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These are the user uploaded subtitles that are being translated: 0 00:00:00,440 --> 00:00:01,160 BRIAN: Hi. 1 00:00:01,160 --> 00:00:02,260 My name is Brian. 2 00:00:02,260 --> 00:00:05,170 As a scientist at MIT, my work is geared towards understanding the 3 00:00:05,170 --> 00:00:08,160 mechanical connection between the nucleus and the cytoskeleton. 4 00:00:08,160 --> 00:00:11,360 To do this, I use a technique called X-ray crystallography, or as I like to 5 00:00:11,360 --> 00:00:13,190 call it, molecular photography. 6 00:00:13,190 --> 00:00:16,930 In this video, I will demonstrate how scientists take purified protein 7 00:00:16,930 --> 00:00:20,180 that's invisible to the naked eye, like this one, or in some cases 8 00:00:20,180 --> 00:00:21,540 nucleic acids. 9 00:00:21,540 --> 00:00:25,920 Afterwards, crystallizes them, then shoots them with X-rays in order to 10 00:00:25,920 --> 00:00:29,440 obtain atomic resolution structures of how these proteins look inside of the 11 00:00:29,440 --> 00:00:33,730 cell, which you have probably seen as these beautiful ribbon diagrams in 12 00:00:33,730 --> 00:00:35,990 your book or in Professor Lander's lecture. 13 00:00:35,990 --> 00:00:39,740 This technique has proven incredibly invaluable to understanding how the 14 00:00:39,740 --> 00:00:44,110 cells work, how diseases develop, and also how to fight against disease. 15 00:00:44,110 --> 00:00:46,570 After this video is done, you should be able to explain the basic 16 00:00:46,570 --> 00:00:48,440 principles of X-ray crystallography. 17 00:00:48,440 --> 00:00:51,770 To explain the basic idea of how X-ray crystallography works, I'm going to 18 00:00:51,770 --> 00:00:54,860 use an analogy created by professor Alexander McPherson. 19 00:00:54,860 --> 00:00:58,810 Imagine that you have an invisible object, let's say a car, that has all 20 00:00:58,810 --> 00:01:00,500 of its physical properties. 21 00:01:00,500 --> 00:01:02,160 How can one visualize it? 22 00:01:02,160 --> 00:01:05,349 What if you throw basketballs at it from a specific location? 23 00:01:05,349 --> 00:01:08,260 The balls will bounce at an angle specific to the part of the 24 00:01:08,260 --> 00:01:09,750 car that was hit. 25 00:01:09,750 --> 00:01:12,960 Now let's say that you can move around the car and throw balls from every 26 00:01:12,960 --> 00:01:16,720 possible direction and record how the balls bounce off from the car. 27 00:01:16,720 --> 00:01:20,720 Depending on the orientation of the car with respect to the ball thrown, 28 00:01:20,720 --> 00:01:23,590 some bounces are going to be more favored than others. 29 00:01:23,590 --> 00:01:26,550 For example, if you're throwing balls at the front of the car, these will 30 00:01:26,550 --> 00:01:29,680 bounce most likely from the hood or the windshield. 31 00:01:29,680 --> 00:01:33,140 These observations of how the balls bounce depending on the direction from 32 00:01:33,140 --> 00:01:35,540 which you throw them provide information about the 33 00:01:35,540 --> 00:01:37,310 structure of the object. 34 00:01:37,310 --> 00:01:41,440 Using mathematical procedures, one is able to model the shape of the object 35 00:01:41,440 --> 00:01:43,570 based on these observations. 36 00:01:43,570 --> 00:01:46,250 Now imagine that you use something smaller than a basketball to 37 00:01:46,250 --> 00:01:47,480 throw at the car. 38 00:01:47,480 --> 00:01:50,360 Let's say, for example, ping pong balls. 39 00:01:50,360 --> 00:01:52,960 Now you should be able to determine finer details about the shape of the 40 00:01:52,960 --> 00:01:56,730 car, for example, the rims, doorknobs, wipers, et cetera. 