| Literature DB >> 21899779 |
Nicole Lehrer1, Yinpeng Chen, Margaret Duff, Steven L Wolf, Thanassis Rikakis.
Abstract
BACKGROUND: Few existing interactive rehabilitation systems can effectively communicate multiple aspects of movement performance simultaneously, in a manner that appropriately adapts across various training scenarios. In order to address the need for such systems within stroke rehabilitation training, a unified approach for designing interactive systems for upper limb rehabilitation of stroke survivors has been developed and applied for the implementation of an Adaptive Mixed Reality Rehabilitation (AMRR) System.Entities:
Mesh:
Year: 2011 PMID: 21899779 PMCID: PMC3192742 DOI: 10.1186/1743-0003-8-54
Source DB: PubMed Journal: J Neuroeng Rehabil ISSN: 1743-0003 Impact factor: 4.262
Figure 1AMRR system overview. The system captures a participant's movement and extracts key kinematic features identified within the action representation. This kinematic data is used for computational assessment and generates the interactive feedback. Based on observation and the computational assessment, the clinician may adapt the system.
Figure 2System Apparatus and participant marker placement. The system uses 11 Opti-Track cameras (not all cameras shown) to track 14 reflective markers worn by the participant on his back, shoulder blade, acromium process, lateral epicondyle, and the top of his hand, as well as 3 additional markers on the chair.
Figure 3Representation of a reach and grasp action. Kinematic parameters are listed within seven categories: 4 activity level categories (dark background) and 3 body function level categories (light background).
Figure 4Example of trajectory evaluation for feedback generation. x'(t) is the horizontal hand trajectory (measured in cm) along the X' direction. Xis the trajectory reference, from an average across non-impaired subject trajectories. The dead zone is the bandwidth for non-impaired subject variation. Trajectory deviation Δx' within this zone is zero. Feedback on trajectory deviation increases or decreases exponentially as the hand moves farther away from the dead zone toward the right or left. The rate of change in trajectory deviation is controlled by the adjustable size of the hull. The wider the hull, the slower the rate of deviation change, resulting in a less sensitive feedback bandwidth. Size of the hull is adjusted by the clinician depending upon the needs of the participant.
Kinematic features and corresponding definitions for quantification
| Temporal profile | |
|---|---|
| The instantaneous speed at which the endpoint is moving. | |
| The time duration from the initiation of movement until a reach is successfully completed. A reach is completed when the end-point reaches a specified distance from the target, the end-point velocity decreases below 5% of the maximum velocity, and the hand activates a sufficient number of sensors on the force-sensing target object (if a physical target is present). | |
| The maximum speed of the end-point (within a reach) while moving towards the target from the starting position. | |
| The average variation of the maximum speed (within a reach) over a set of ten reaches. | |
| The average variation of the maximum reaching time (within a reach) over a set of ten reaches. | |
| Real-time deviation of the end-point that is greater in magnitude than the maximum horizontal and vertical deviations within range of unimpaired variation, calculated as a function of the end-point's percentage completion of the reach. | |
| Largest magnitude values among the | |
| Measurement of how trajectories vary over several reaches using a profile variation function [ | |
| The binary indicator of finishing the task, achieved when the end-point reaches a specified distance from the target, the end-point velocity decreases below 5% of the maximum velocity, and the hand activates a sufficient number of sensors on the force-sensing target object (if a physical target is present). | |
| The Euclidian distance between the hand position (x, y, z)hand and reference curve position (x, y, z)ref measured at the first time the velocity decreases to 5% of the velocity peak, where (x, y, x)ref is the reference of the hand position for grasping the target obtained from adjusted unimpaired reaching profiles. | |
| The Euclidian distance between the hand position (x, y, z)hand and reference curve position (x, y, z)ref at the end of movement, where (x, y, z)ref is the reference of the hand position for grasping the target that is obtained during calibration. | |
| Used to measure variation of final spatial error across several trials, and is computed as the square root of summation of the ending point variances along the x-y-z directions for a set of ten trials. | |
