1 00:00:07,920 --> 00:00:10,395 [MUSIC PLAYING] 2 00:00:18,105 --> 00:00:19,230 PROFESSOR: Hello, everyone. 3 00:00:19,230 --> 00:00:20,890 In our last demo, we demonstrated 4 00:00:20,890 --> 00:00:23,050 how the electrical conductivity of silicon 5 00:00:23,050 --> 00:00:25,930 can be changed by over six orders of magnitude 6 00:00:25,930 --> 00:00:27,950 by adding dopants that can increase 7 00:00:27,950 --> 00:00:31,250 the number of free or mobile charges in the material. 8 00:00:31,250 --> 00:00:34,990 Today, we'll show how we can use light to break electronic bonds 9 00:00:34,990 --> 00:00:38,510 and silicon, and create free mobile charges. 10 00:00:38,510 --> 00:00:40,410 The principles we'll be using today 11 00:00:40,410 --> 00:00:43,250 can be applied to everything from sun screen, 12 00:00:43,250 --> 00:00:46,280 to of course, solar cells. 13 00:00:46,280 --> 00:00:48,960 We'll use the undoped, or intrinsic silicon sample 14 00:00:48,960 --> 00:00:51,867 from our last demo, and measure how the conductivity changes 15 00:00:51,867 --> 00:00:52,950 when we shine light on it. 16 00:00:56,570 --> 00:00:58,850 Our set up is identical to that of last time. 17 00:00:58,850 --> 00:01:01,470 We'll take a piece of silicon with metal contacts. 18 00:01:01,470 --> 00:01:04,280 We'll use an ohmmeter that we connect to our sample via metal 19 00:01:04,280 --> 00:01:06,930 wires to measure its conductivity. 20 00:01:06,930 --> 00:01:09,020 The measured resistance will be determined 21 00:01:09,020 --> 00:01:12,580 by the conductivity and the size and shape of our sample. 22 00:01:12,580 --> 00:01:14,400 Finally, we represent the connectivity 23 00:01:14,400 --> 00:01:16,770 in terms of our measured values and relate it 24 00:01:16,770 --> 00:01:18,640 to the number of free, mobile charges, 25 00:01:18,640 --> 00:01:21,260 and the material properties of silicon. 26 00:01:21,260 --> 00:01:23,380 We'll first measure the conductivity of our sample 27 00:01:23,380 --> 00:01:25,910 in the dark, and then shine light on our sample 28 00:01:25,910 --> 00:01:29,280 and see how the conductivity changes. 29 00:01:29,280 --> 00:01:32,070 Our ohmmeter is hooked up to our sample, 30 00:01:32,070 --> 00:01:37,620 and we measure a resistance of around 120,000 ohms, which 31 00:01:37,620 --> 00:01:41,750 is equivalent to a conductivity of around 0.0002 inverse ohm 32 00:01:41,750 --> 00:01:43,402 centimeters. 33 00:01:43,402 --> 00:01:44,610 Now, let's flip on the light. 34 00:01:48,440 --> 00:01:50,690 We can see that we measure a slightly lower resistance 35 00:01:50,690 --> 00:01:53,420 of around 40,000 ohms, but what is light 36 00:01:53,420 --> 00:01:56,240 doing to affect the conductivity so much. 37 00:01:56,240 --> 00:02:01,090 Let's zoom in to the atomic level and explore why. 38 00:02:01,090 --> 00:02:05,240 We see here a 2D representation of a pure silicon crystal where 39 00:02:05,240 --> 00:02:08,080 all the valence electrons form rigid covalent bonds, 40 00:02:08,080 --> 00:02:12,420 are immobile, and don't allow the flow of electricity. 41 00:02:12,420 --> 00:02:14,270 This material structure is identical 42 00:02:14,270 --> 00:02:16,700 to our intrinsic sample when in the dark, 43 00:02:16,700 --> 00:02:19,390 which has a very low conductivity. 44 00:02:19,390 --> 00:02:22,450 When light hits our sample, photons of sufficient energy 45 00:02:22,450 --> 00:02:25,940 can break these covalent bonds, injecting the formally immobile 46 00:02:25,940 --> 00:02:28,890 electron, giving enough energy to move around. 47 00:02:28,890 --> 00:02:31,274 The mobile electron leaves behind a mobile hole, 48 00:02:31,274 --> 00:02:32,690 which can move through the crystal 49 00:02:32,690 --> 00:02:35,030 by swapping positions with neighboring covalently bonded 50 00:02:35,030 --> 00:02:36,670 electrons. 51 00:02:36,670 --> 00:02:38,780 This explains why the light increases 52 00:02:38,780 --> 00:02:40,390 the conductivity of our sample. 53 00:02:40,390 --> 00:02:43,240 Again, our conductivity is determined primarily 54 00:02:43,240 --> 00:02:45,890 by the number of mobile charges. 55 00:02:45,890 --> 00:02:48,910 Light creates additional pairs of mobile electrons, 56 00:02:48,910 --> 00:02:52,380 and holes, thus increasing n and our conductivity. 57 00:02:56,220 --> 00:02:58,530 We've demonstrated that light is able to generate 58 00:02:58,530 --> 00:03:01,330 fee carriers in our ultra-pure sample. 59 00:03:01,330 --> 00:03:04,310 The same effect still happens in dope silicon, 60 00:03:04,310 --> 00:03:06,550 but the light induced change in conductivity 61 00:03:06,550 --> 00:03:08,700 only creates a small relative change 62 00:03:08,700 --> 00:03:12,430 that we can't measure using our ohm meter. 63 00:03:12,430 --> 00:03:14,530 Generating these extra mobile charges 64 00:03:14,530 --> 00:03:16,660 by breaking covalent bonds with light 65 00:03:16,660 --> 00:03:19,220 is the source of the electricity that we eventually 66 00:03:19,220 --> 00:03:21,670 collect in our solar cell. 67 00:03:21,670 --> 00:03:24,360 In the next video, we'll explain how these light generated 68 00:03:24,360 --> 00:03:28,650 mobile charges will be collected and converted into electricity. 69 00:03:28,650 --> 00:03:32,040 I'm Joe Sullivan, thanks for watching. 70 00:03:32,040 --> 00:03:35,090 [MUSIC PLAYING]