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Differences in Lower-Limb Kinematic-Electromyographic Coupling Patterns During Volleyball Spike Take-Off Between Outside Hitters and Middle Blockers. [PDF]
Appl Bionics BiomechChen C +7 more
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Rectus Femoris Autograft Harvesting: Tips and Tricks. [PDF]
Arthrosc TechD'Ambrosi R +6 more
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Critical Planes in Multiaxial Fatigue
Materials Science Forum, 2005The paper includes a review of literature on the multiaxial fatigue failure criteria based on the critical plane concept. The criteria were divided into three groups according to the distinguished fatigue damage parameter used in the criterion, i.e. (i) stress, (ii) strain and (iii) strain energy density criteria. Each criterion was described mainly by
Aleksander Karolczuk, Ewald Macha
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Nonlinearity, 2003
Summary: It is proved in the paper that for every \(s\) with \(1\leq s\leq 2\), there exists a plane arc with Hausdorff dimension \(s\) such that the criticality of it is \(1\), i.e., any function \(f: \mathbb{R}^2\to \mathbb{R}\) of class \(C^\beta\) with \(\beta\geq 1\) critical but not constant along the arc must have \(\beta= 1\).
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Summary: It is proved in the paper that for every \(s\) with \(1\leq s\leq 2\), there exists a plane arc with Hausdorff dimension \(s\) such that the criticality of it is \(1\), i.e., any function \(f: \mathbb{R}^2\to \mathbb{R}\) of class \(C^\beta\) with \(\beta\geq 1\) critical but not constant along the arc must have \(\beta= 1\).
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An Effective Algorithm For Critical Plane Calculation
ECMS 2025 Proceedings edited by Marco Scarpa, Salvatore Cavalieri, Salvatore Serrano, Fabrizio De VitaIn most engineering applications the structural elements are exposed to multiaxial loading, in which case fatigue life estimations are based on critical plane search. The main drawback of these calculations is the huge computational cost, which can only be reduced by the sacrifice of accuracy.
Sándor Döbrentei +1 more
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Slip circles and critical shear planes
International Journal of Rock Mechanics and Mining Sciences & Geomechanics Abstracts, 1981Assuming linear stress distribution, the normal effective stress is determined at the bottom of vertical interslice boundaries along slip circles through an earth slope. A Mohr's circle of stress is constructed for each point, and the slope of the critical shear planes and the factor of safety on these planes are determined.
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Critical Plane Analysis of Rubber
2020Durability is an essential feature of most elastomer products, directly linked to safety and to perceptions of brand quality. Product designers must therefore consider the impact on product durability of typical and abusive end-user loading scenarios. This can be accomplished using critical plane analysis (CPA). CPA starts by acknowledging that a small
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Critical alignments in plane mirror interferometry
Precision Engineering, 1993Abstract Each axis of a plane mirror interferometer has three associated measurement vectors: the interferometer beam, mirror normal, and axis of measurement. The transducer axis of a plane mirror interferometer target is the mirror normal. This contrasts with a retroflector for which the transducer axis is the interferometer beam.
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Clustering of the critical branching process on the plane
Studia Scientiarum Mathematicarum Hungarica, 2001Let be a Poisson random field in R d . Attimet= 0 a critical branching Wiener process is startingfrom eachP 2. It turns out that after a time the particles will be located in dense, small clusters and between these clusters empty domains are located.
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