1 00:00:05,420 --> 00:00:06,920 BABATUNDE OGUNLADE: Hello, everyone. 2 00:00:06,920 --> 00:00:09,003 Today we're going to be working through Goodie Bag 3 00:00:09,003 --> 00:00:11,300 5, which is on electronic materials, namely 4 00:00:11,300 --> 00:00:12,380 semiconductors. 5 00:00:12,380 --> 00:00:14,030 In order to follow along, you'll need 6 00:00:14,030 --> 00:00:16,520 a multimeter, a pair of alligator clips, 7 00:00:16,520 --> 00:00:17,670 some large LEDs-- 8 00:00:17,670 --> 00:00:20,240 I'll be using red, white, blue, and green-- 9 00:00:20,240 --> 00:00:21,680 and some regular sized LEDs. 10 00:00:21,680 --> 00:00:23,972 I'll be using red, blue, and purple. 11 00:00:23,972 --> 00:00:26,180 Our main objectives today are to identify differently 12 00:00:26,180 --> 00:00:28,580 colored LEDs by irradiating them with light 13 00:00:28,580 --> 00:00:30,510 across the visible light spectrum. 14 00:00:30,510 --> 00:00:32,630 And in the process, to explore the relationship 15 00:00:32,630 --> 00:00:34,610 between the bandgap of a semiconductor 16 00:00:34,610 --> 00:00:36,433 and its critical absorption wavelength. 17 00:00:36,433 --> 00:00:37,850 As we work through the Goodie Bag, 18 00:00:37,850 --> 00:00:40,190 I'd like you to think about how the size of the bandgap 19 00:00:40,190 --> 00:00:42,920 of material may influence which wavelengths of light 20 00:00:42,920 --> 00:00:44,120 you can absorb. 21 00:00:44,120 --> 00:00:45,690 Let's get started. 22 00:00:45,690 --> 00:00:47,690 First, connect your black or negative lead 23 00:00:47,690 --> 00:00:50,000 to the 10 amp port on the multimeter, 24 00:00:50,000 --> 00:00:51,950 and then your red or positive lead 25 00:00:51,950 --> 00:00:54,590 to the voltage ohm milliamp port. 26 00:00:54,590 --> 00:00:57,410 Then connect the probe end of each respective lead 27 00:00:57,410 --> 00:00:59,810 to one end of an alligator clip. 28 00:00:59,810 --> 00:01:01,340 After you do this, you should still 29 00:01:01,340 --> 00:01:03,860 have two free ends of the alligator clips. 30 00:01:03,860 --> 00:01:07,100 Grab one of your small LEDs and connect the free end 31 00:01:07,100 --> 00:01:10,160 of the alligator clip connected to the red lead probe 32 00:01:10,160 --> 00:01:12,080 to the positive end of the LED. 33 00:01:12,080 --> 00:01:14,150 This is the longer leg of the LED. 34 00:01:14,150 --> 00:01:15,860 And then connect the other free end 35 00:01:15,860 --> 00:01:17,810 that's connected to the black lead probe 36 00:01:17,810 --> 00:01:19,490 to the negative end of the LED. 37 00:01:19,490 --> 00:01:21,410 That's the short leg of the LED. 38 00:01:21,410 --> 00:01:24,110 Then turn on your multimeter and set the dial 39 00:01:24,110 --> 00:01:26,790 to 2,000 milli DC volts. 40 00:01:26,790 --> 00:01:29,480 This is the order of magnitude of voltage 41 00:01:29,480 --> 00:01:31,430 we'll measure across our small LEDs 42 00:01:31,430 --> 00:01:34,220 when we irradiate them with light from the larger LEDs. 43 00:01:34,220 --> 00:01:36,480 Finally, make sure to keep track of which small 44 00:01:36,480 --> 00:01:39,020 LED you're testing so that which LED 45 00:01:39,020 --> 00:01:40,850 to refer to when we start comparing 46 00:01:40,850 --> 00:01:43,520 data between small LEDs. 47 00:01:43,520 --> 00:01:46,940 So now we have our small LED hooked up to our multimeter. 48 00:01:46,940 --> 00:01:49,760 And now we're going to shine each one of our large LEDs 49 00:01:49,760 --> 00:01:52,190 onto the small LED and record whether or not we have 50 00:01:52,190 --> 00:01:54,240 some non-zero voltage reading. 