WEBVTT 00:00:00.000 --> 00:00:00.690 00:00:00.690 --> 00:00:03.660 SAL: Everything we've been dealing with so far in our 00:00:03.660 --> 00:00:06.410 journey through chemistry has revolved around stability of 00:00:06.410 --> 00:00:08.420 electrons and where electrons would rather 00:00:08.420 --> 00:00:10.340 be in stable shells. 00:00:10.340 --> 00:00:14.030 And like all things in life, if you explore the atom a 00:00:14.030 --> 00:00:16.400 little further you'll realize that electrons are not the 00:00:16.400 --> 00:00:19.250 only stuff that's going on in an atom. 00:00:19.250 --> 00:00:24.250 That the nucleus itself has some interactions, or has some 00:00:24.250 --> 00:00:27.140 instability, that needs to be relieved in some way. 00:00:27.140 --> 00:00:28.740 That's what we'll talk a little bit 00:00:28.740 --> 00:00:31.420 about in this video. 00:00:31.420 --> 00:00:35.110 And actually the mechanics of it are well out of the scope 00:00:35.110 --> 00:00:37.450 of a first-year chemistry course, but it's good to at 00:00:37.450 --> 00:00:39.570 least know that it occurs. 00:00:39.570 --> 00:00:43.110 And one day when we study the strong nuclear force, and 00:00:43.110 --> 00:00:45.570 quantum physics, and all the like, then we can start 00:00:45.570 --> 00:00:49.280 talking about exactly why these protons and neutrons, 00:00:49.280 --> 00:00:52.810 and their constituent quarks are interacting 00:00:52.810 --> 00:00:53.530 the way they do. 00:00:53.530 --> 00:00:55.500 But with that said, let's at least think about the 00:00:55.500 --> 00:01:00.890 different types of ways that a nucleus can essentially decay. 00:01:00.890 --> 00:01:03.880 So let's say I have a bunch of protons. 00:01:03.880 --> 00:01:06.830 I'll just draw a couple here. 00:01:06.830 --> 00:01:09.590 Some protons there, and I'll draw some neutrons. 00:01:09.590 --> 00:01:13.430 And I'll draw them in a neutral-ish color. 00:01:13.430 --> 00:01:16.780 Maybe let me see, like a grayish would be good. 00:01:16.780 --> 00:01:21.520 So let me just draw some neutrons here. 00:01:21.520 --> 00:01:22.020 How many protons do I have? 00:01:22.020 --> 00:01:24.300 I have 1, 2, 3, 4, 5, 6, 7, 8. 00:01:24.300 --> 00:01:32.410 I'll do 1, 2, 3, 4, 5, 6, 7, 8, 9 neutrons. 00:01:32.410 --> 00:01:34.870 And so let's say this is the nucleus of our atom. 00:01:34.870 --> 00:01:36.960 And remember-- and this is, you know, in the very first 00:01:36.960 --> 00:01:39.860 video I made about the atom-- the nucleus, if you actually 00:01:39.860 --> 00:01:43.320 were to draw an actual atom-- and it's actually very hard to 00:01:43.320 --> 00:01:45.440 drawn an atom because it has no well-defined boundaries. 00:01:45.440 --> 00:01:49.050 The electron really could be, you know, at any given moment, 00:01:49.050 --> 00:01:49.980 it could be anywhere. 00:01:49.980 --> 00:01:52.740 But if you were to say, OK, where is 90% of the time the 00:01:52.740 --> 00:01:53.700 electron is going to be in? 00:01:53.700 --> 00:01:55.680 You'd say, that's the radius, or that's the 00:01:55.680 --> 00:01:57.750 diameter of our atom. 00:01:57.750 --> 00:02:00.530 We learned in that very first video that the nucleus is 00:02:00.530 --> 00:02:05.450 almost an infinitesimal portion of the volume of this 00:02:05.450 --> 00:02:08.340 sphere where the electron will be 90% of the time. 00:02:08.340 --> 00:02:12.080 And the neat takeaway there was that, well, most of 00:02:12.080 --> 00:02:15.280 whatever we look at in life is just open free space. 00:02:15.280 --> 00:02:17.030 All of this is just open space. 