0:00:00.704,0:00:04.459 Some technologies are easier to understand[br]with the help of 3D animation. 0:00:07.040,0:00:10.412 But, what about the 6-Speed [br]automatic transmission from Allison. 0:00:13.263,0:00:16.954 To visualize and understand this beautiful[br]planetary gear set mechanism, 0:00:17.060,0:00:19.236 a 2D animation will be ideal. 0:00:19.835,0:00:23.737 You can consider this 2D drawing as [br]a cross section of the 3D model. 0:00:25.040,0:00:28.807 A planetary gear set has [br]2 inputs and 1 output. 0:00:29.880,0:00:33.250 If you properly understand [br]working of a planetary gear set, 0:00:33.250,0:00:37.340 you can easily understand automatic [br]transmissions from the 2D animation. 0:00:41.990,0:00:44.467 The essence of the planetary gear set is that 0:00:44.467,0:00:47.832 just by giving different speeds [br]to the ring and sun gears, 0:00:47.832,0:00:50.580 you will be able to get different[br]speeds at the output. 0:01:00.070,0:01:02.379 The beauty of automatic transmissions lies 0:01:02.379,0:01:05.036 in how these different input [br]speeds are transmitted. 0:01:05.449,0:01:07.720 Let's see it in the 2D animation. 0:01:11.100,0:01:15.155 This 3D planetary set [br]is represented in 2D as shown. 0:01:17.920,0:01:19.766 In an automatic transmission, 0:01:19.766,0:01:22.430 the input and the output are [br]not directly connected. 0:01:22.653,0:01:25.788 They are connected through [br]an intermediate shaft as shown. 0:01:26.920,0:01:30.003 Now, a small suggestion before you proceed. 0:01:30.003,0:01:32.941 You will be able to explain [br]all seven gears by yourself 0:01:32.941,0:01:36.611 by pausing the video for a moment [br]and understanding the mechanism. 0:01:36.850,0:01:39.140 Please try that at every single gear. 0:01:39.140,0:01:42.252 You will be amazed by [br]the brilliance of this mechanism. 0:01:43.540,0:01:45.617 If you press clutch C1, 0:01:45.617,0:01:48.031 the input will be connected to the sun gear. 0:01:48.402,0:01:52.510 If you press clutch C5, the output [br]ring gear will be stationary. 0:01:53.090,0:01:55.298 This will result in the first gear. 0:01:58.200,0:02:00.245 Now let's add one more gear set. 0:02:00.494,0:02:02.009 Here comes the tricky part. 0:02:02.009,0:02:05.921 The carrier of this set is connected [br]to the ring gear of the first set. 0:02:06.060,0:02:07.170 This simply means that 0:02:07.170,0:02:11.129 the output of the second set is [br]connected to the input of the first set. 0:02:11.810,0:02:16.264 Think for a moment about what happens[br]when you apply C1 and C4. 0:02:19.683,0:02:24.109 Since C4 is applied, the ring gear of[br]the second set will be stationary. 0:02:24.350,0:02:26.148 This makes the carrier turn. 0:02:26.470,0:02:29.549 This carrier is connected to [br]the ring gear of the first set. 0:02:29.720,0:02:32.958 So, the ring gear of [br]the first set will also turn. 0:02:33.180,0:02:36.757 This, in turn, will increase [br]the output speed 0:02:36.920,0:02:39.221 or we will get the second gear. 0:02:40.990,0:02:46.649 To obtain a fourth gear or direct drive,[br]a rotating clutch module is also used. 0:02:47.810,0:02:49.706 We know that for a direct drive, 0:02:49.706,0:02:53.338 both the sun and the ring gear[br]should rotate at the input speed. 0:02:54.283,0:02:59.050 If we press C2 and C1 together,[br]this is what happens. 0:03:01.190,0:03:03.223 In the very same mechanism, 0:03:03.223,0:03:08.132 if you apply C2 and C4 you will [br]get very high speed at the output. 0:03:08.536,0:03:11.390 Think for a moment and[br]try to understand this. 0:03:11.390,0:03:15.430 It is clear that the carrier of the second[br]set will turn at the input speed. 0:03:15.680,0:03:18.645 However, here the ring gear is stationary. 0:03:20.680,0:03:24.701 This makes the sun gear turn at almost [br]three times the speed of the input. 0:03:24.820,0:03:25.710 Eventually, 0:03:25.710,0:03:28.339 a very high output speed is obtained. 0:03:30.640,0:03:34.155 One more gear set is used to obtain [br]the remaining gear ratios. 0:03:34.330,0:03:38.304 However, the sun gear of this set [br]is not connected to the shaft. 0:03:38.410,0:03:41.864 Instead, it is connected to [br]the rotating clutch module. 0:03:41.980,0:03:45.657 So, this sun gear will always turn [br]at the input speed. 0:03:46.260,0:03:47.565 And here again, 0:03:47.565,0:03:51.066 the output of the set is connected[br]to the input of the adjacent set. 0:03:51.950,0:03:55.900 For the remaining gear ratios,[br]C3 is always applied. 0:03:55.900,0:03:59.494 This means that the brown carrier[br]or ring gear of the second set 0:03:59.494,0:04:02.796 will turn at one-third of the input speed[br]for the remaining cases. 0:04:05.550,0:04:08.816 For the third gear, apply C1 as well. 0:04:13.200,0:04:17.603 For the fifth gear, [br]apply C2 along with C3. 0:04:22.075,0:04:24.372 The reverse is an interesting mechanism. 0:04:24.620,0:04:28.060 Here, C5 is applied along with C3. 0:04:28.220,0:04:31.785 So here, the carrier of[br]the second set is stationary. 0:04:33.034,0:04:36.957 This means that the planet gears of[br]this set will not be able to revolve 0:04:37.330,0:04:39.030 and that they will simply spin. 0:04:40.160,0:04:43.037 This spin is in the same [br]direction as the input. 0:04:43.205,0:04:44.801 This planetary spin will make 0:04:44.801,0:04:47.931 the corresponding sun gear spin[br]in the opposite direction. 0:04:48.295,0:04:52.951 As a result, the output sun gear will[br]also turn in the opposite direction 0:04:52.951,0:04:54.813 and we will get the the reverse gear. 0:04:55.700,0:04:59.365 We hope that you enjoyed the brilliance[br]of the Allison transmission mechanism. 0:04:59.365,0:05:02.210 To make our free educational[br]services sustainable, 0:05:02.210,0:05:04.510 please support us at patreon.com. 0:05:04.794,0:05:05.761 Thank you.