51 00:01:54,240 --> 00:01:56,450 If the large LED has enough energy 52 00:01:56,450 --> 00:02:00,440 to excite electrons across the bandgap of the small LED, 53 00:02:00,440 --> 00:02:03,840 we should see some non-zero voltage across the small LED. 54 00:02:03,840 --> 00:02:06,860 So first I'm going to try and shine this blue light 55 00:02:06,860 --> 00:02:09,607 onto my small LED, and I'm going to look at the multimeter 56 00:02:09,607 --> 00:02:11,440 and try to see if there's some voltage drop. 57 00:02:16,520 --> 00:02:18,980 As you can see, our volt meter is now 58 00:02:18,980 --> 00:02:21,050 measuring some non-zero value, which 59 00:02:21,050 --> 00:02:23,810 means that this blue light has enough energy to excite 60 00:02:23,810 --> 00:02:26,540 electrons across its bandgap. 61 00:02:26,540 --> 00:02:30,350 After you've done this, repeat this for the other large LEDs, 62 00:02:30,350 --> 00:02:32,780 and then repeat the entire experiment for the other two 63 00:02:32,780 --> 00:02:33,860 small LEDs. 64 00:02:33,860 --> 00:02:36,620 This should generate a set of 12 data points. 65 00:02:36,620 --> 00:02:38,870 And using our knowledge of bandgaps and wavelength 66 00:02:38,870 --> 00:02:41,540 absorption, as well as the data that you've acquired, 67 00:02:41,540 --> 00:02:45,070 we're going to determine which small LED is what color. 68 00:02:45,070 --> 00:02:46,820 So after running through your experiments, 69 00:02:46,820 --> 00:02:49,160 you should have some chart that looks like mine, where 70 00:02:49,160 --> 00:02:51,880 I have my small LEDs going down the side here 71 00:02:51,880 --> 00:02:53,930 and the large LEDs going across. 72 00:02:53,930 --> 00:02:56,290 So each square represents a time when 73 00:02:56,290 --> 00:02:59,240 a small LED he was irradiated by a large LED. 74 00:02:59,240 --> 00:03:02,810 And a check represents when a non-zero voltage was measured 75 00:03:02,810 --> 00:03:05,390 across the multimeter, and an x represents 76 00:03:05,390 --> 00:03:07,820 when there was a zero or very low 77 00:03:07,820 --> 00:03:11,060 voltage reading across the LED. 78 00:03:11,060 --> 00:03:14,300 So in order to dig into what this means 79 00:03:14,300 --> 00:03:16,460 it's important to understand the balance 80 00:03:16,460 --> 00:03:19,830 of the visible light spectrum in terms of energy and wavelength. 81 00:03:19,830 --> 00:03:21,800 So if you remember the visible light spectrum, 82 00:03:21,800 --> 00:03:27,580 known wonderfully by the acronym ROYGBIV, where 83 00:03:27,580 --> 00:03:31,340 you have red on one end and you have violet on the other end, 84 00:03:31,340 --> 00:03:35,440 we know that red corresponds to around 700 85 00:03:35,440 --> 00:03:37,600 nanometers in wavelength. 86 00:03:37,600 --> 00:03:40,000 And we know that violet or purple corresponds 87 00:03:40,000 --> 00:03:44,080 to around 40 nanometers of wavelength. 88 00:03:44,080 --> 00:03:46,660 And if we think back to the relationship between the energy 89 00:03:46,660 --> 00:03:49,720 of light and its wavelength, we know that the formula 90 00:03:49,720 --> 00:03:53,020 is E equals hc over lambda. 91 00:03:53,020 --> 00:03:58,270 So as the wavelength of light decreases, the energy of light 92 00:03:58,270 --> 00:03:59,560 increases. 93 00:03:59,560 --> 00:04:03,940 So going across, as we go from red, green, blue, and white, 94 00:04:03,940 --> 00:04:05,740 we have increasing energy because we 95 00:04:05,740 --> 00:04:07,530 have decreasing wavelength. 96 00:04:07,530 --> 00:04:10,540 And just as a reminder, white is a composite 97 00:04:10,540 --> 00:04:12,140 of red, blue, and green. 98 00:04:12,140 --> 00:04:15,120 So it has all three of these combined in it. 99 00:04:15,120 --> 00:04:19,240 So now let's start to identify which LED is what color. 100 00:04:19,240 --> 00:04:21,170 So if you look at small LED 1, it 101 00:04:21,170 --> 00:04:24,720 was irradiated by red, green, blue, and white light. 