WEBVTT - Why Can't You Reach the End of a Rainbow?

0:00:02.040 --> 0:00:07.120
<v Speaker 1>Welcome to brain Stuff from how Stuff Works, Hey, brain Stuff,

0:00:07.160 --> 0:00:10.120
<v Speaker 1>Lauren Vogel bomb here as far as get rich quick

0:00:10.160 --> 0:00:13.080
<v Speaker 1>schemes go, Stumbling upon gold the end of a rainbow

0:00:13.160 --> 0:00:17.000
<v Speaker 1>sounds pretty delightful, But is it actually possible to get

0:00:17.040 --> 0:00:19.800
<v Speaker 1>to the end of a rainbow? And if so, what

0:00:19.800 --> 0:00:22.959
<v Speaker 1>would you find when you got there. Let's start with

0:00:23.000 --> 0:00:26.680
<v Speaker 1>the bad news. Leprechns are liars. You cannot reach the

0:00:26.760 --> 0:00:29.360
<v Speaker 1>end of a rainbow that appears in the sky. If

0:00:29.440 --> 0:00:31.400
<v Speaker 1>you were to mark on a map the place where

0:00:31.400 --> 0:00:33.640
<v Speaker 1>the rainbow seems to be the land, and then travel

0:00:33.680 --> 0:00:36.360
<v Speaker 1>to that location, you would not be standing inside a

0:00:36.400 --> 0:00:40.159
<v Speaker 1>glorious pillar of colors. There would be nothing there except

0:00:40.240 --> 0:00:44.040
<v Speaker 1>probably the fresh smell of a recent rain shower. To

0:00:44.120 --> 0:00:46.360
<v Speaker 1>understand why this is, we need to look at how

0:00:46.479 --> 0:00:50.960
<v Speaker 1>rainbows form. Rainbows are created when sunlight reflects and refracts

0:00:51.000 --> 0:00:53.479
<v Speaker 1>through water droplets suspended in the air in front of

0:00:53.479 --> 0:00:56.800
<v Speaker 1>you while the sun is behind you. Those water droplets

0:00:56.840 --> 0:01:00.680
<v Speaker 1>act like both a mirror and a prism. A mirror,

0:01:00.720 --> 0:01:04.040
<v Speaker 1>they reflect the sunlight back towards you, but like a prism,

0:01:04.200 --> 0:01:07.880
<v Speaker 1>they also bend and disperse that light. This is because

0:01:07.959 --> 0:01:10.600
<v Speaker 1>rays of light shining through the air change speed when

0:01:10.640 --> 0:01:13.440
<v Speaker 1>they enter a different medium, for example droplets of water.

0:01:14.120 --> 0:01:17.399
<v Speaker 1>This sudden change in speed bends the trajectory of the

0:01:17.480 --> 0:01:20.520
<v Speaker 1>light and disperses white light into the whole roy g

0:01:20.720 --> 0:01:24.399
<v Speaker 1>BIV spectrum. The reason you see a nice ordered gradient

0:01:24.440 --> 0:01:26.959
<v Speaker 1>of colors within a rainbow going from red to violet

0:01:27.360 --> 0:01:30.640
<v Speaker 1>is because this refraction bends each of the different colors

0:01:30.640 --> 0:01:33.920
<v Speaker 1>of light at a slightly different angle. So, for example,

0:01:34.080 --> 0:01:37.000
<v Speaker 1>red light bends at forty two degrees, violet light bends

0:01:37.040 --> 0:01:40.000
<v Speaker 1>at forty degrees, and all the other colors are somewhere

0:01:40.040 --> 0:01:44.760
<v Speaker 1>in between. So, okay, let's find a rainbow. To do this,

0:01:44.880 --> 0:01:48.639
<v Speaker 1>you need to locate your antisolar point. Your anti solar

0:01:48.640 --> 0:01:50.840
<v Speaker 1>point is the point in space that's a hundred and

0:01:50.840 --> 0:01:54.360
<v Speaker 1>eighty degrees or exactly opposite from the sun. A simple

0:01:54.360 --> 0:01:56.400
<v Speaker 1>way to find this is to go outside and look

0:01:56.440 --> 0:01:59.960
<v Speaker 1>for the shadow of your own head. That's your antisolar point.

