0:00:00.460,0:00:02.500 Some technologies are easier to understand 0:00:02.620,0:00:04.140 with the help of 3D animation 0:00:07.040,0:00:10.640 But, What about the 6-Speed Automatic transmition from Allison 0:00:13.300,0:00:14.760 To visualize and understand 0:00:14.760,0:00:16.540 This beautiful planetary gearset mechanism 0:00:17.060,0:00:18.840 A 2D Animation will be ideal 0:00:19.480,0:00:23.800 You can consider this 2D drawing as a cross section of the 3D model 0:00:25.040,0:00:28.460 A planetary gearset has 2 inputs and 1 output 0:00:29.880,0:00:32.780 If you properly understand working of a planetary gearset 0:00:32.820,0:00:37.340 You can easily understand automatic transmitions from the 2D animation 0:00:41.990,0:00:45.079 the essence of the planetary gearset is[br]that just by giving 0:00:45.080,0:00:48.980 different speeds to the ring and sun[br]gears you will be able to get different 0:00:48.980,0:00:50.580 speeds at the output 0:01:00.070,0:01:04.000 the beauty of automatic transmissions[br]lies in how these different input speeds 0:01:04.000,0:01:05.449 are transmitted 0:01:05.449,0:01:07.589 let's see it in the 2D animation 0:01:11.100,0:01:14.920 this 3D planetary set is represented in 2D as shown 0:01:17.920,0:01:21.430 in an automatic transmission the input[br]and the output are not directly 0:01:21.430,0:01:25.450 connected they are connected through an[br]intermediate shaft as shown 0:01:26.920,0:01:31.479 now a small suggestion before you[br]proceed you will be able to explain all 0:01:31.480,0:01:36.420 seven gears by yourself by pausing the[br]video for a moment and understanding the mechanism 0:01:36.850,0:01:41.810 please try that at every single gear you[br]will be amazed by the brilliance of this mechanism 0:01:43.540,0:01:48.490 if you press clutch see one the input[br]will be connected to the sun gear if you 0:01:48.490,0:01:52.090 press clutch C5 the output rain gear[br]will be stationary 0:01:53.090,0:01:56.090 this will result in the first gear 0:01:58.200,0:02:02.009 now let's add one more gear set here[br]comes the tricky part 0:02:02.009,0:02:06.060 the carrier of this set is connected to[br]the ring gear of the first set 0:02:06.060,0:02:10.900 this simply means that the output of the[br]second set is connected to the input of the first set 0:02:11.810,0:02:15.860 think for a moment about what happens[br]when you apply C1 and C4 0:02:19.520,0:02:23.780 Since C4 is applied the ring gear of[br]the second set will be stationary 0:02:24.350,0:02:29.430 this makes the carrier turn this carrier[br]is connected to the ring gear of the first set 0:02:29.720,0:02:32.960 so the ring gear of the first set will[br]also turn 0:02:33.180,0:02:36.460 this in turn will increase the output speed 0:02:36.920,0:02:39.120 or we will get the second[br]gear 0:02:40.990,0:02:46.450 to obtain a fourth gear or direct drive[br]a rotating clutch module is also used 0:02:47.810,0:02:51.970 we know that for a direct drive both the[br]Sun and the ring gear should rotate at 0:02:52.080,0:02:53.340 the input speed 0:02:54.060,0:02:57.390 if we press C2 and C1 together 0:02:57.390,0:02:58.950 this is what happens 0:03:01.190,0:03:07.370 in the very same mechanism if you apply[br]C2 and C4 you will get very high speed 0:03:07.370,0:03:11.390 at the output think for a moment and try[br]to understand this 0:03:11.390,0:03:15.140 it is clear that the carrier of the[br]second set will turn at the input speed 0:03:15.680,0:03:18.680 however here the ring gear is stationary 0:03:20.680,0:03:21.610 this makes the sun gear 0:03:21.610,0:03:24.820 turn at almost three times the[br]speed of the input 0:03:24.820,0:03:28.240 eventually a very high output speed is[br]obtained 0:03:30.640,0:03:34.330 one more gear set is used to obtain the[br]remaining gear ratios 0:03:34.330,0:03:38.410 however the sun gear of this set is not[br]connected to the shaft 0:03:38.410,0:03:41.970 instead it is connected to the rotating[br]clutch module 0:03:41.980,0:03:45.420 so this sun gear will always turn at the[br]input speed 0:03:46.260,0:03:48.260 and here again the output of 0:03:48.260,0:03:51.260 the set is connected to the input of the[br]adjacent set 0:03:51.950,0:03:57.080 for the remaining gear ratios C3 is[br]always applied this means that the brown 0:03:57.080,0:04:01.190 carrier or ring gear of the second set[br]will turn at one-third of the input 0:04:01.190,0:04:03.290 speed for the remaining cases 0:04:05.550,0:04:08.550 for the third gear apply see one as well 0:04:13.200,0:04:17.320 for the fifth gear apply C2 along with C3 0:04:21.899,0:04:24.170 the reverse is an interesting mechanism 0:04:24.620,0:04:28.220 here C5 is applied along with C3 0:04:28.220,0:04:31.610 so here the carrier of the second set is[br]stationary 0:04:32.670,0:04:36.780 this means that the planet gears of this[br]set will not be able to revolve 0:04:37.330,0:04:39.030 and that they will simply spin 0:04:40.160,0:04:44.720 this spin is in the same direction as[br]the input this planetary spin will make 0:04:44.720,0:04:48.960 the corresponding sun gear spin in the[br]opposite direction as a result 0:04:49.430,0:04:53.750 the output sun gear will also turn in the[br]opposite direction and we will get 0:04:53.750,0:04:54.830 the tereverse gear 0:04:55.700,0:04:59.570 we hope that you enjoyed the brilliance[br]of the allison transmission mechanism to 0:04:59.570,0:05:02.210 make our free educational services[br]sustainable 0:05:02.210,0:05:05.210 please support us at patreon.com thank[br]you