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Dynamic stability of the scapula

Manual Therapy, 1997
SUMMARY. The ability to position and control movements of the scapula is essential for optimal upper limb function. The inability to achieve this stable base frequently accompanies the development of shoulder and upper limb pain and pathology. Unlike other joints the bony, capsular and ligamentous constraints are minimal at the scapulothoracic 'joint ...
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Dynamic Stability Formulation

2018
A cantilever loaded at its free end is used to introduce the subject of dynamic stability, including non-conservative axial external force such as the case presented at the end of Chap. 8. The essential difference between divergence instability with zero eigenfrequency and flutter instability, i.e., vibration with increasing amplitude is discussed. The
Wiggers, Sine Leergaard, Pedersen, Pauli
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Stability of Dynamic Systems

Journal of Applied Mechanics, 1983
It is shown how stability theory of dynamic systems, emerging from various beginnings strewn over the realm of mechanics, developed into a unified, comprehensive theory for dynamic systems with a finite number of degrees of freedom. It is then demonstrated, how such theory could be adapted over the last five decades to the specific nature of stability ...
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Dynamic Stability

2020
Danish voter behaviour has been characterized by increasing volatility, suggesting a growing pool of floating voters. This interpretation, however, does not seem fitting. First, there are no signs of increasing volatility between the two major blocs in Danish politics—the left and the right.
Hansen, Kasper M., Stubager, Rune
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STABILITY OF FUZZY DYNAMIC SYSTEMS

International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems, 2009
In this work we are study the Fuzzy Initial Value Problem (FIVP) with parameters and/or initial conditions given by fuzzy sets. Starting from the flow equation of the deterministic Initial Value Problem (IVP) associates to FIVP, we obtain the FIVP flow, through the principle of Zadeh.
Marina Tuyako Mizukoshi   +2 more
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On the Stability of Dynamic Demand Functions

International Economic Review, 1974
past consumption. Weizsacker [3] has studied a similar model. The demand functions are a generalization of the linear expenditure system (1.7) hi(P, p) - bi-i(P) E Pkbk + ri(P)r and depend linearly on prices (P), income (,) and on the b's. The b's, which in the case of the linear expenditure system may be interpreted as "necessary"9 or "subsistence ...
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A Note on Dynamic Stability

Econometrica, 1958
Arrow, K. J., McManus, M.
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Stability and Dynamics

2018
In this chapter we shortly review the well known principles and definitions of stability and dynamics of systems.
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Interface Coating Design for Dynamic Voltage Stability of Solid‐State Batteries

Advanced Energy Materials, 2023
Yichao Wang   +2 more
exaly  

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