00:02:17.030 --> 00:02:19.400 But I just want to repeat that because that little 00:02:19.400 --> 00:02:23.660 infinitesimal spot that we talked about before, where 00:02:23.660 --> 00:02:26.320 even though it's a very small part of the fraction of the 00:02:26.320 --> 00:02:29.030 volume of an atom-- it's actually almost all of its 00:02:29.030 --> 00:02:31.890 mass-- that's what I'm zooming out to this point here. 00:02:31.890 --> 00:02:34.240 These aren't atoms, these aren't electrons. 00:02:34.240 --> 00:02:36.580 We're zoomed into the nucleus. 00:02:36.580 --> 00:02:40.040 And so it turns out that sometimes the nucleus is a 00:02:40.040 --> 00:02:43.650 little bit unstable, and it wants to get to a more stable 00:02:43.650 --> 00:02:44.400 configuration. 00:02:44.400 --> 00:02:46.600 We're not going to go into the mechanics of exactly what 00:02:46.600 --> 00:02:48.700 defines an unstable nucleus and all that. 00:02:48.700 --> 00:02:51.880 But in order to get into a more unstable nucleus, 00:02:51.880 --> 00:02:55.820 sometimes it emits what's called an alpha particle, or 00:02:55.820 --> 00:02:58.470 this is called alpha decay. 00:02:58.470 --> 00:03:04.440 Alpha decay. 00:03:04.440 --> 00:03:06.220 And it emits an alpha particle, 00:03:06.220 --> 00:03:09.160 which sounds very fancy. 00:03:09.160 --> 00:03:12.450 It's just a collection of neutrons and protons. 00:03:12.450 --> 00:03:16.690 So an alpha particle is two neutrons and two protons. 00:03:16.690 --> 00:03:20.850 So maybe these guys, they just didn't feel like they'd fit in 00:03:20.850 --> 00:03:25.110 just right, so they're a collection right here. 00:03:25.110 --> 00:03:27.740 And they get emitted. 00:03:27.740 --> 00:03:30.070 They leave the nucleus. 00:03:30.070 --> 00:03:33.870 So let's just think what happens to an atom when 00:03:33.870 --> 00:03:36.050 something like that happens. 00:03:36.050 --> 00:03:38.500 So let's just say I have some random element, I'll just call 00:03:38.500 --> 00:03:40.310 it element E. 00:03:40.310 --> 00:03:43.020 Let's say it has p, protons. 00:03:43.020 --> 00:03:45.660 Actually let me do it in the color of my protons. 00:03:45.660 --> 00:03:47.800 It has p, protons. 00:03:47.800 --> 00:03:51.550 And then it has its atomic mass number, is the number of 00:03:51.550 --> 00:03:55.510 protons plus the number of neutrons. 00:03:55.510 --> 00:03:59.480 And do the neutrons in gray, right? 00:03:59.480 --> 00:04:06.590 So when it experiences alpha decay, what 00:04:06.590 --> 00:04:08.180 happens to the element? 00:04:08.180 --> 00:04:11.890 Well, its protons are going to decrease by two. 00:04:11.890 --> 00:04:16.040 So its protons are going to be p minus 2. 00:04:16.040 --> 00:04:19.450 And then its neutrons are also going to decrease by two. 00:04:19.450 --> 00:04:21.320 So its mass number's going to decrease by four. 00:04:21.320 --> 00:04:27.100 So up here you'll have p minus 2, plus our neutrons minus 2, 00:04:27.100 --> 00:04:28.940 so we're going to have minus 4. 00:04:28.940 --> 00:04:31.080 So your mass is going to decrease by four, and you're 00:04:31.080 --> 00:04:32.700 actually going to turn to a new element. 00:04:32.700 --> 00:04:34.710 Remember, your elements were defined by 00:04:34.710 --> 00:04:36.250 the number of protons. 00:04:36.250 --> 00:04:40.630 So in this alpha decay, when you're losing two neutrons and 00:04:40.630 --> 00:04:43.300 two protons, but especially the protons are going to make 00:04:43.300 --> 00:04:44.460 you into a different element. 00:04:44.460 --> 00:04:46.860 So if we call this element 1, I'm just going to call it, 00:04:46.860 --> 00:04:50.590 we're going to be a different element now, element 2. 00:04:50.590 --> 00:04:54.050 And if you think about what's generated, we're emitting 00:04:54.050 --> 00:04:58.600 something that has two protons, 00:04:58.600 --> 00:05:00.340 and it has two neutrons. 