scholarly journals Effects Of Weighted Baseball Throwing On Youth Glenohumeral Joint Reaction Force

2020 ◽  
Vol 52 (7S) ◽  
pp. 260-260
Author(s):  
Hiroshi Sagawa ◽  
Michael R. Torry ◽  
Adam E. Jagodinsky ◽  
Sean Higinbotham ◽  
Michelle Sabick
2020 ◽  
Vol 36 (4) ◽  
pp. 249-258
Author(s):  
Daniel C. McFarland ◽  
Alexander G. Brynildsen ◽  
Katherine R. Saul

Most upper-extremity musculoskeletal models represent the glenohumeral joint with an inherently stable ball-and-socket, but the physiological joint requires active muscle coordination for stability. The authors evaluated sensitivity of common predicted outcomes (instability, net glenohumeral reaction force, and rotator cuff activations) to different implementations of active stabilizing mechanisms (constraining net joint reaction direction and incorporating normalized surface electromyography [EMG]). Both EMG and reaction force constraints successfully reduced joint instability. For flexion, incorporating any normalized surface EMG data reduced predicted instability by 54.8%, whereas incorporating any force constraint reduced predicted instability by 43.1%. Other outcomes were sensitive to EMG constraints, but not to force constraints. For flexion, incorporating normalized surface EMG data increased predicted magnitudes of joint reaction force and rotator cuff activations by 28.7% and 88.4%, respectively. Force constraints had no influence on these predicted outcomes for all tasks evaluated. More restrictive EMG constraints also tended to overconstrain the model, making it challenging to accurately track input kinematics. Therefore, force constraints may be a more robust choice when representing stability.


Author(s):  
George H. Sutherland

This paper introduces an approach to kinematic and dynamic mechanisms analysis where one or more joints are modeled using joint component relative displacements that approximate real joint behavior. This approach allows for the simultaneous nonrecursive solution for both mechanism kinematic parameters and selected dynamic joint reaction forces. Also, for closed loop mechanisms, the approach eliminates the need for forming explicit loop closure constraint equations, so that the dynamic equations of motion, derived using either the Newtonian or Lagrangian method, have a simplified unconstrained form. The key element underlying the approach is the formation of axioms for the standard mechanism joint types that describe the form of the joint reaction force and/or moment in terms of a virtual (or real) displacement between the joint components.


2017 ◽  
Vol 63 ◽  
pp. 99-105 ◽  
Author(s):  
J. Van Houcke ◽  
A. Schouten ◽  
G. Steenackers ◽  
D. Vandermeulen ◽  
C. Pattyn ◽  
...  

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