<p><p>The model-based investigation of motions of anthropomorphic systems is an important interdisciplinary research topic involving specialists from many fields such as Robotics, Biomechanics, Physiology, Orthopedics, Psychology, Neurosciences, Sports, Computer Graphics and Applied Mathematics. Thi
Modeling, Simulation and Optimization of Bipedal Walking
โ Scribed by Katja Mombaur, Karsten Berns
- Publisher
- Springer
- Year
- 2013
- Tongue
- English
- Leaves
- 288
- Category
- Library
No coin nor oath required. For personal study only.
โฆ Synopsis
The model-based investigation of motions of anthropomorphic systems is an important interdisciplinary research topic involving specialists from many fields such as Robotics, Biomechanics, Physiology, Orthopedics, Psychology, Neurosciences, Sports, Computer Graphics and Applied Mathematics. This book presents a study of basic locomotion forms such as walking and running is of particular interest due to the high demand on dynamic coordination, actuator efficiency and balance control. Mathematical models and numerical simulation and optimization techniques are explained, in combination with experimental data, which can help to better understand the basic underlying mechanisms of these motions and to improve them.
๐ SIMILAR VOLUMES
This book presents various techniques to carry out the gait modeling, the gait patterns synthesis, and the control of biped robots. Some general information on the human walking, a presentation of the current experimental biped robots, and the application of walking bipeds are given. The modeling is
Content: <br>Chapter 1 Bipedal Robots and Walking (pages 1โ45): <br>Chapter 2 Kinematic and Dynamic Models for Walking (pages 47โ126): <br>Chapter 3 Design Tools for Making Bipedal Robots (pages 127โ217): <br>Chapter 4 Walking Pattern Generators (pages 219โ265): <br>Chapter 5 Control (pages 267โ326)
<p>This book features selected contributions in the areas of modeling, simulation, and optimization. The contributors discusses requirements in problem solving for modeling, simulation, and optimization. Modeling, simulation, and optimization have increased in demand in exponential ways and how pote
1 online resource :