00:05:00.340 --> 00:05:02.740 So that its mass is going to be the mass of the two protons 00:05:02.740 --> 00:05:04.790 and two neutrons. 00:05:04.790 --> 00:05:05.830 So what are we emitting? 00:05:05.830 --> 00:05:09.810 We're emitting something that has a mass of four. 00:05:09.810 --> 00:05:12.170 So if you look at, what is two protons and two neutrons? 00:05:12.170 --> 00:05:14.740 I actually don't have the periodic table on my 00:05:14.740 --> 00:05:14.880 [? head. ?] 00:05:14.880 --> 00:05:17.020 I forgot to cut and paste it before this video. 00:05:17.020 --> 00:05:19.680 But it doesn't take you long on the periodic table to find 00:05:19.680 --> 00:05:23.280 an element that has two protons, and that's helium. 00:05:23.280 --> 00:05:25.590 It actually has an atomic mass of four. 00:05:25.590 --> 00:05:29.390 So this is actually a helium nucleus that gets emitted with 00:05:29.390 --> 00:05:30.080 alpha decay. 00:05:30.080 --> 00:05:31.875 This is actually a helium nucleus. 00:05:31.875 --> 00:05:35.010 00:05:35.010 --> 00:05:39.170 And because it's a helium nucleus and it has no 00:05:39.170 --> 00:05:43.420 electrons to bounce off its two protons, this would be a 00:05:43.420 --> 00:05:44.950 helium ion. 00:05:44.950 --> 00:05:48.490 So essentially it has no electrons. 00:05:48.490 --> 00:05:50.830 It has two protons so it has a plus 2 charge. 00:05:50.830 --> 00:05:53.350 00:05:53.350 --> 00:05:59.110 So an alpha particle is really just a helium ion, a plus 2 00:05:59.110 --> 00:06:01.960 charged helium ion that is spontaneously emitted by a 00:06:01.960 --> 00:06:05.780 nucleus just to get to a more stable state. 00:06:05.780 --> 00:06:07.670 Now that's one type of decay. 00:06:07.670 --> 00:06:08.850 Let's explore the other ones. 00:06:08.850 --> 00:06:14.050 So let me draw another nucleus here. 00:06:14.050 --> 00:06:17.640 I'll draw some neutrons. 00:06:17.640 --> 00:06:19.310 I'll just draw some protons. 00:06:19.310 --> 00:06:24.200 00:06:24.200 --> 00:06:27.920 So it turns out sometimes that a neutron doesn't feel 00:06:27.920 --> 00:06:30.710 comfortable with itself. 00:06:30.710 --> 00:06:33.710 It looks at what the protons do on a daily basis and says, 00:06:33.710 --> 00:06:34.560 you know what? 00:06:34.560 --> 00:06:37.780 For some reason when I look into my heart, I feel like I 00:06:37.780 --> 00:06:39.220 really should be a proton. 00:06:39.220 --> 00:06:42.640 If I were a proton, the entire nucleus would be a little bit 00:06:42.640 --> 00:06:43.870 more stable. 00:06:43.870 --> 00:06:46.860 And so what it does is, to become a proton-- remember, a 00:06:46.860 --> 00:06:49.180 neutron has neutral charge. 00:06:49.180 --> 00:06:52.060 So what it does is, it emits an electron. 00:06:52.060 --> 00:06:54.070 And I know you're saying, Sal, you know, that's crazy, I 00:06:54.070 --> 00:06:55.760 didn't even know neutrons had electrons in 00:06:55.760 --> 00:06:56.900 them, and all of that. 00:06:56.900 --> 00:06:58.050 And I agree with you. 00:06:58.050 --> 00:06:58.810 It is crazy. 00:06:58.810 --> 00:07:01.750 And one day we'll study all of what exists 00:07:01.750 --> 00:07:03.540 inside of the nucleus. 00:07:03.540 --> 00:07:08.880 But let's just say that it can emit an electron. 00:07:08.880 --> 00:07:10.206 So this emits an electron. 00:07:10.206 --> 00:07:12.730 00:07:12.730 --> 00:07:15.460 And we signify that with its-- roughly its mass is zero. 00:07:15.460 --> 00:07:17.830 We know an electron really doesn't have a zero mass, but 00:07:17.830 --> 00:07:19.970 we're talking about atomic mass units. 00:07:19.970 --> 00:07:25.130 If the proton is one, an electron is 1/1,836 of that. 00:07:25.130 --> 00:07:25.940 So we just round it. 00:07:25.940 --> 00:07:27.250 We say it has a mass of zero. 00:07:27.250 --> 00:07:29.380 Its mass really isn't zero. 00:07:29.380 --> 00:07:32.670 And its charge is minus 1. 