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Effects of Unbalance Identification Locations on Transient Dynamic Balancing Without Trial Weights Performance of Power Turbine Rotor. [PDF]
Zhao J +6 more
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Large deflection theory of nanobeams
Acta Mechanica Solida Sinica, 2010One-dimensional nanostructured materials are often used as beams in many applications such as ultrahigh-frequency resonators and ultrasensitive sensors. Compared with usual macroscopic beams, nanobeams have much higher surface/volume ratios so that their surface energies may play a significant role.
Quanshui Zheng
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On the Use of Deflection Components in Timoshenko Beam Theory
Journal of Applied Mechanics, Transactions ASME, 1997The growing use of variational principles encouraged researchers to obtain the governing equations and boundary conditions directly in terms of the bending deflection and shear deflection instead of making the substitutions for the total deflection and the rotation.
Cm Wang, Wang C M, Lee K H
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Large deflection microstructure theory for a composite beam
10th Aerospace Sciences Meeting, 1972A continuum model with microstructure is developed for a composite beam under large deflection. The von Karman strain-displacement relations are employed. The assumed approximate displacement field accounts for the gross transverse shear deformation and the local transverse shear deformation in the constituents.
Sun, C. T., Gilmore, R. T., Koh, S. L.
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Marshall Dimockʼns deflective organizational theory
International Journal of Organization Theory & Behavior, 1997In a significant, but iconoclastic, approach to Public Administration Marshall Dimock introduced many sprawling concepts, approaches, and arguments to modern organization theory. Dimock, a contemporary of Herbert A. Simon, challenged traditional wisdom with his gradual deflection away from conventional organization and administrative theories. Contrary
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Journal of the Structural Division, 1961
Influence coefficient expressions are developed in matrix form for all section forces of arch; effects of vertical and horizontal displacements of arch axis and effects of bending and shear deformations and rib shortening are included; total horizontal force is selected for iteration parameter.
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Influence coefficient expressions are developed in matrix form for all section forces of arch; effects of vertical and horizontal displacements of arch axis and effects of bending and shear deformations and rib shortening are included; total horizontal force is selected for iteration parameter.
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A Theory for Transverse Deflection of Poroelastic Plates
Journal of Applied Mechanics, 1992A theory is presented for the bending of fluid-saturated poroelastic plates. The governing equations, based on linear consolidation theory, reduce to a single fourth-order integro-partial-differential equation to be solved for the transverse displacement of the middle surface.
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The curved‐axis deflection aberration theory
Journal of the Society for Information Display, 1998Abstract— In this paper, the deflection aberration theory at extra‐large deflection angles in HDTV tubes is studied by means of the curved‐axis theory. Second‐ and third‐order aberration formulae are given accordingly. Some application results are shown for deflection angles from 90° to 120°.
Y. Tu, L. S. Tong
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An experimental investigation of the theory of electrostatic deflections
Journal of Electrostatics, 2011The so-called “pull-in” instability is a ubiquitous feature of electrostatic actuation. In systems where an applied voltage is used to actuate or move mechanical components, it is observed that when the applied voltage exceeds a critical value, electrostatic forces become dominant over elastic forces and the mechanical components “pull-in” or collapse ...
J.I. Siddique +3 more
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Gravitational Deflection of Light According to Theory of Sources
Bulletin of the Lebedev Physics Institute, 2019The theory of sources predicts that in the G2-approximationa dependence of the external metric of a sphere on the radius of a material sphere (as well as on its energy-momentum tensor) appears. We show that in the G2-approximation the deflection of a massless particle in the dependence upon the radius manifests itself only in modification of the ...
A I Nikishov, Nikishov A I
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