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- W2939762038 abstract "The main objective of this paper consists in the establishment of the generalized elastokinematics equations for robot structures with flexible links. For kinematics and differential matrices in the case of the robot structures with rigid and elastic links will be applied the matrix exponentials, in accordance with the algorithm developed by the main author. Consequently, the matrix exponentials will stay at the basis of establishment the linear and angular transfer matrices. By means of the same matrix exponentials will be also determined all kinematic parameters. In the second part of this paper elastokinematics structure of the serial robot will be analyzed. Applying the properties of the matrix exponentials, the locating matrices and their time derivatives corresponding to small deformations will be also established. On the basis of these differential transformations, in the final part of the paper, will be determined the linear and angular velocities and accelerations, as well as Jacobian matrix. Key words: elastokinematics, elastodynamics, advanced mechanics, robotics." @default.
- W2939762038 created "2019-04-25" @default.
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- W2939762038 date "2019-04-12" @default.
- W2939762038 modified "2023-10-18" @default.
- W2939762038 title "MATRIX EXPONENTIALS IN ROBOT ELASTOKINEMATICS" @default.
- W2939762038 hasPublicationYear "2019" @default.
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