00:07:32.670 --> 00:07:34.370 It's atomic, you can kind of say its atomic 00:07:34.370 --> 00:07:35.200 number's minus 1. 00:07:35.200 --> 00:07:36.570 So it emits an electron. 00:07:36.570 --> 00:07:39.760 And by emitting an electron, instead of being neutral, now 00:07:39.760 --> 00:07:41.020 it turns into a proton. 00:07:41.020 --> 00:07:44.490 00:07:44.490 --> 00:07:47.090 And so this is called beta decay. 00:07:47.090 --> 00:07:52.500 00:07:52.500 --> 00:07:56.780 And a beta particle is really just that emitted electron. 00:07:56.780 --> 00:08:00.480 So let's go back to our little case of an element. 00:08:00.480 --> 00:08:03.940 It has some number of protons, and then it has 00:08:03.940 --> 00:08:05.980 some number of neutrons. 00:08:05.980 --> 00:08:08.340 So you have the protons and the neutrons, then you get 00:08:08.340 --> 00:08:09.660 your mass number. 00:08:09.660 --> 00:08:13.480 When it experiences beta decay, what happens? 00:08:13.480 --> 00:08:15.490 Well, are the protons changed? 00:08:15.490 --> 00:08:18.890 Sure, we have one more proton than we had before. 00:08:18.890 --> 00:08:20.500 Because our neutron changed into one. 00:08:20.500 --> 00:08:23.410 So now our protons are plus 1. 00:08:23.410 --> 00:08:25.186 Has our mass number changed? 00:08:25.186 --> 00:08:26.720 Well let's see. 00:08:26.720 --> 00:08:28.750 The neutrons goes down by one but your 00:08:28.750 --> 00:08:30.365 protons go up to by one. 00:08:30.365 --> 00:08:32.380 So your mass number will not change. 00:08:32.380 --> 00:08:36.789 So it's still going to be p plus N. 00:08:36.789 --> 00:08:39.909 so your mass stays the same, unlike the situation with 00:08:39.909 --> 00:08:42.679 alpha decay, but your element changes. 00:08:42.679 --> 00:08:44.039 Your number of protons changes. 00:08:44.039 --> 00:08:47.975 So now, once again, you're dealing with a new element in 00:08:47.975 --> 00:08:49.470 beta decay. 00:08:49.470 --> 00:08:52.530 Now, let's say we have the other situation. 00:08:52.530 --> 00:08:57.360 Let's say we have a situation where one of these protons 00:08:57.360 --> 00:09:00.750 looks at the neutrons and says, you know what? 00:09:00.750 --> 00:09:02.240 I see how they live. 00:09:02.240 --> 00:09:04.170 It's very appealing to me. 00:09:04.170 --> 00:09:13.910 I think I would fit in better, and our community of particles 00:09:13.910 --> 00:09:15.660 within the nucleus would be happier if 00:09:15.660 --> 00:09:17.160 I too were a neutron. 00:09:17.160 --> 00:09:19.770 We'd all be in a more stable condition. 00:09:19.770 --> 00:09:23.660 So what they do is, that little uncomfortable proton 00:09:23.660 --> 00:09:27.340 has some probability of emitting-- and now this is a 00:09:27.340 --> 00:09:31.020 new idea to you-- a positron, not a proton. 00:09:31.020 --> 00:09:33.070 It emits a positron. 00:09:33.070 --> 00:09:34.670 And what's a positron? 00:09:34.670 --> 00:09:36.390 It's something that has the exact 00:09:36.390 --> 00:09:38.610 same mass as an electron. 00:09:38.610 --> 00:09:42.890 So it's 1/1836 of the mass of a proton. 00:09:42.890 --> 00:09:46.200 But we just write a zero there because in atomic mass units 00:09:46.200 --> 00:09:47.830 it's pretty close to zero. 00:09:47.830 --> 00:09:50.006 But it has a positive charge. 00:09:50.006 --> 00:09:51.720 And it's a little confusing, because they'll 00:09:51.720 --> 00:09:52.630 still write e there. 00:09:52.630 --> 00:09:54.440 Whenever I see an e, I think an electron. 00:09:54.440 --> 00:09:56.720 But no, they say e because it's kind of like the same 00:09:56.720 --> 00:09:59.500 type of particle, but instead of having a negative charge, 00:09:59.500 --> 00:10:00.830 it has a positive charge. 