0:02:00.640 --> 0:02:03.559
<v Speaker 1>Now imagine drawing a line straight from the sun through

0:02:03.600 --> 0:02:06.880
<v Speaker 1>your head to the shadow of your head. Now look up.

0:02:07.520 --> 0:02:09.960
<v Speaker 1>If there is a rainbow to be seen, you will

0:02:10.000 --> 0:02:12.360
<v Speaker 1>find it by facing away from the sun and looking

0:02:12.440 --> 0:02:16.800
<v Speaker 1>forty two degrees above your anti solar point. Notice that

0:02:16.880 --> 0:02:20.040
<v Speaker 1>the apparent location of your rainbow depends on three things.

0:02:20.600 --> 0:02:23.600
<v Speaker 1>Where the sun is, where the water droplets are, and

0:02:23.680 --> 0:02:27.160
<v Speaker 1>where your eyes are. Change any one of those variables

0:02:27.160 --> 0:02:31.639
<v Speaker 1>and you'll see a different rainbow or none at all. So,

0:02:31.840 --> 0:02:34.080
<v Speaker 1>no matter where you see your rainbow, if you try

0:02:34.080 --> 0:02:36.160
<v Speaker 1>to walk out to meet it, you'll be changing the

0:02:36.240 --> 0:02:39.240
<v Speaker 1>variable of your own position, and you couldn't be walking forever,

0:02:39.600 --> 0:02:42.760
<v Speaker 1>or at least until your rainbow disappears. Trying to find

0:02:42.760 --> 0:02:44.520
<v Speaker 1>the end of a rainbow is sort of like trying

0:02:44.560 --> 0:02:46.920
<v Speaker 1>to walk to the end of your own shadow. Somebody

0:02:47.000 --> 0:02:49.480
<v Speaker 1>else could stand at the apparent end of your shadow

0:02:49.600 --> 0:02:53.680
<v Speaker 1>or rainbow, but you will never ever reach this location yourself.

0:02:54.800 --> 0:02:57.680
<v Speaker 1>You can, of course, find earthly rainbows and a waterfall

0:02:57.800 --> 0:03:00.240
<v Speaker 1>or the spray of a sprinkler or hose. You might

0:03:00.280 --> 0:03:02.440
<v Speaker 1>even perceive yourself to be standing right next to one,

0:03:02.480 --> 0:03:04.520
<v Speaker 1>depending on the angle of light coming into the water.

0:03:05.480 --> 0:03:08.359
<v Speaker 1>But here's one more thing. Those rainbows you see in

0:03:08.400 --> 0:03:13.880
<v Speaker 1>the sky aren't actually bows. Rainbows are circular. Usually, when

0:03:13.919 --> 0:03:16.200
<v Speaker 1>you're standing on the ground, most of the rainbow is

0:03:16.200 --> 0:03:19.480
<v Speaker 1>blocked by the horizon. In rare cases, like if you're

0:03:19.480 --> 0:03:22.400
<v Speaker 1>in an airplane, you'll be able to see the entire rainbow,

0:03:22.720 --> 0:03:28.200
<v Speaker 1>rain hoop, rain loop, rain Hole. It's around spectacular beauty,

0:03:29.040 --> 0:03:32.560
<v Speaker 1>but there's an obvious takeaway from this. It doesn't ever

0:03:32.760 --> 0:03:40.680
<v Speaker 1>actually meet the ground anywhere. Today's episode was written by

0:03:40.720 --> 0:03:43.280
<v Speaker 1>Joe McCormick and produced by Tyler Clang. For more on

0:03:43.320 --> 0:03:45.880
<v Speaker 1>this and lots of other light topics, visit our home planet,

0:03:46.000 --> 0:03:58.480
<v Speaker 1>how Stuff Works dot com