41 00:01:56,730 --> 00:01:59,960 Now imagine that you're throwing basketballs at this car from the sky. 42 00:01:59,960 --> 00:02:03,400 It will be very, very difficult to see how the balls bounce from this one 43 00:02:03,400 --> 00:02:04,700 little car. 44 00:02:04,700 --> 00:02:08,940 But what if we have a parking lot full of this particular car all parked in a 45 00:02:08,940 --> 00:02:10,889 symmetric, similar way? 46 00:02:10,889 --> 00:02:13,890 Now if you throw balls from one direction, you should be able to 47 00:02:13,890 --> 00:02:17,210 record a larger amount of observations, making your analysis of 48 00:02:17,210 --> 00:02:19,600 the shape of the car even easier. 49 00:02:19,600 --> 00:02:23,240 Now, instead of balls we have X-rays, and instead of a car we have proteins. 50 00:02:23,240 --> 00:02:26,700 And of course, a crystal is basically a protein parking lot. 51 00:02:26,700 --> 00:02:29,450 So how do we go from these purified proteins into these intricate, 52 00:02:29,450 --> 00:02:32,180 beautiful structures that you have seen in Professor Lander's class? 53 00:02:32,180 --> 00:02:35,480 We crystallize the protein of interest by placing it in a condition in which 54 00:02:35,480 --> 00:02:39,700 will promote the atoms of the protein to form an ordered, solid structure. 55 00:02:39,700 --> 00:02:43,380 Then we shoot the crystals with X-rays and use mathematical analysis to 56 00:02:43,380 --> 00:02:45,800 obtain those beautiful structures. 57 00:02:45,800 --> 00:02:48,830 You have the opportunity to explore protein structures on your own through 58 00:02:48,830 --> 00:02:50,070 the problem set. 59 00:02:50,070 --> 00:02:53,610 One structure that you will encounter is of the enzyme lysozyme, which 60 00:02:53,610 --> 00:02:57,780 breaks down bacterial cell walls as a defense mechanism against infections. 61 00:02:57,780 --> 00:03:01,070 In this video, we will crystallize lysozyme and walk through the steps of 62 00:03:01,070 --> 00:03:02,690 X-ray crystallography. 63 00:03:02,690 --> 00:03:05,520 So how do we start the process of crystallization? 64 00:03:05,520 --> 00:03:08,460 First you need purified protein, the purer the better. 65 00:03:08,460 --> 00:03:10,910 You can learn more about protein purification in the GFP and 66 00:03:10,910 --> 00:03:13,430 beta-galactosidase lab videos. 67 00:03:13,430 --> 00:03:17,630 I'm starting with a high concentration of very pure lysozyme in solution. 68 00:03:17,630 --> 00:03:20,610 Why do we need to crystallize the protein to determine the structure? 69 00:03:20,610 --> 00:03:24,020 Well, we need the protein to be stable with very limited movement. 70 00:03:24,020 --> 00:03:27,120 How does the protein in solution become solid crystals? 71 00:03:27,120 --> 00:03:31,840 The trick is to lower the solubility of the protein very, very slowly. 72 00:03:31,840 --> 00:03:35,860 There are many ways in which one could crystallize proteins, but today I'll 73 00:03:35,860 --> 00:03:39,090 be using the hanging drop vapor diffusion method. 74 00:03:39,090 --> 00:03:41,970 I am adding the concentrated lysozyme to a drop containing the 75 00:03:41,970 --> 00:03:44,650 crystallization solution on a cover slip. 76 00:03:44,650 --> 00:03:48,330 Now, I'm placing the cover slip on top of a well which contains the 77 00:03:48,330 --> 00:03:50,640 crystallization solution as well. 78 00:03:50,640 --> 00:03:53,200 Crystallization takes place in two steps. 79 00:03:53,200 --> 00:03:57,880 First nucleation, and then growth of the crystal. 80 00:03:57,880 --> 00:04:00,950 We can promote crystal formation by controlling conditions like the pH, 81 00:04:00,950 --> 00:04:04,440 temperature, and salt concentrations, among other things. 