Literature DB >> 14642641

Interaction between discrete and rhythmic movements: reaction time and phase of discrete movement initiation during oscillatory movements.

Aymar de Rugy1, Dagmar Sternad.   

Abstract

This study investigates a task in which discrete and rhythmic movements are combined in a single-joint elbow rotation. Previous studies reported a tendency for the EMG burst associated with the discrete movement to occur around the expected burst associated with the rhythmic movement (e.g., [Exp. Brain Res. 99 (1994) 325; J. Neurol. Neurosurg. Psychiatry 40 (1977) 1129; Hum. Mov. Sci. 19 (2000) 627]). We document this interaction between discrete and rhythmic movements in different task variations and suggest a model consisting of rhythmic and discrete pattern generators that reproduces the major results. In the experiment, subjects performed single-joint elbow oscillatory movements (2 Hz). Upon a signal, they initiated a movement that consisted of a shift in the midpoint of the oscillation (MID), a shift in the amplitude of the oscillation (AMP), or a combination of both (MID + AMP). These shifting movements were performed either in a reaction time or in a self-paced fashion. The tendency for the EMG bursts associated with the discrete and rhythmic movements to synchronize was found similarly in all three tasks and instruction conditions, but the synchronization was most pronounced in the self-initiated discrete movement. Reaction time was increased for the combined task (MID + AMP), indicating higher control demands due to a combination of discrete and rhythmic components. This EMG burst synchronization was reproduced in a model based on a half-center oscillator with activation signals that produce either rhythmic or discrete activity. This activity was interpreted as torques driving a simple limb model. Summation of discrete and rhythmic activation signals of the pattern generators was sufficient to simulate the EMG burst synchronization. Further, simulation data reproduced the modulation of the reaction time as a function of the phase of the discrete movement.

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Year:  2003        PMID: 14642641     DOI: 10.1016/j.brainres.2003.09.031

Source DB:  PubMed          Journal:  Brain Res        ISSN: 0006-8993            Impact factor:   3.252


  15 in total

1.  The primacy of rhythm: how discrete actions merge into a stable rhythmic pattern.

Authors:  Zhaoran Zhang; Dagmar Sternad
Journal:  J Neurophysiol       Date:  2018-12-19       Impact factor: 2.714

2.  Target width scaling in a repetitive aiming task: switching between cyclical and discrete units of action.

Authors:  John J Buchanan; Jin-Hoon Park; Charles H Shea
Journal:  Exp Brain Res       Date:  2006-08-18       Impact factor: 1.972

3.  Open-loop, closed-loop and compensatory control: performance improvement under pressure in a rhythmic task.

Authors:  Felix Ehrlenspiel; Kunlin Wei; Dagmar Sternad
Journal:  Exp Brain Res       Date:  2009-11-27       Impact factor: 1.972

4.  Rhythmic arm movements are less affected than discrete ones after a stroke.

Authors:  Patricia Leconte; Jean-Jacques Orban de Xivry; Gaëtan Stoquart; Thierry Lejeune; Renaud Ronsse
Journal:  Exp Brain Res       Date:  2016-01-09       Impact factor: 1.972

5.  Separating neural influences from peripheral mechanics: the speed-curvature relation in mechanically constrained actions.

Authors:  James Hermus; Joseph Doeringer; Dagmar Sternad; Neville Hogan
Journal:  J Neurophysiol       Date:  2020-03-11       Impact factor: 2.714

Review 6.  Dynamic primitives of motor behavior.

Authors:  Neville Hogan; Dagmar Sternad
Journal:  Biol Cybern       Date:  2012-11-03       Impact factor: 2.086

7.  A computational model for rhythmic and discrete movements in uni- and bimanual coordination.

Authors:  Renaud Ronsse; Dagmar Sternad; Philippe Lefèvre
Journal:  Neural Comput       Date:  2009-05       Impact factor: 2.026

8.  Dynamic primitives in the control of locomotion.

Authors:  Neville Hogan; Dagmar Sternad
Journal:  Front Comput Neurosci       Date:  2013-06-21       Impact factor: 2.380

9.  Walking is not like reaching: evidence from periodic mechanical perturbations.

Authors:  Jooeun Ahn; Neville Hogan
Journal:  PLoS One       Date:  2012-03-27       Impact factor: 3.240

10.  On the Kinematic Motion Primitives (kMPs) - Theory and Application.

Authors:  Federico L Moro; Nikos G Tsagarakis; Darwin G Caldwell
Journal:  Front Neurorobot       Date:  2012-10-12       Impact factor: 2.650

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