adjusted so

0:02:56.480 --> 0:02:59.519
<v Speaker 1>that it falls to Earth at exactly the same rate

0:02:59.600 --> 0:03:03.079
<v Speaker 1>that the curve of the Earth falls away from the satellite.

0:03:03.440 --> 0:03:07.360
<v Speaker 1>The satellite is perpetually falling, but it never hits the ground.

0:03:08.520 --> 0:03:11.399
<v Speaker 1>Do you have any ideas or suggestions for this podcast?

0:03:11.800 --> 0:03:14.440
<v Speaker 1>If so, please send me an email at podcast at

0:03:14.440 --> 0:03:17.160
<v Speaker 1>how stuff works dot com. For more on this and

0:03:17.240 --> 0:03:19.639
<v Speaker 1>thousands of other topics, go to how stuff works dot

0:03:19.680 --> 0:03:22.480
<v Speaker 1>com and be sure to check out the brain stuff

0:03:22.520 --> 0:03:25.000
<v Speaker 1>blog on the how stuff works dot com home page.