82 00:04:04,440 --> 00:04:06,370 So what does crystal formation look like? 83 00:04:06,370 --> 00:04:10,010 Here we have a time lapse video of many, many lysozyme proteins coming 84 00:04:10,010 --> 00:04:14,490 together to form a three dimensional crystal that is ready for diffraction. 85 00:04:14,490 --> 00:04:17,120 Notice the shape of the crystals as they grow. 86 00:04:17,120 --> 00:04:19,450 So what do we need to do after crystals form? 87 00:04:19,450 --> 00:04:21,300 Well, we have to go crystal fishing. 88 00:04:21,300 --> 00:04:24,450 Using the microscope, I will select a single crystal, being very, very 89 00:04:24,450 --> 00:04:26,950 careful as they are quite sensitive. 90 00:04:26,950 --> 00:04:29,990 We want to be sure that we only select one crystal without breaking it. 91 00:04:29,990 --> 00:04:32,590 I'm trying to find a drop that contains single crystals instead of 92 00:04:32,590 --> 00:04:34,030 crystal showers. 93 00:04:34,030 --> 00:04:36,170 Here we have one single crystal. 94 00:04:36,170 --> 00:04:38,970 Now I'm checking that the crystal is birefringent, which is the optical 95 00:04:38,970 --> 00:04:42,050 ability of the crystal to change color by polarized light. 96 00:04:42,050 --> 00:04:44,590 Then we freeze them in liquid nitrogen, and now they're ready for 97 00:04:44,590 --> 00:04:45,880 X-ray diffraction. 98 00:04:45,880 --> 00:04:47,720 So how do we shoot crystals with X-rays? 99 00:04:47,720 --> 00:04:49,860 Here we have a machine that generates X-rays. 100 00:04:49,860 --> 00:04:52,510 This is a very small machine in comparison to synchrotrons, which are 101 00:04:52,510 --> 00:04:56,270 large holes in the ground in which electrons are accelerated at extremely 102 00:04:56,270 --> 00:04:59,470 high speeds, and X-rays are harvested from them. 103 00:04:59,470 --> 00:05:02,300 I'm loading our crystal on the holder for shooting now. 104 00:05:02,300 --> 00:05:04,910 OK, our crystal is ready for diffraction. 105 00:05:04,910 --> 00:05:06,160 I will now shoot the crystals. 106 00:05:09,190 --> 00:05:12,160 So what are the results of the X-ray diffraction? 107 00:05:12,160 --> 00:05:15,610 Basically, you have x-rays that are hitting your protein and then 108 00:05:15,610 --> 00:05:16,660 diffracting. 109 00:05:16,660 --> 00:05:19,550 This diffraction pattern is collected as an image. 110 00:05:19,550 --> 00:05:22,430 Here we can see an example of a diffraction pattern of lysozyme after 111 00:05:22,430 --> 00:05:24,020 X-ray irradiation. 112 00:05:24,020 --> 00:05:26,260 This pattern of dots gives us information about the 113 00:05:26,260 --> 00:05:27,930 structure of our protein. 114 00:05:27,930 --> 00:05:30,690 From this, we can use computer programs to generate an electron 115 00:05:30,690 --> 00:05:31,930 density map. 116 00:05:31,930 --> 00:05:35,700 Later, we use other programs to help us identify what is inside these 117 00:05:35,700 --> 00:05:38,430 clouds of electrons which will lead to a structure. 118 00:05:38,430 --> 00:05:41,050 Now you know what scientists do in order to determine those beautiful, 119 00:05:41,050 --> 00:05:43,210 intricate, colorful structures that you have seen in your lecture. 120 00:05:43,210 --> 00:05:46,710 And they're also going to be very, very useful in your problem set. 121 00:05:46,710 --> 00:05:49,320 After this video is done, you should now be able to explain the basic 122 00:05:49,320 --> 00:05:51,790 principles of X-ray crystallography. 123 00:05:51,790 --> 00:05:52,620 Hope you had a nice time. 124 00:05:52,620 --> 00:05:53,870 Hasta luego. 11030

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