Mathematical models of proprioceptors. II. Structure and function of the Golgi tendon organ.
about
A review of human sensory dynamics for application to models of driver steering and speed controlBeyond muscles stiffness: importance of state-estimation to account for very fast motor correctionsCorticomuscular transmission of tremor signals by propriospinal neurons in Parkinson's disease.Coordinated alpha and gamma control of muscles and spindles in movement and posture.The Dynamics of Voluntary Force Production in Afferented Muscle Influence Involuntary Tremor.Interfacing the somatosensory system to restore touch and proprioception: essential considerations.Toward a Proprioceptive Neural Interface that Mimics Natural Cortical Activity.Computationally efficient modeling of proprioceptive signals in the upper limb for prostheses: a simulation study.Improved decoding of limb-state feedback from natural sensors.A novel computational framework for deducing muscle synergies from experimental joint moments.Relating reflex gain modulation in posture control to underlying neural network properties using a neuromusculoskeletal model.The optimal neural strategy for a stable motor task requires a compromise between level of muscle cocontraction and synaptic gain of afferent feedback.Model-based prediction of fusimotor activity and its effect on muscle spindle activity during voluntary wrist movements.Neuromorphic meets neuromechanics, part II: the role of fusimotor drive.Ankle muscle tenotomy does not alter ankle flexor muscle recruitment bias during locomotor-related repetitive limb movement in late-stage chick embryos.Distributed force feedback in the spinal cord and the regulation of limb mechanics.
P2860
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P2860
Mathematical models of proprioceptors. II. Structure and function of the Golgi tendon organ.
description
2006 nî lūn-bûn
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2006年の論文
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2006年学术文章
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2006年学术文章
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@zh-hans
2006年学术文章
@zh-my
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name
Mathematical models of proprio ...... ion of the Golgi tendon organ.
@en
Mathematical models of proprio ...... ion of the Golgi tendon organ.
@nl
type
label
Mathematical models of proprio ...... ion of the Golgi tendon organ.
@en
Mathematical models of proprio ...... ion of the Golgi tendon organ.
@nl
prefLabel
Mathematical models of proprio ...... ion of the Golgi tendon organ.
@en
Mathematical models of proprio ...... ion of the Golgi tendon organ.
@nl
P2860
P356
P1476
Mathematical models of proprio ...... ion of the Golgi tendon organ.
@en
P2093
Gerald E Loeb
Milana P Mileusnic
P2860
P304
P356
10.1152/JN.00869.2005
P407
P577
2006-05-03T00:00:00Z