00:10:00.830 --> 00:10:02.080 This is a positron. 00:10:02.080 --> 00:10:04.980 00:10:04.980 --> 00:10:08.450 And now we're starting to get kind of exotic with the types 00:10:08.450 --> 00:10:10.210 of particles and stuff we're dealing with. 00:10:10.210 --> 00:10:11.730 But this does happen. 00:10:11.730 --> 00:10:15.920 And if you have a proton that emits this particle, that 00:10:15.920 --> 00:10:19.370 pretty much had all of its positive charge going with it, 00:10:19.370 --> 00:10:26.330 this proton turns into a neutron. 00:10:26.330 --> 00:10:29.160 And that is called positron emission. 00:10:29.160 --> 00:10:31.350 Positron emission is usually pretty easy to figure out what 00:10:31.350 --> 00:10:33.510 it is, because they call it positron emission. 00:10:33.510 --> 00:10:37.880 So if we start with the same E, it has a certain number of 00:10:37.880 --> 00:10:41.500 protons, and a certain number of neutrons. 00:10:41.500 --> 00:10:43.190 What's the new element going to be? 00:10:43.190 --> 00:10:46.060 Well it's going to lose a proton. p minus 1. 00:10:46.060 --> 00:10:47.770 And that's going to be turned into a neutron. 00:10:47.770 --> 00:10:49.620 So p is going to go down by one. 00:10:49.620 --> 00:10:51.030 N is going to go up by one. 00:10:51.030 --> 00:10:55.020 So that the mass of the whole atom isn't going to change. 00:10:55.020 --> 00:10:57.550 So it's going to be p plus N. 00:10:57.550 --> 00:11:00.500 But we're still going to have a different element, right? 00:11:00.500 --> 00:11:03.230 When we had beta decay, we increased 00:11:03.230 --> 00:11:04.150 the number of protons. 00:11:04.150 --> 00:11:06.700 So we went, kind of, to the right in the periodic table or 00:11:06.700 --> 00:11:09.070 we increased our, well, you get the idea. 00:11:09.070 --> 00:11:12.440 When we do positron emission, we decreased 00:11:12.440 --> 00:11:14.700 our number of protons. 00:11:14.700 --> 00:11:16.300 And actually I should write that here in 00:11:16.300 --> 00:11:17.510 both of these reactions. 00:11:17.510 --> 00:11:20.460 So this is the positron emission, and I'm left over 00:11:20.460 --> 00:11:22.060 with one positron. 00:11:22.060 --> 00:11:29.430 And in our beta decay, I'm left over with one electron. 00:11:29.430 --> 00:11:30.670 They're written the exact same way. 00:11:30.670 --> 00:11:32.660 You know this is an electron because it's a minus 1 charge. 00:11:32.660 --> 00:11:33.890 You know this is a positron because it 00:11:33.890 --> 00:11:35.810 has a plus 1 charge. 00:11:35.810 --> 00:11:38.170 Now there's one last type of decay that 00:11:38.170 --> 00:11:39.140 you should know about. 00:11:39.140 --> 00:11:42.810 But it doesn't change the number of protons or neutrons 00:11:42.810 --> 00:11:43.970 in a nucleus. 00:11:43.970 --> 00:11:46.940 But it just releases a ton of energy, or sometimes, you 00:11:46.940 --> 00:11:48.350 know, a high-energy proton. 00:11:48.350 --> 00:11:50.160 And that's called gamma decay. 00:11:50.160 --> 00:11:52.510 And gamma decay means that these guys just reconfigure 00:11:52.510 --> 00:11:52.795 themselves. 00:11:52.795 --> 00:11:54.460 Maybe they get a little bit closer. 00:11:54.460 --> 00:11:57.990 And by doing that they release energy in the form of a very 00:11:57.990 --> 00:12:03.180 high wavelength electromagnetic wave. Which is 00:12:03.180 --> 00:12:05.820 essentially a gamma, you could either call it a gamma 00:12:05.820 --> 00:12:08.230 particle or gamma ray. 00:12:08.230 --> 00:12:09.450 And it's very high energy. 00:12:09.450 --> 00:12:11.720 Gamma rays are something you don't want to be around. 