102 00:04:24,720 --> 00:04:28,920 And there was a voltage drop across the LED for all of them. 103 00:04:28,920 --> 00:04:30,510 That means that at the very least, 104 00:04:30,510 --> 00:04:33,840 red had enough energy to excite electrons 105 00:04:33,840 --> 00:04:36,630 across the bandgap of that small LED. 106 00:04:36,630 --> 00:04:38,363 Because that's the case, and we know 107 00:04:38,363 --> 00:04:39,780 that we're dealing with LEDs which 108 00:04:39,780 --> 00:04:41,800 emit like in the visible light spectrum, 109 00:04:41,800 --> 00:04:47,280 we know that this small LED then must be red. 110 00:04:47,280 --> 00:04:50,410 So if we look at small LED 2, we can 111 00:04:50,410 --> 00:04:52,360 see that both red and green light did not 112 00:04:52,360 --> 00:04:54,460 have enough energy to excite electrons 113 00:04:54,460 --> 00:04:56,410 across the bandgap of the second LED. 114 00:04:56,410 --> 00:04:59,950 But when we shined blue light onto the LED, 115 00:04:59,950 --> 00:05:01,780 we got a non-zero voltage drop. 116 00:05:01,780 --> 00:05:03,970 And the same thing when we shined white light, which 117 00:05:03,970 --> 00:05:05,650 also has blue light in it. 118 00:05:05,650 --> 00:05:07,820 Because, like I said at the beginning, 119 00:05:07,820 --> 00:05:11,140 we knew that our small these were red, blue, and purple, 120 00:05:11,140 --> 00:05:13,330 and we've already found our red LED, 121 00:05:13,330 --> 00:05:19,150 that means that this LED must be the blue. 122 00:05:19,150 --> 00:05:21,410 So finally, if we look at small LED number 3, 123 00:05:21,410 --> 00:05:24,500 we can see that red, green, blue, and white light 124 00:05:24,500 --> 00:05:27,530 did not have sufficient energy to cause some voltage drop 125 00:05:27,530 --> 00:05:28,940 across the LED. 126 00:05:28,940 --> 00:05:30,920 If we look back to ROYGBIV, and we 127 00:05:30,920 --> 00:05:35,160 think about the energy of red to blue, 128 00:05:35,160 --> 00:05:37,100 that means that they didn't have enough energy 129 00:05:37,100 --> 00:05:39,420 to excite anything after it. 130 00:05:39,420 --> 00:05:43,636 And that means that our final LED must be violent or purple. 131 00:05:49,850 --> 00:05:52,580 So by shining light across the visible light spectrum 132 00:05:52,580 --> 00:05:55,280 onto our small LEDs, we're able to identify 133 00:05:55,280 --> 00:05:57,800 which one of our small LEDs are what color. 134 00:05:57,800 --> 00:06:01,520 So right here I have small LED 1 hooked up to the multimeter. 135 00:06:01,520 --> 00:06:03,470 And we determined it was red. 136 00:06:03,470 --> 00:06:07,860 And so we can check that by just turning on the LED. 137 00:06:07,860 --> 00:06:09,890 So as you can see, this LED is shining 138 00:06:09,890 --> 00:06:11,650 red, which means it's the red LED, 139 00:06:11,650 --> 00:06:14,150 and we're able to confirm that by using our data as well. 140 00:06:14,150 --> 00:06:15,770 You can check that the other two LEDs 141 00:06:15,770 --> 00:06:17,240 are the colors that we determined 142 00:06:17,240 --> 00:06:19,320 by doing the same thing. 143 00:06:19,320 --> 00:06:22,130 So today we looked at a direct application of semiconductors 144 00:06:22,130 --> 00:06:23,540 in LEDs. 145 00:06:23,540 --> 00:06:26,880 We looked at the relationship between the bandgap of an LED, 146 00:06:26,880 --> 00:06:29,450 of a semiconductor, and the range of light that 147 00:06:29,450 --> 00:06:31,910 can absorb across its bandgap. 148 00:06:31,910 --> 00:06:34,440 We found that for semiconductors, there 149 00:06:34,440 --> 00:06:36,190 are some critical absorption wavelengths, 150 00:06:36,190 --> 00:06:40,550 some maximum wavelength, below which the LED will absorb 151 00:06:40,550 --> 00:06:43,090 all other wavelengths of light.