Abstract

A principle of locomotor control in an unpredictably changing environment is presented on the basis of neurophysiology and biomechanics from the perspective of nonlinear dynamics theory. Locomotor movements emerge as a limit cycle generated through global entrainment among the neuro-musculo-skeletal system and the environment. A computer simulation of a specific model of bipedal locomotion shows its ability to adapt to a changing environment in real-time. The stability of the limit cycle is maintained despite the presence of time delays in transporting and processing information between the neural rhythm generator and the musculo-skeletal system. With considerable time delays, however, the locomotor pattern becomes chaotic, which is compared with a gait of patients with neural deficits. A general framework for motor control is discussed toward the control of movements in an unpredictable environment.

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