00:12:11.720 --> 00:12:15.460 They're very likely to maybe kill you. 00:12:15.460 --> 00:12:17.130 Everything we did, I've said is a little theoretical. 00:12:17.130 --> 00:12:20.000 Let's do some actual problems, and figure out what type of 00:12:20.000 --> 00:12:21.750 decay we're dealing with. 00:12:21.750 --> 00:12:24.400 So here I have 7-beryllium where seven 00:12:24.400 --> 00:12:26.900 is its atomic mass. 00:12:26.900 --> 00:12:30.520 And I have it being converted to 7-lithium So 00:12:30.520 --> 00:12:31.440 what's going on here? 00:12:31.440 --> 00:12:36.000 My beryllium, my nuclear mass is staying the same, but I'm 00:12:36.000 --> 00:12:42.240 going from four protons to three protons. 00:12:42.240 --> 00:12:45.130 So I'm reducing my number of protons. 00:12:45.130 --> 00:12:46.840 My overall mass hasn't changed. 00:12:46.840 --> 00:12:49.100 So it's definitely not alpha decay. 00:12:49.100 --> 00:12:50.960 Alpha decay was, you know, you're releasing a whole 00:12:50.960 --> 00:12:52.770 helium from the nucleus. 00:12:52.770 --> 00:12:54.960 So what am I releasing? 00:12:54.960 --> 00:12:57.410 I'm kind of releasing one positive charge, or I'm 00:12:57.410 --> 00:12:58.560 releasing a positron. 00:12:58.560 --> 00:13:00.940 And actually I have this here in this equation. 00:13:00.940 --> 00:13:04.040 This is a positron. 00:13:04.040 --> 00:13:07.140 So this type of decay of 7-beryllium to 7-lithium is 00:13:07.140 --> 00:13:09.760 positron emission. 00:13:09.760 --> 00:13:10.830 Fair enough. 00:13:10.830 --> 00:13:12.400 Now let's look at the next one. 00:13:12.400 --> 00:13:19.870 We have uranium-238 decaying to thorium-234. 00:13:19.870 --> 00:13:25.140 And we see that the atomic mass is decreasing by 4, minus 00:13:25.140 --> 00:13:28.910 4, and you see that your atomic numbers decrease, or 00:13:28.910 --> 00:13:31.270 your protons are decreasing, by 2. 00:13:31.270 --> 00:13:33.810 So you must be releasing, essentially, something that 00:13:33.810 --> 00:13:37.390 has an atomic mass of four, and a atomic number 00:13:37.390 --> 00:13:39.680 of two, or a helium. 00:13:39.680 --> 00:13:42.210 So this is alpha decay. 00:13:42.210 --> 00:13:46.100 So this right here is an alpha particle. 00:13:46.100 --> 00:13:48.400 And this is an example of alpha decay. 00:13:48.400 --> 00:13:51.110 Now you're probably saying, hey Sal, wait, something weird 00:13:51.110 --> 00:13:51.850 is happening here. 00:13:51.850 --> 00:13:56.630 Because if I just go from 92 protons to 90 protons, I still 00:13:56.630 --> 00:13:59.430 have my 92 electrons out here. 00:13:59.430 --> 00:14:02.750 So wouldn't I now have a minus 2 charge? 00:14:02.750 --> 00:14:08.270 And even better, this helium I'm releasing, it doesn't have 00:14:08.270 --> 00:14:09.090 any electrons with it. 00:14:09.090 --> 00:14:10.390 It's just a helium nucleus. 00:14:10.390 --> 00:14:12.700 So doesn't that have a plus 2 charge? 00:14:12.700 --> 00:14:15.180 And if you said that, you would be absolutely correct. 00:14:15.180 --> 00:14:19.510 But the reality is that right when this decay happens, this 00:14:19.510 --> 00:14:22.290 thorium, it has no reason to hold on to those two 00:14:22.290 --> 00:14:25.050 electrons, so those two electrons disappear and 00:14:25.050 --> 00:14:26.840 thorium becomes neutral again. 00:14:26.840 --> 00:14:30.480 And this helium, likewise, it is very quick. 00:14:30.480 --> 00:14:33.040 It really wants two electrons to get stable, so it's very 00:14:33.040 --> 00:14:36.880 quick to grab two electrons out of wherever it's bumping 00:14:36.880 --> 00:14:38.460 into, and so that becomes stable. 00:14:38.460 --> 00:14:40.305 So you could write it either way. 00:14:40.305 --> 00:14:42.250 Now let's do another one. 00:14:42.250 --> 00:14:43.500 So here I have iodine. 