0:00:17.000,0:00:18.976 In the early days of organic chemistry, 0:00:19.000,0:00:21.976 chemists understood[br]that molecules were made of atoms 0:00:22.000,0:00:23.976 connected through chemical bonds. 0:00:24.000,0:00:26.976 However, the three-dimensional[br]shapes of molecules 0:00:27.000,0:00:30.976 were utterly unclear, since they couldn't[br]be observed directly. 0:00:31.000,0:00:33.976 Molecules were represented using[br]simple connectivity graphs 0:00:34.000,0:00:36.976 like the one you see here. 0:00:37.000,0:00:39.976 It was clear to savvy chemists[br]of the mid-19th century 0:00:40.000,0:00:43.976 that these flat representations[br]couldn't explain 0:00:44.000,0:00:45.976 many of their observations. 0:00:46.000,0:00:48.976 But chemical theory hadn't provided[br]a satisfactory explanation 0:00:49.000,0:00:51.381 for the three-dimensional[br]structures of molecules. 0:00:51.405,0:00:56.976 In 1874, the chemist Van't Hoff[br]published a remarkable hypothesis: 0:00:57.000,0:01:00.976 the four bonds of a saturated carbon atom 0:01:01.000,0:01:02.976 point to the corners of a tetrahedron. 0:01:03.000,0:01:05.976 It would take over 25 years 0:01:06.000,0:01:09.976 for the quantum revolution[br]to theoretically validate his hypothesis. 0:01:10.000,0:01:13.976 But Van't Hoff supported[br]his theory using optical rotation. 0:01:14.000,0:01:17.143 Van't Hoff noticed that only compounds[br]containing a central carbon 0:01:17.167,0:01:20.976 bound to four different atoms or groups 0:01:21.000,0:01:23.976 rotated plane-polarized light. 0:01:24.000,0:01:25.976 Clearly there's something unique[br]about this class of compounds. 0:01:26.000,0:01:28.976 Take a look at the two molecules[br]you see here. 0:01:29.000,0:01:33.976 Each one is characterized[br]by a central, tetrahedral carbon atom 0:01:34.000,0:01:35.976 bound to four different atoms: 0:01:36.000,0:01:38.976 bromine, chlorine, fluorine, and hydrogen. 0:01:39.000,0:01:41.572 We might be tempted to conclude[br]that the two molecules 0:01:41.596,0:01:44.976 are the same, if we just concern[br]ourselves with what they're made of. 0:01:45.000,0:01:47.976 However, let's see if we can[br]overlay the two molecules 0:01:48.000,0:01:50.976 perfectly to really prove[br]that they're the same. 0:01:51.000,0:01:54.976 We have free license to rotate[br]and translate both of the molecules 0:01:55.000,0:01:57.976 as we wish. Remarkably though, 0:01:58.000,0:01:59.976 no matter how we move the molecules, 0:02:00.000,0:02:03.976 we find that perfect superposition[br]is impossible to achieve. 0:02:04.000,0:02:06.976 Now take a look at your hands. 0:02:07.000,0:02:09.976 Notice that your two hands[br]have all the same parts: 0:02:10.000,0:02:13.976 a thumb, fingers, a palm, etc. 0:02:14.000,0:02:16.976 Like our two molecules under study, 0:02:17.000,0:02:19.976 both of your hands are made[br]of the same stuff. 0:02:20.000,0:02:24.976 Furthermore, the distances between stuff[br]in both of your hands are the same. 0:02:25.000,0:02:27.191 The index finger[br]is next to the middle finger, 0:02:27.215,0:02:29.976 which is next to the ring finger, etc. 0:02:30.000,0:02:32.976 The same is true[br]of our hypothetical molecules. 0:02:33.000,0:02:34.976 All of their internal distances 0:02:35.000,0:02:37.976 are the same. Despite[br]the similarities between them, 0:02:38.000,0:02:39.976 your hands, and our molecules, 0:02:40.000,0:02:42.976 are certainly not the same. 0:02:43.000,0:02:45.976 Try superimposing[br]your hands on one another. 0:02:46.000,0:02:47.976 Just like our molecules from before, 0:02:48.000,0:02:50.976 you'll find that it can't[br]be done perfectly. 0:02:51.000,0:02:53.976 Now, point your palms toward one another. 0:02:54.000,0:02:55.976 Wiggle both of your index fingers. 0:02:56.000,0:02:59.976 Notice that your left hand[br]looks as if it's looking 0:03:00.000,0:03:01.976 in a mirror at your right. 0:03:02.000,0:03:04.976 In other words, your hands[br]are mirror images. 0:03:05.000,0:03:07.976 The same can be said of our molecules. 0:03:08.000,0:03:10.976 We can turn them so[br]that one looks at the other 0:03:11.000,0:03:13.976 as in a mirror. Your hands[br]- and our molecules - 0:03:14.000,0:03:17.976 possess a spatial property[br]in common called chirality, 0:03:18.000,0:03:19.976 or handedness. 0:03:20.000,0:03:22.976 Chirality means exactly[br]what we've just described: 0:03:23.000,0:03:25.477 a chiral object is not[br]the same as its mirror image. 0:03:25.501,0:03:29.976 Chiral objects are very special[br]in both chemistry and everyday life. 0:03:30.000,0:03:32.976 Screws, for example, are also chiral. 0:03:33.000,0:03:36.976 That's why we need the terms[br]right-handed and left-handed screws. 0:03:37.000,0:03:39.976 And believe it or not,[br]certain types of light 0:03:40.000,0:03:41.976 can behave like chiral screws. 0:03:42.000,0:03:46.976 Packed into every linear,[br]plane-polarized beam of light 0:03:47.000,0:03:49.976 are right-handed and left-handed parts 0:03:50.000,0:03:54.976 that rotate together[br]to produce plane polarization. 0:03:55.000,0:03:57.976 Chiral molecules, placed[br]in a beam of such light, 0:03:58.000,0:04:00.976 interact differently[br]with the two chiral components. 0:04:01.000,0:04:05.976 As a result, one component of the light[br]gets temporarily slowed down 0:04:06.000,0:04:08.976 relative to the other. The[br]effect on the light beam 0:04:09.000,0:04:12.976 is a rotation of its plane[br]from the original one, 0:04:13.000,0:04:15.976 otherwise known as optical rotation. 0:04:16.000,0:04:20.976 Van't Hoff and later chemists[br]realized that the chiral nature 0:04:21.000,0:04:24.000 of tetrahedral carbons can explain[br]this fascinating phenomenon. 0:04:24.024,0:04:28.976 Chirality is responsible for all kinds[br]of other fascinating effects 0:04:29.000,0:04:30.976 in chemistry, and everyday life. 0:04:31.000,0:04:33.976 Humans tend to love symmetry 0:04:34.000,0:04:35.976 and so if you look around you,[br]you'll find that chiral objects 0:04:36.000,0:04:37.976 made by humans are rare. 0:04:38.000,0:04:41.976 But chiral molecules[br]are absolutely everywhere. 0:04:42.000,0:04:44.976 Phenomena as separate as optical rotation, 0:04:45.000,0:04:46.976 Screwing together furniture, 0:04:47.000,0:04:48.976 and clapping your hands 0:04:49.000,0:04:53.000 all involve this intriguing[br]spatial property.