1 00:00:00,120 --> 00:00:02,490 The following content is provided under a Creative 2 00:00:02,490 --> 00:00:04,059 Commons license. 3 00:00:04,059 --> 00:00:06,870 Your support will help in MIT OpenCourseWare continue 4 00:00:06,870 --> 00:00:10,720 to offer high-quality educational resources for free. 5 00:00:10,720 --> 00:00:13,350 To make a donation or view additional materials 6 00:00:13,350 --> 00:00:17,310 from hundreds of MIT courses, visit MIT OpenCourseWare 7 00:00:17,310 --> 00:00:19,050 at ocw.mit.edu. 8 00:00:19,050 --> 00:00:23,190 PROFESSOR: This demonstration is for those of you 9 00:00:23,190 --> 00:00:27,060 who would like to dig a little more deeply into laser 10 00:00:27,060 --> 00:00:29,010 behavior. 11 00:00:29,010 --> 00:00:33,270 As we know, a laser, like this one here, 12 00:00:33,270 --> 00:00:37,800 consists of two mirrors and an amplifier. 13 00:00:37,800 --> 00:00:40,080 And if the gain of the amplifier is 14 00:00:40,080 --> 00:00:43,080 bigger than the losses in the cavity, 15 00:00:43,080 --> 00:00:46,920 then we can get laser action. 16 00:00:46,920 --> 00:00:49,890 And if let's say, this mirror has a bit of transmission, 17 00:00:49,890 --> 00:00:54,130 then we can get laser light coming out that we can use. 18 00:00:54,130 --> 00:01:01,230 So let me turn this laser on and show you here on this card 19 00:01:01,230 --> 00:01:03,090 the output of the laser. 20 00:01:06,760 --> 00:01:08,880 Now in this demonstration, we'd like 21 00:01:08,880 --> 00:01:13,265 to show that the light inside the laser cavity, 22 00:01:13,265 --> 00:01:15,390 that's going backwards and forwards between the two 23 00:01:15,390 --> 00:01:17,880 mirrors inside the laser cavity, is 24 00:01:17,880 --> 00:01:22,990 much bigger than the light that's coming outside. 25 00:01:22,990 --> 00:01:26,470 Question is, how do we do this? 26 00:01:26,470 --> 00:01:30,840 Because if we try to place a detector inside the laser 27 00:01:30,840 --> 00:01:34,770 cavity, like here, we would interrupt the laser action. 28 00:01:34,770 --> 00:01:35,940 And the laser quits. 29 00:01:35,940 --> 00:01:40,420 So obviously, that's not a smart way of doing this. 30 00:01:40,420 --> 00:01:41,850 So what we're going to do is we're 31 00:01:41,850 --> 00:01:47,240 going to use a simple method like this. 32 00:01:47,240 --> 00:01:49,428 We're going to take a piece of glass. 33 00:01:49,428 --> 00:01:51,720 And depending on the orientation of the piece of glass, 34 00:01:51,720 --> 00:01:54,750 we're going to sample the light both outside the cavity 35 00:01:54,750 --> 00:01:56,310 and inside the cavity. 36 00:01:56,310 --> 00:01:59,130 And hopefully that the last that we 37 00:01:59,130 --> 00:02:03,330 will place inside the cavity, the laser cavity, 38 00:02:03,330 --> 00:02:06,310 is so small that we will not interrupt the laser 39 00:02:06,310 --> 00:02:09,330 action at least by too much. 40 00:02:09,330 --> 00:02:10,060 So here we go. 41 00:02:10,060 --> 00:02:18,180 So first, we have to show that we can sample some of the light 42 00:02:18,180 --> 00:02:19,860 with this piece of glass. 43 00:02:19,860 --> 00:02:22,455 So here we are. 44 00:02:22,455 --> 00:02:23,580 Here's this piece of glass. 45 00:02:23,580 --> 00:02:26,310 Now, let me tell you what's happening. 46 00:02:26,310 --> 00:02:34,880 This piece of glass is placed at this orientation. 47 00:02:34,880 --> 00:02:42,720 And then, I can rotate it like so using this rotation stage. 48 00:02:42,720 --> 00:02:46,110 Now, if you look at the reflection from piece of glass 49 00:02:46,110 --> 00:02:48,300 on this little screen, you can see 50 00:02:48,300 --> 00:02:50,250 that the light gets extinguished when 51 00:02:50,250 --> 00:02:53,090 I am at the Brewster angle. 52 00:02:53,090 --> 00:02:55,170 Remember the polarization of this laser 53 00:02:55,170 --> 00:03:00,330 in the vertical plane so that I can 54 00:03:00,330 --> 00:03:04,230 achieve Brewster angle condition using 55 00:03:04,230 --> 00:03:06,360 this orientation of the glass. 56 00:03:06,360 --> 00:03:08,880 So now when I have Brewster's angle, 57 00:03:08,880 --> 00:03:10,920 it's when these two markers-- 58 00:03:10,920 --> 00:03:13,565 one on the rotating part of the stage 59 00:03:13,565 --> 00:03:15,690 and the other one on the fixed part of the rotation 60 00:03:15,690 --> 00:03:18,730 stage-- when they line up, we're at Brewster's angle. 61 00:03:18,730 --> 00:03:22,890 And when I move away from Brewster's angle, like so, 62 00:03:22,890 --> 00:03:25,230 I can increase the amount of light 63 00:03:25,230 --> 00:03:27,570 sampled by the piece of glass. 