0:00:01.176,0:00:03.900 - [Instructor] Let's imagine a reaction 0:00:03.900,0:00:05.400 that is in equilibrium. 0:00:05.400,0:00:10.400 So A plus B, they can[br]react to form C plus D, 0:00:10.530,0:00:11.850 or you could go the other way around. 0:00:11.850,0:00:15.390 C plus D could react to form A plus B. 0:00:15.390,0:00:17.670 And we assume that[br]they've all been hanging 0:00:17.670,0:00:20.490 around long enough for[br]this to be in equilibrium 0:00:20.490,0:00:24.060 so that the reaction that goes[br]from A plus B to C plus D, 0:00:24.060,0:00:25.530 it's happening at the same rate 0:00:25.530,0:00:29.790 as the reaction from C plus D to A plus B. 0:00:29.790,0:00:31.800 Now what we're gonna do is imagine 0:00:31.800,0:00:35.520 what would happen if we[br]disturb this equilibrium, 0:00:35.520,0:00:37.980 and let's say we disturb this equilibrium 0:00:37.980,0:00:42.960 by taking some C and D out of, 0:00:42.960,0:00:45.210 let's say this was a[br]solution of some kind. 0:00:45.210,0:00:50.190 So I just one time reduced[br]the concentration of C and D. 0:00:50.190,0:00:51.900 Well, that disturbance, first of all, 0:00:51.900,0:00:54.300 is going to throw us out of equilibrium, 0:00:54.300,0:00:57.000 because now the reaction[br]that goes from C plus D 0:00:57.000,0:01:00.060 to A plus B isn't going to[br]be able to happen as often. 0:01:00.060,0:01:01.740 'Cause I just took C and D out, 0:01:01.740,0:01:04.080 they're not going to bump[br]into each other enough 0:01:04.080,0:01:07.470 to now form A and B at the same rate. 0:01:07.470,0:01:09.870 So if you think about the net direction 0:01:09.870,0:01:11.790 until we hit a new equilibrium, 0:01:11.790,0:01:13.620 this is going to happen less. 0:01:13.620,0:01:15.300 and this, initially, is going 0:01:15.300,0:01:16.920 to be happening at the same amount. 0:01:16.920,0:01:19.950 So you're going to have a net direction 0:01:19.950,0:01:22.020 until we hit equilibrium again 0:01:22.020,0:01:26.040 that goes from A plus B to C plus D. 0:01:26.040,0:01:27.240 And then if you wait long enough, 0:01:27.240,0:01:29.940 you're going to hit[br]back at an equilibrium. 0:01:29.940,0:01:31.830 Now, let's think about what just happened. 0:01:31.830,0:01:35.400 We disturbed the equilibrium[br]by taking C and D out. 0:01:35.400,0:01:37.500 Until we hit our new equilibrium, 0:01:37.500,0:01:41.010 we have more of the[br]reaction going from A plus B 0:01:41.010,0:01:43.500 to C plus D on a net basis. 0:01:43.500,0:01:44.790 And so it's relieving it. 0:01:44.790,0:01:48.540 It's relieving the fact that[br]we took some C plus D out. 0:01:48.540,0:01:51.840 And it's going to reestablish[br]a new equilibrium. 0:01:51.840,0:01:54.720 If we took A plus B out, or A and B out, 0:01:54.720,0:01:57.420 or even just one of them, A or B out, 0:01:57.420,0:01:59.430 then you would have the opposite happen. 0:01:59.430,0:02:01.560 But either way, if you disturb it, 0:02:01.560,0:02:04.350 the system shifts to[br]relieve the disturbance 0:02:04.350,0:02:06.570 and re-establish equilibrium. 0:02:06.570,0:02:08.640 Now this principle, you might imagine, 0:02:08.640,0:02:10.440 'cause it's been sitting[br]here the whole time, 0:02:10.440,0:02:14.490 is Le Chatelier's Principle[br]that describes that. 0:02:14.490,0:02:17.520 And it's not just by[br]disturbing it by changing, 0:02:17.520,0:02:21.180 say, concentrations of[br]reactants or products. 0:02:21.180,0:02:23.010 You could be changing other things. 0:02:23.010,0:02:27.330 So for example, let's imagine[br]the reversible reaction, 0:02:27.330,0:02:31.350 let's say A plus B, and let's[br]say these are all gases. 0:02:31.350,0:02:34.650 So A plus B can react to form C, 0:02:34.650,0:02:37.260 or C could react to, 0:02:37.260,0:02:40.050 I guess you could imagine,[br]break up into A plus B. 0:02:40.050,0:02:42.513 And let's imagine that[br]these are all gases. 0:02:43.470,0:02:45.000 So let's assume that it's happening 0:02:45.000,0:02:47.670 in a container of a certain size. 0:02:47.670,0:02:50.580 And let's say that I were to shrink 0:02:50.580,0:02:52.920 the volume of that container. 