Results 251 to 260 of about 4,240,825 (290)
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Impulse Control of Flexible Structures

IFAC Proceedings Volumes, 1983
Abstract Flexible structures are systems with numbers of slightly damped modes. So concerning their control, a particular attention must be devoted to the stability. The concept of positivity may offer a powerfull way to select stable robust controls /4/.
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Alignment of flexible protein structures.

Proceedings. International Conference on Intelligent Systems for Molecular Biology, 2001
We present two algorithms which align flexible protein structures. Both apply efficient structural pattern detection and graph theoretic techniques. The FlexProt algorithm simultaneously detects the hinge regions and aligns the rigid subparts of the molecules.
Maxim Shatsky   +3 more
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Flexibility of Network Structures

Journal of Solid State Chemistry, 1996
Abstract Understanding the flexibility of network structures is important for comprehending how such structures react to changing pressure and temperature as well as intercalation reactions. Some network structures are highly flexible, whereas others are rather rigid. Simple modeling approaches can offer some understanding of this behavior.
N. Khosrovani, A.W. Sleight
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The structured flexibility of Orton-Gillingham

Annals of Dyslexia, 1991
This paper discusses a philosophic basis for Orton-Gillingham teaching and attempts to demonstrate how certain of the features of such multisensory teaching act to remediate language problems exhibited by many dyslexic students. The common basis of the array of programs coming from both Orton and Gillingham is addressed.
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Structural Flexibility in Hydrated Proteins

The Journal of Physical Chemistry B, 2008
The flexibility of protein structures is important in allowing the variety of motions, covering a wide range of magnitudes and frequencies, essential to biological activity. Protein flexibility is also implicated in denaturation, allowing proteins to take up nonactive conformations that have free energies close to that of the native state.
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A balanced LQG compensator for flexible structures

Automatica, 1993
Abstract LQG compensator gains (i.e. the gains of a controller and of an estimator) are obtained from solutions of Riccati equations. For the balanced compensator the solutions are equal and diagonal. An approximately balanced LQG compensator for flexible structures is analyzed in this paper.
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Milling of flexible structures

2010
Current manufacturing research aims at increasing productivity by optimal selection of process parameters. This is accomplished by understanding the fundamental physics of individual manufacturing processes. In this thesis, peripheral milling of very flexible cantilevered plates is studied. The static and dynamic deflections of the plate under periodic
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