Abstract:This study has validated a dynamic, non-invasive, and accurate method for locating the elbow's center of rotation. This preliminary study thus found a different center of rotation of the one in the middle of the trochlea previously thought. This could lead us to reflect on the designs of our prostheses to reduce the mechanical stresses and the risk of loosening.
“…This represents the closeness of changing patterns. The MATLAB plot validates that the area involved during motion between double four-bar configuration's instantaneous center with elbow positions are identical, which lies under the reported value of the cross-sectional area of the instantaneous center of elbow joint at the lateral view (sagittal plane) [23,24]. The prototype of the designed configuration coupled with human limb is fabricated as shown in Figure 7, which shows the task performance while staying comfortable in movement, i.e., with least misalignment.…”
Section: Validationsupporting
confidence: 63%
“…Elbow joint rotation is a multi-axis joint rotation, i.e., the instantaneous center of rotation of elbow axis varies with the elbow flexion-extension movement. It is reported that, normally, 2.5 mm × 7.8 mm is the cross-sectional area of the instantaneous center of elbow joint at lateral view (sagittal plane) [23,24]. Elvire et al [24] reported in their paper that the center of rotation of the elbow is 7± 14 mm at distal, 4 ± 9 mm at lateral and 4 ± 10 mm at the anterior to medial epicondyle.…”
mentioning
confidence: 97%
“…It is reported that, normally, 2.5 mm × 7.8 mm is the cross-sectional area of the instantaneous center of elbow joint at lateral view (sagittal plane) [23,24]. Elvire et al [24] reported in their paper that the center of rotation of the elbow is 7± 14 mm at distal, 4 ± 9 mm at lateral and 4 ± 10 mm at the anterior to medial epicondyle. Figure 1 shows the varying instantaneous center position with respect to the elbow flexion-extension motion.…”
One of the primary reasons for wearable exoskeleton rejection is user discomfort caused by misalignment between the coupled system, i.e., the human limb and the exoskeleton. The article focuses primarily on the solution strategies for misalignment issues. The purpose of this work is to facilitate rehabilitative exercise-based exoskeletons for neurological and muscular disorder patients, which can aid a user in following the appropriate natural trajectory with the least amount of misalignment. A double four-bar planar configuration is used for this purpose. The paper proposes a methodology for developing an optimum task-oriented upper-limb hybrid exoskeleton with low active degrees-of-freedom (dof) that enables users to attain desired task space locations (TSLs) while maintaining an acceptable range of kinematic performance. Additionally, the study examines the influence of an extra restriction placed at the elbow motion and the compatibility of connected systems. The findings and discussion indicate the usefulness of the proposed concept for upper-limb rehabilitation.
“…This represents the closeness of changing patterns. The MATLAB plot validates that the area involved during motion between double four-bar configuration's instantaneous center with elbow positions are identical, which lies under the reported value of the cross-sectional area of the instantaneous center of elbow joint at the lateral view (sagittal plane) [23,24]. The prototype of the designed configuration coupled with human limb is fabricated as shown in Figure 7, which shows the task performance while staying comfortable in movement, i.e., with least misalignment.…”
Section: Validationsupporting
confidence: 63%
“…Elbow joint rotation is a multi-axis joint rotation, i.e., the instantaneous center of rotation of elbow axis varies with the elbow flexion-extension movement. It is reported that, normally, 2.5 mm × 7.8 mm is the cross-sectional area of the instantaneous center of elbow joint at lateral view (sagittal plane) [23,24]. Elvire et al [24] reported in their paper that the center of rotation of the elbow is 7± 14 mm at distal, 4 ± 9 mm at lateral and 4 ± 10 mm at the anterior to medial epicondyle.…”
mentioning
confidence: 97%
“…It is reported that, normally, 2.5 mm × 7.8 mm is the cross-sectional area of the instantaneous center of elbow joint at lateral view (sagittal plane) [23,24]. Elvire et al [24] reported in their paper that the center of rotation of the elbow is 7± 14 mm at distal, 4 ± 9 mm at lateral and 4 ± 10 mm at the anterior to medial epicondyle. Figure 1 shows the varying instantaneous center position with respect to the elbow flexion-extension motion.…”
One of the primary reasons for wearable exoskeleton rejection is user discomfort caused by misalignment between the coupled system, i.e., the human limb and the exoskeleton. The article focuses primarily on the solution strategies for misalignment issues. The purpose of this work is to facilitate rehabilitative exercise-based exoskeletons for neurological and muscular disorder patients, which can aid a user in following the appropriate natural trajectory with the least amount of misalignment. A double four-bar planar configuration is used for this purpose. The paper proposes a methodology for developing an optimum task-oriented upper-limb hybrid exoskeleton with low active degrees-of-freedom (dof) that enables users to attain desired task space locations (TSLs) while maintaining an acceptable range of kinematic performance. Additionally, the study examines the influence of an extra restriction placed at the elbow motion and the compatibility of connected systems. The findings and discussion indicate the usefulness of the proposed concept for upper-limb rehabilitation.
“…1 Meanwhile, the non-invasive and non-irradiating optical motion capture technique offers an efficient approach to estimate joint kinematics using marker-based musculoskeletal models. 2 However, in most studies that used a marker-based elbow model, the forearm was treated as a rigid segment, 3,4 and the elbow was commonly defined as a joint of two independent degrees of freedom: elbow flexion-extension (F/E) and pronation/supination (P/S), ignoring the fact that relative motion exists between ulna and radius. Particularly for forearm P/S, previous studies mainly used a goniometer directly on the subject to measure the overall rotation of a stick which is held in the hand during P/S.…”
This study aimed to find an optimal measurement protocol of elbow and forearm kinematics using different modelling and tracking methods. Kinematic data of elbow flexion/extension and forearm pronation/supination was acquired using optical motion capture from 12 healthy male volunteers. Segment coordinate systems for humerus, forearm, radius, ulna, and hand were defined. Different tracking methods, using anatomical markers or rigid or point maker clusters, were used to compute the three-dimensional rotations. Marker placement errors were assessed to evaluate the rigid body assumption. Multiple comparisons demonstrated statistical differences between tracking methods: compared to using only anatomical markers, tracking using clusters reduced the estimated range of pronation/supination by 14.9%–43.2%, while it estimated increased flexion/extension by 5.3%–9.1%. The study suggests using only anatomical markers exerts the optimal estimation of elbow and forearm kinematics. Modelling using the coordinate systems of the humerus and forearm and of the humerus and ulna, respectively, demonstrated good consistency with literature and are correspondingly regarded as the most appropriate approach for measuring pronation/supination and flexion/extension. The results are valuable in establishing a measurement protocol for analysing elbow and forearm kinematics, avoiding confusions and misinterpretations in communicating results from different methodologies.
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