0:02:52.920,0:02:56.160 What do you think is going[br]to happen in that situation? 0:02:56.160,0:02:59.880 Well, if I shrink the[br]volume of that container, 0:02:59.880,0:03:02.370 then you have a situation where A and B 0:03:02.370,0:03:04.140 are going to bump into each other more. 0:03:04.140,0:03:06.540 They're going to collide[br]into each other more. 0:03:06.540,0:03:11.540 And so you are going to have a[br]net direction go in that one. 0:03:11.580,0:03:16.580 You'll still have some C reacting[br]to break up into A and B, 0:03:16.650,0:03:19.230 but you're going to have[br]more A and B reacting, 0:03:19.230,0:03:21.810 bumping into each other,[br]colliding each other to form C, 0:03:21.810,0:03:24.240 until we hit a new equilibrium. 0:03:24.240,0:03:26.880 And notice what is happening there. 0:03:26.880,0:03:30.060 When A plus B reacts to form C, 0:03:30.060,0:03:33.150 it decreases the number of[br]particles in the container 0:03:33.150,0:03:35.760 and it decreases the pressure. 0:03:35.760,0:03:39.810 And so, eventually you're[br]going to hit a new equilibrium. 0:03:39.810,0:03:41.760 But when you disturb that equilibrium 0:03:41.760,0:03:43.470 by changing the volume, 0:03:43.470,0:03:46.740 the system shifted to[br]relieve that disturbance. 0:03:46.740,0:03:49.860 In that case, the disturbance[br]was an increased pressure 0:03:49.860,0:03:52.233 and it reestablished the equilibrium. 0:03:53.070,0:03:55.110 Let's imagine another reaction. 0:03:55.110,0:03:58.590 Let's imagine A plus B. 0:03:58.590,0:04:00.840 And let's say this is[br]an endothermic reaction. 0:04:00.840,0:04:04.830 So I'm gonna treat energy[br]really as a reactant here. 0:04:04.830,0:04:07.324 Just to make it clear that[br]this is an endothermic reaction 0:04:07.324,0:04:10.470 that could form C plus D. 0:04:10.470,0:04:13.710 Or you could have C plus D react 0:04:13.710,0:04:15.750 to form A plus B plus energy. 0:04:15.750,0:04:18.180 So the reaction that starts with C plus D 0:04:18.180,0:04:20.370 and forms A plus B in energy, 0:04:20.370,0:04:23.010 well, that's going to be exothermic. 0:04:23.010,0:04:25.800 So let's imagine what would happen here, 0:04:25.800,0:04:27.900 and let's imagine it's at equilibrium, 0:04:27.900,0:04:30.180 but then we disturb that equilibrium. 0:04:30.180,0:04:32.610 What happens if we[br]disturb that equilibrium 0:04:32.610,0:04:36.570 by adding more energy over here? 0:04:36.570,0:04:38.837 Well, if I add more energy, 0:04:38.837,0:04:40.410 it's going to be easier 0:04:40.410,0:04:43.710 for this endothermic reaction to occur, 0:04:43.710,0:04:46.110 and so it's going to[br]disturb the equilibrium 0:04:46.110,0:04:49.140 in that direction right over there. 0:04:49.140,0:04:53.370 And so you're going to have[br]that energy really get used up 0:04:53.370,0:04:55.590 to form more C and D. 0:04:55.590,0:04:57.570 You could imagine the other way. 0:04:57.570,0:05:00.660 What happens if I were[br]to take energy away? 0:05:00.660,0:05:05.660 Well, you need energy for A and[br]B to react to form C plus D. 0:05:05.700,0:05:08.040 So if you were to take energy away, 0:05:08.040,0:05:10.860 then the reaction that starts with A and B 0:05:10.860,0:05:12.600 is going to happen less. 0:05:12.600,0:05:15.180 And so you're gonna have a net direction 0:05:15.180,0:05:19.110 with C plus D reacting to form A plus B 0:05:19.110,0:05:21.540 until you hit a new equilibrium. 0:05:21.540,0:05:23.430 But the important thing to realize here 0:05:23.430,0:05:25.050 is in every situation, 0:05:25.050,0:05:26.700 whether we're disturbing the equilibrium 0:05:26.700,0:05:29.550 by changing concentration,[br]by changing volume, 0:05:29.550,0:05:31.380 and therefore changing pressure, 0:05:31.380,0:05:33.750 or you're adding or taking away energy, 0:05:33.750,0:05:36.300 which you could do in the form[br]of changing the temperature, 0:05:36.300,0:05:39.900 the system shifts to[br]relieve that disturbance 0:05:39.900,0:05:42.510 and re-establish a new equilibrium, 0:05:42.510,0:05:45.303 which, once again, is Le[br]Chatelier's Principle.