00:14:43.500 --> 00:14:45.820 00:14:45.820 --> 00:14:46.670 Let's see what's happening. 00:14:46.670 --> 00:14:51.020 My mass is not changing. 00:14:51.020 --> 00:14:53.790 So I must just have protons turning into neutrons or 00:14:53.790 --> 00:14:55.560 neutrons turning into protons. 00:14:55.560 --> 00:14:58.810 And I see here that I have 53 protons, and 00:14:58.810 --> 00:15:00.800 now I have 54 protons. 00:15:00.800 --> 00:15:04.060 So a neutron must have turned into a proton. 00:15:04.060 --> 00:15:06.830 A neutron must have gone to a proton. 00:15:06.830 --> 00:15:09.160 And the way that a neutron goes to a proton is by 00:15:09.160 --> 00:15:11.620 releasing an electron. 00:15:11.620 --> 00:15:13.360 And we see that in this reaction right here. 00:15:13.360 --> 00:15:16.880 An electron has been released. 00:15:16.880 --> 00:15:19.130 And so this is beta decay. 00:15:19.130 --> 00:15:20.380 This is a beta particle. 00:15:20.380 --> 00:15:25.580 00:15:25.580 --> 00:15:26.750 And that same logic holds. 00:15:26.750 --> 00:15:32.780 You're like, hey wait, I just went from 53 to 54 protons. 00:15:32.780 --> 00:15:34.440 Now that I have this extra proton, won't I have a 00:15:34.440 --> 00:15:35.750 positive charge here? 00:15:35.750 --> 00:15:36.480 Well you would. 00:15:36.480 --> 00:15:40.810 But very quickly this might-- probably won't get these exact 00:15:40.810 --> 00:15:42.740 electrons, there's so many electrons running around-- but 00:15:42.740 --> 00:15:45.950 it'll grab some electrons from some place to get stable, and 00:15:45.950 --> 00:15:47.080 then it'll be stable again. 00:15:47.080 --> 00:15:48.890 But you're completely right in thinking, hey, wouldn't it be 00:15:48.890 --> 00:15:51.690 an ion for some small amount of time? 00:15:51.690 --> 00:15:52.900 Now let's do one more. 00:15:52.900 --> 00:15:57.210 So we have to 222-radon-- it has atomic number of 86-- 00:15:57.210 --> 00:16:01.720 going to 218-polonium, with atomic number of 84. 00:16:01.720 --> 00:16:03.540 And this actually is an interesting aside. 00:16:03.540 --> 00:16:08.380 Polonium is named after Poland, because Marie Curie, 00:16:08.380 --> 00:16:11.220 she-- At the time Poland, this was at the turn of the last 00:16:11.220 --> 00:16:15.120 century, around the end of the 1800's, Poland didn't exist as 00:16:15.120 --> 00:16:15.910 a separate country. 00:16:15.910 --> 00:16:19.540 It was split between Prussia, Russia, and Austria. 00:16:19.540 --> 00:16:21.590 And they really wanted let people know that, hey, you 00:16:21.590 --> 00:16:24.000 know, we think we're one people. 00:16:24.000 --> 00:16:27.170 So they discovered that when, you know, radon decayed it 00:16:27.170 --> 00:16:27.730 formed this element. 00:16:27.730 --> 00:16:31.430 And they named it after their motherland, after Poland. 00:16:31.430 --> 00:16:33.880 It's the privileges of discovering new elements. 00:16:33.880 --> 00:16:35.090 But anyway, back to the problem. 00:16:35.090 --> 00:16:35.930 So what happened? 00:16:35.930 --> 00:16:39.210 Our atomic mass went down by four. 00:16:39.210 --> 00:16:41.430 Our atomic number went down by two. 00:16:41.430 --> 00:16:44.580 Once again, we must have released a helium particle. 00:16:44.580 --> 00:16:47.070 A helium nucleus, something that has an atomic mass of 00:16:47.070 --> 00:16:51.160 four, and an atomic number of two. 00:16:51.160 --> 00:16:52.100 And so there we are. 00:16:52.100 --> 00:16:55.950 So this is alpha decay. 00:16:55.950 --> 00:16:57.810 We could write this as a helium nucleus. 00:16:57.810 --> 00:16:59.145 So it has no electrons. 00:16:59.145 --> 00:17:00.820 We could even say immediately that this would have a 00:17:00.820 --> 00:17:02.990 negative charge, but then it loses