| The first phase is identified as the initiai prominent acceleration and deceleration by the end-point, and an additional phase is defined as a local minimum in the velocity profile beyond the initial phase. The | |
| Compares the size of separate phases within one reach, and is calculated as the ratio between distance traveled after the peak of first phase (during deceleration) and the distance over the entire deceleration of the reach [ | |
| Compares the shape of the decelerating portion of the velocity profile to a Gaussian curve by measuring the total amount of area difference between the two curves. | |
| Measure of the velocity profile's smoothness, and is computed as the integral of the squared third derivative of end-point position [ | |
| All compensation measures are computed as a function of the end-point's distance to target because the extent of allowable compensation varies throughout the reach [ | |
| Compares the flexion of the torso relative to the non-impaired subjects' torso forward angular profile, adjusted to participant-specific start and end reference angles determined by a clinician during calibration. | |
| Compares the rotation of the torso relative to the non-impaired subjects' torso rotation angular profile, adjusted to participant-specific start and end reference angles determined by a clinician during calibration. | |
| Compares the elevation of the shoulder relative to the non-impaired subjects' shoulder elevation profile, adjusted to participant-specific start and end reference angles determined by a clinician during calibration. | |
| Compares the protraction of the shoulder relative to the non-impaired subjects' shoulder protraction profile, adjusted to participant-specific start and end reference angles determined by a clinician during calibration. | |
| Computed as the difference between current elbow position and the elbow position during rest calibration. Elbow lifting is only examined at the beginning of the reach as a predictive measure of initiation of the movement through compensatory strategies. | |
| Joint angles of the shoulder, elbow and forearm are evaluated based on the following measures | |
| The difference in angle from the initiation to the completion of the movement. | |
| The difference between the ROM of an observed reach and the reference ROM obtained during the assisted calibration reach. | |
| The maximum error between the observed joint angle curve during a reach and the reference curve derived from non-impaired reaching data that is scaled to the start and end reference angle of each participant. | |
| The average variation between angular profiles within a set often reaches. | |
| Measures synergy of two different joints moving in a linked manner, computed using the standard mathematical cross-correlation function of two angles over the duration of a reach for each pair listed below. May be compared to non-impaired upper extremity joint correlations for evaluation [ | |
| Measured cross-correlation between shoulder flexion and elbow extension | |
| Measured cross-correlation between forearm rotation and shoulder flexion | |
| Measured cross-correlation between forearm rotation and elbow extension | |
| Measured cross-correlation shoulder abduction and shoulder flexion | |
| Measured cross-correlation between shoulder abduction and elbow extension | |
Key kinematic features with corresponding feedback components and feature selection [12] applied within feedback design
| Trajectory | 1.Magnitude and direction of image particle movement | 1.visual | 1.concurrent continuous | 1.explicit | 1.online control |
| Speed | Rhythm of music | audio | concurrent continuous | implicit | feedforward |
| Velocity Profile | Image formation integrated with musical progression | audiovisual | concurrent continuous | extracted | feedforward |
| Forearm rotation | Image rotation | visual | concurrent continuous | explicit | online control |
| Elbow extension | Volume and richness of orchestral sounds | audio | concurrent continuous | implicit | online control/feedforward |
| Torso compensation | Abrupt disruptive sound | audio | concurrent intermittent | explicit | online control |
| Joint correlation | Temporal relationship among feedback mappings | audiovisual | concurrent continuous | extracted | feedforward |
Figure 5Three parallel feedback streams communicate the spatial and temporal behavior of the end-point. The z' distance to target (a) is the shortest physical distance the end-point must travel from rest position (z' = 0) to reach the target (z' = 1). Based on distance traveled, the end-point's location along z' prime controls the (b) size of the image formation (image progression) as well as which (c) chords are played (harmonic progression). The rhythmic shape or (d) rhythmic progression is controlled by the end-point's speed. These simultaneous feedback streams can form an integrated descriptor of the (e) velocity profile.
