Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 2 ppsx

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 2 ppsx

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 2 ppsx

... model. Mathematical Biosciences 52: 24 1 -2 60 6. McGeer, T., 1993, Dynamics and control of bipedal locomotion. Journal of Theoretical Biology, 163 :27 7-3 14. 7. Blickhan R, Full RJ, 1987, Locomotion energetics of ... R., et al. ,20 00a, Controlling one-legged three-dimensional hopping movement. Intern Symp. Adaptive Motion of Ani- mals and machines (AMAM 20 00) 19....
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 6 ppsx

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 6 ppsx

... interaction dynamics between control and body systems, and to analytically and syn- thetically discuss a well-balanced relationship between the dynamics of these two systems. More specifically, the aim of this ... a set of design principles for adaptive motion. The principle of ecological balance, for example, tells us that given a particu- 98 Rolf Pfeifer lean (Collins et...
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) part 11 ppsx

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) part 11 ppsx

... Dynamics and control of bipedal locomotion, J. Theor. Biol. 163, 27 7-3 14. 21 . van der Linde, R. Q., 1999, Passive bipedal walking with phasic muscle con- traction, Biol. Cybern. 81, 22 7 -2 37. 22 . Raibert, ... University Kitashirakawa-Oiwakecho, Sakyo, Kyoto 60 6-8 5 02, Japan 2 Department of Mechanical Engineering, Faculty of Science and Technology, Keio University,...
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 1 docx

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 1 docx

... irregularterrain 22 3 5 Conclusion 22 5 A Turning Strategy of a Multi-legged Locomotion Robot 22 7 Kazuo Tsuchiya, Shinya Aoi, Katsuyoshi Tsujita 1 Introduction 22 7 2 Model 22 8 3 Stability analysis of walking ... Emulating Adaptive Locomotion of a Quadrupedal Primate by a Neuro-musculo-skeletal Model 20 5 Naomichi Ogihara, Nobutoshi Yamazaki Contents Part 1 Motion Genera...
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 3 pptx

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 3 pptx

... simplest walking model: sta- bility, complexity, and scaling, J. of Biomechanical Eng., 120 :28 1 -2 88 2. Grillner S, Wall´en P. 1985 Central pattern generators for locomotion, with special reference ... possibility of employing state -of- the-art interventional recording techniques and cellular-to-systems level of neuroscientific analysis to the study of locomotion. We think th...
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 4 doc

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 4 doc

... fastigiofugal fibers projecting contralaterally include fastigio-RS, fastigio-VS, fastigiospinal and fastigio-tecto-RS fibers [2] . In both cats [4 ,22 ] and monkeys [23 ,24 ], command signals related ... because of their phylogenetical and morphological similarities with early hominids [35]. They compared spatio-temporal characteristics of natural Bp and Qp walking over- ground, es...
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 5 pdf

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 5 pdf

... spring-mass model for running and hopping. - J Biomech 22 (11/ 12) : 121 7-1 22 7. 11. Lee C.R., Farley C. (1998): Determinant of the center of mass in human walking and running. - JexpBiol201(pt 21 ): 29 3 5 -2 944. 12. ... Hildebrand M.(1965): Symmetrical gaits of horses. – Science 150: 70 1-7 08. 2. Hildebrand M.(1977): Analysis of asymmetrical gaits. –JMamm5...
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 7 ppt

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 7 ppt

... two-DOF link system. The basic equation becomes  M2 11 M2 12 M2 12 M2 22  ¨ θ 1 ¨ θ 2  +  0 C2 12 −C2 12 0  ˙ θ 1 ˙ θ 2  +  K2 1 K2 2  =0 (5) where the elements M2 ij ,C2 ij and K2 ij of ... natural walking in order to improve the walking efficiency. As a control method of the natural dynamics of the biped mechanism, Ono et al. proposed a self-excitation con...
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 8 docx

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 8 docx

... θ 3 Appendix 3 M2 11 = I 1 + m 1 a 2 1 + m 2 l 2 1 M2 12 = m 2 a 2 l 1 cos(θ 2 − θ 1 ) M2 22 = I 2 + m 2 a 2 2 C2 12 = −m 2 a 2 l 1 sin(θ 2 − θ 1 ) K2 1 =(m 1 a 1 + m 2 l 1 )g sin θ 1 K2 2 = m 2 a 2 g sin ... l 1 (m 2 v 2x + m 3 v 3x )}cos θ 1 +{a 1 m 1 v 1y + l 1 (m 2 v 2y + m 3 v 3y )}sin θ 1 f 2 (θ 2 , ˙ θ − 2 )=I 2 ˙ θ − 2 +(a 2 m 2...
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Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 9 docx

Adaptive Motion of Animals and Machines - Hiroshi Kimura et al (Eds) Part 9 docx

... Ogihara, N. and Yamazaki, N., 20 01, “Generation of human bipedal locomotion by a bio-mimetic neuro-musculo-skeletal model”, Biol. Cybern., 84, pp. 1-1 1. 8. Ogino, M. Hosoda, K. and M, Asada., 20 02, “Acquiring ... use of the concept of DFC and the entrainment phe- nomena of PDW, we proposed a new control method of Quasi-PDW. Con- cretely, the proposed method uses (k-1)-t...
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