64 00:03:27,570 --> 00:03:31,840 So let's say, if I set it this position here, 65 00:03:31,840 --> 00:03:34,170 then I have a small percentage of light 66 00:03:34,170 --> 00:03:38,310 that's reflected by the piece of glass onto the screen. 67 00:03:38,310 --> 00:03:43,260 Now, what I'm going to do is take a similar piece of glass 68 00:03:43,260 --> 00:03:49,490 and put it again in the beam like so. 69 00:03:52,050 --> 00:03:56,640 And again, the markers are the same as in the other stage. 70 00:03:56,640 --> 00:04:00,250 So when the markers are lined up, 71 00:04:00,250 --> 00:04:02,546 then I get no light reflected. 72 00:04:02,546 --> 00:04:04,230 This means Bruce's condition. 73 00:04:04,230 --> 00:04:11,190 And when I'm over here, I get pretty much the same amount 74 00:04:11,190 --> 00:04:16,890 of light as in this case. 75 00:04:16,890 --> 00:04:19,769 So now, I've calibrated these two pieces of glass 76 00:04:19,769 --> 00:04:22,645 in terms of angle. 77 00:04:22,645 --> 00:04:25,020 Now, what I'm going to do, I'm going to take one of them. 78 00:04:27,600 --> 00:04:30,780 And without changing the angle, place it 79 00:04:30,780 --> 00:04:34,130 inside the laser cavity. 80 00:04:34,130 --> 00:04:37,790 And hopefully, the laser won't go out on me. 81 00:04:37,790 --> 00:04:43,267 So as I put it in here, without changing the angle, 82 00:04:43,267 --> 00:04:45,350 you can see I'm going to sample some of the light. 83 00:04:45,350 --> 00:04:49,600 And you'll see it on this screen. 84 00:04:49,600 --> 00:04:53,360 And note that the word "inside" here, that 85 00:04:53,360 --> 00:04:56,990 means that this piece of glass is inside the laser cavity. 86 00:04:56,990 --> 00:04:59,420 And then, the one outside the laser 87 00:04:59,420 --> 00:05:06,200 cavity is labeled again by the word "outside." 88 00:05:06,200 --> 00:05:11,960 And now, I would like you to look at the spot reflected 89 00:05:11,960 --> 00:05:15,560 by the piece of glass outside the cavity 90 00:05:15,560 --> 00:05:17,480 and the spot reflected by the piece of glass 91 00:05:17,480 --> 00:05:18,570 inside the cavity. 92 00:05:18,570 --> 00:05:21,560 So if we have now the split screen in position, 93 00:05:21,560 --> 00:05:27,620 you can see that the one inside is much brighter than the one 94 00:05:27,620 --> 00:05:29,420 outside. 95 00:05:29,420 --> 00:05:32,660 In fact, it's brighter in this case 96 00:05:32,660 --> 00:05:36,490 by about a factor of 50 or so. 97 00:05:36,490 --> 00:05:38,960 The question I want to leave with you 98 00:05:38,960 --> 00:05:43,460 is, why the light coming out of the laser 99 00:05:43,460 --> 00:05:48,260 is much weaker than the light inside the laser? 100 00:05:48,260 --> 00:05:51,050 And what determines that ratio? 101 00:05:51,050 --> 00:05:54,870 So that's a nice little puzzle for you. 102 00:05:54,870 --> 00:06:00,470 Now sometimes, one would like to increase the light coming out 103 00:06:00,470 --> 00:06:02,190 of the laser. 104 00:06:02,190 --> 00:06:04,850 Now, how can you do it? 105 00:06:04,850 --> 00:06:07,160 Well, you notice that since there's 106 00:06:07,160 --> 00:06:11,480 a lot of light inside the cavity, one way of quickly 107 00:06:11,480 --> 00:06:13,550 increasing the laser intensity, even 108 00:06:13,550 --> 00:06:17,450 though for a very short time, is by removing 109 00:06:17,450 --> 00:06:19,730 one of the mirrors-- 110 00:06:19,730 --> 00:06:24,560 like for example, if I take this mirror out from the laser 111 00:06:24,560 --> 00:06:27,380 very quickly, then I can essentially 112 00:06:27,380 --> 00:06:33,470 dump out all the photons that are stored in the laser cavity. 113 00:06:33,470 --> 00:06:35,750 In fact, this is called cavity dumping. 114 00:06:35,750 --> 00:06:37,400 And what this gives you, this gives you 115 00:06:37,400 --> 00:06:41,210 a huge increase in the number of photons coming out 116 00:06:41,210 --> 00:06:44,847 from the laser, but only for a very short time. 117 00:06:44,847 --> 00:06:46,430 In fact, it just takes all the photons 118 00:06:46,430 --> 00:06:50,690 that's stored in the laser cavity and just dumps them out 119 00:06:50,690 --> 00:06:52,730 and, of course, for a very short time. 120 00:06:52,730 --> 00:07:00,680 In fact, the time is just twice the transit time of the cavity. 121 00:07:00,680 --> 00:07:03,470 So the fact that one knows something 122 00:07:03,470 --> 00:07:06,890 about the light inside the laser is bigger 123 00:07:06,890 --> 00:07:09,050 than the light outside the laser, then one 124 00:07:09,050 --> 00:07:12,980 can come up with this concept of cavity dumping which can be 125 00:07:12,980 --> 00:07:15,950 useful for some applications.