Participant demographics and lesion type
| Age | Months post-stroke | Sex | Lesion | |
|---|---|---|---|---|
| 76 | 6 | Female | left basal ganglia & periventricular white matter infarct | |
| 74 | 7 | Male | left-sided middle cerebral artery infarct | |
| 66 | 6 | Male | multifocal embolic left hemispheric cerebral infarctions | |
Participant baseline impairment and resultant training distribution
| Rated Overall Impairment | Ranked Movement Aspects of Impairment Profile | Related Movement Features | % | |
|---|---|---|---|---|
| Mild | 1. Torso and shoulder compensation | Shoulder compensation | 35.09 | |
| 2 Inconsistency of elbow extension | Peak speed | 15.00 | ||
| 3. Insufficient elbow extension | Torso compensation | 12.57 | ||
| 4. Trajectory | Targeting | 9.65 | ||
| 5. Joint Synchrony | Others | 9.52 | ||
| Elbow extension | 9.11 | |||
| Trajectory | 9.06 | |||
| Mild to moderate | 1. Insufficient elbow extension | Torso compensation | 28.9 | |
| 2. Insufficient shoulder flexion | Elbow extension | 23.2 | ||
| 3. Insufficient speed | Others | 20.2 | ||
| 4. Slow initiation of movement | Trajectory | 12.5 | ||
| 5. Torso compensation | Peak speed | 8.1 | ||
| Velocity bellness | 7.1 | |||
| Moderate | 1. Insufficient elbow extension | Torso compensation | 21.5 | |
| 2. Insufficient shoulder range of motion | Others | 20.6 | ||
| 3. Shoulder and torso compensation | Trajectory | 19.1 | ||
| 4. Ataxia | Elbow extension | 18.2 | ||
| 5. Targeting | Velocity bellness | 12.7 | ||
| Joint correlation | 7.9 | |||
Figure 6Changes in the Wolf Motor Function (WMFT) and Fugl-Meyer Assessment. (a) WMFT average Functional Ability Score (FAS), (b) WMFT total time, and (c) Fugl-Meyer Motor Function Assessment score
Figure 7Average changes in kinematic parameters measured prior to and following 12 sessions of training with the AMRR system. Raw mean values are presented for the unsupported (6-inches above the table surface) cone target located at the participant's midline, which is one of four target locations evaluated during the pre and post evaluation sessions.
Difference in percentage improvement for explicit FB versus the NFB trials for kinematic variables reflecting trajectory, forearm rotation, shoulder and torso compensation
| Horizontal Trajectory Error | -16.0% | -22.7% | 7.1% | 8.4% | ||
| Vertical Trajectory Error | 52.5% | 43.5% | 47.4% | 36.2% | ||
| Forearm Rotation Error | 22.4% | 38.4% | 2.0% | 44.2% | ||
| Shoulder Elevation Compensation | -3.2% | 20.7% | -5.9% | 19.6% | ||
| Shoulder Forward Compensation | 13.9% | 21.4% | 0.8% | 31.5% | ||
| Torso Forward Compensation | 37.7% | 33.6% | 23.7% | -3216.0% | ||
| Torso Twist Compensation | 18.7% | 26.7% | -31.1% | 2.3% | ||
| Horizontal Trajectory Error | 4.8% | 38.6% | 24.0% | 2.3% | ||
| Vertical Trajectory Error | 24.8% | 22.5% | -11.5% | 38.0% | ||
| Forearm Rotation Error | 9.0% | 25.7% | 23.3% | -9.3% | ||
| Shoulder Elevation Compensation | -2.3% | -2.0% | -5.3% | -8.8% | ||
| Shoulder Forward Compensation | 5.9% | 3.5% | -4.7% | 5.9% | ||
| Torso Forward Compensation | 19.1% | 12.1% | 11.2% | 6.5% | ||
| Torso Twist Compensation | 11.8% | 27.5% | 3.6% | 26.3% | ||
| Horizontal Trajectory Error | 1.3% | -3.1% | -184.0% | 2.2% | ||
| Vertical Trajectory Error | 2.5% | -23.8% | 17.8% | 11.1% | ||
| Forearm Rotation Error | -0.2% | 0.1% | 5.9% | -1.8% | ||
| Shoulder Elevation Compensation | 4.1% | 2.1% | 5.8% | 0.8% | ||
| Shoulder Forward Compensation | 0.1% | 0.8% | 0.6% | -2.2% | ||
| Torso Forward Compensation | 33.7% | 27.1% | 27.6% | 60.2% | ||
| Torso Twist Compensation | 16.4% | 6.0% | 12.7% | -1.8% | ||