1 00:00:00,000 --> 00:00:17,740 2 00:00:17,740 --> 00:00:21,400 So DIGITS grasping system under development at the Ohio State 3 00:00:21,400 --> 00:00:23,860 University is a dextrous grasping 4 00:00:23,860 --> 00:00:27,640 system consisting of four three degree of freedom fingers. 5 00:00:27,640 --> 00:00:29,710 The system's modular construction 6 00:00:29,710 --> 00:00:33,580 allows easy reconfiguration to perform both precision 7 00:00:33,580 --> 00:00:36,340 and power grasps. 8 00:00:36,340 --> 00:00:38,590 A power grasp is especially of value 9 00:00:38,590 --> 00:00:40,660 in unstructured environments where 10 00:00:40,660 --> 00:00:43,270 only approximate information is provided 11 00:00:43,270 --> 00:00:46,540 on an object's size, weight, shape, and surface 12 00:00:46,540 --> 00:00:47,980 characteristics. 13 00:00:47,980 --> 00:00:50,080 It is characterized by multiple points 14 00:00:50,080 --> 00:00:52,660 of contact between the grasp object 15 00:00:52,660 --> 00:00:55,900 and the inner surfaces of the fingers and thumb. 16 00:00:55,900 --> 00:00:58,060 Because of its enveloping nature, 17 00:00:58,060 --> 00:01:02,350 it maximizes the load carrying capability of a robot hand 18 00:01:02,350 --> 00:01:03,385 and is highly stable. 19 00:01:03,385 --> 00:01:06,580 20 00:01:06,580 --> 00:01:09,370 Even with relatively straightforward open loop 21 00:01:09,370 --> 00:01:11,680 torque control, the resulting power 22 00:01:11,680 --> 00:01:15,460 grasp system is quite sensitive and flexible. 23 00:01:15,460 --> 00:01:19,030 Using a model of digits, its weight handling capability 24 00:01:19,030 --> 00:01:22,630 can be determined using linear programming optimization 25 00:01:22,630 --> 00:01:23,770 techniques. 26 00:01:23,770 --> 00:01:26,570 In this demonstration, the maximum weight 27 00:01:26,570 --> 00:01:28,960 which can be held stably is shown by the length 28 00:01:28,960 --> 00:01:31,060 of the rotating red arrow. 29 00:01:31,060 --> 00:01:34,600 The arrow's direction indicates the direction of gravity, 30 00:01:34,600 --> 00:01:38,210 thereby simulating a rotation of the grasp's posture. 31 00:01:38,210 --> 00:01:40,510 The torques necessary to hold the weight 32 00:01:40,510 --> 00:01:42,760 are shown by the outside bars. 33 00:01:42,760 --> 00:01:44,740 The yellow [? trace ?] [? drum ?] represents 34 00:01:44,740 --> 00:01:48,310 the region of stability for each object. 35 00:01:48,310 --> 00:01:50,650 Several analytical results, such as these, 36 00:01:50,650 --> 00:01:52,960 have been experimentally verified. 37 00:01:52,960 --> 00:01:55,540 More than 30 pounds can be stably held 38 00:01:55,540 --> 00:01:59,050 using just two fingers of digits. 39 00:01:59,050 --> 00:02:02,860 However, more general experiments [INAUDIBLE] 40 00:02:02,860 --> 00:02:06,910 control algorithms can be time consuming when performed 41 00:02:06,910 --> 00:02:08,870 on the digit system directly. 42 00:02:08,870 --> 00:02:12,460 As a result, a dynamic simulator has been developed for it. 43 00:02:12,460 --> 00:02:14,770 It allows simulation of compliance, 44 00:02:14,770 --> 00:02:19,190 as well as friction, slipping, rolling, and wedging effects. 45 00:02:19,190 --> 00:02:23,140 The simulator is written entirely in C under X Windows 46 00:02:23,140 --> 00:02:25,870 and allows for easy entry and modification 47 00:02:25,870 --> 00:02:28,430 of the many and important parameters, 48 00:02:28,430 --> 00:02:31,670 including external wrenches on the object. 49 00:02:31,670 --> 00:02:34,600 The simulator has been used to determine dynamic weight 50 00:02:34,600 --> 00:02:36,550 handling capabilities. 51 00:02:36,550 --> 00:02:38,410 The heaviest weights are typically 52 00:02:38,410 --> 00:02:41,290 held in a four-point contact grasp. 53 00:02:41,290 --> 00:02:44,200 However, a five-point contact grasp 54 00:02:44,200 --> 00:02:48,760 can be maintained if the object is first wedged into the grasp. 55 00:02:48,760 --> 00:02:51,820 As previously mentioned, external torques 56 00:02:51,820 --> 00:02:54,640 may be applied to the object, allowing studies 57 00:02:54,640 --> 00:02:56,710 of the effects of external [INAUDIBLE] 58 00:02:56,710 --> 00:03:00,520 on the grasp under simple open loop torque control. 59 00:03:00,520 --> 00:03:03,610 The simulation also supports easy application 60 00:03:03,610 --> 00:03:06,490 of external forces of arbitrary direction, 61 00:03:06,490 --> 00:03:10,750 as well as modification of the object's specifications. 62 00:03:10,750 --> 00:03:14,590 With progress and understanding enveloping power grasps, 63 00:03:14,590 --> 00:03:19,900 applications can be explored in space, nuclear, undersea, 64 00:03:19,900 --> 00:03:23,610 and other unstructured environments. 65 00:03:23,610 --> 00:03:41,000