Sentence examples for beam theory based on from inspiring English sources

A modified functionally graded beam theory based on the neutral axis is exploited to investigate natural frequencies of macro/nanobeams.

It is hoped that this will be a first step toward the clearly desirable situation in which an engineer can safely and easily choose a composite beam theory based on the type of application and specific needs for fidelity.

An analytical study for free vibration of naturally curved and twisted beams with uniform cross-sectional shapes is carried out using spatial curved beam theory based on the Washizu's static model.

After briefly reviewing the composite beam theory based on Euler Bernoulli hypothesis, the dynamic formulation is extended by including the effect of the relative longitudinal motion of the layers in the rotatory inertia, which can be particularly important for timber-concrete composite beams.

The ordinary beams theory based on Bernoulli's theorem is not applicable to non linear and non prismatic members, in RC structures like deep beams, pile caps, dapped ended beams and corbels etc.

The variation between strains within each group was due to differences in the tibial moment of inertia in each rat.> -wrap-foot> Compeakstraineak strain was calculated using beam-bending theory based on each moment of inertia.

Even recent works that use the GLMT for studying transverse dynamics of silicon particles under the influence of Bessel beams still formulate their theory based on slightly modified versions of quadratures [ 22], explicitly emphasizing the time-demanding character of such approach as a function of the particle radius.

In Part I of this series of papers, concerned with geometrically non-linear free and forced vibrations of various beams, a practical simple "multi-mode theory", based on the linearization of the non-linear algebraic equations, written in the modal basis, in the neighbourhood of each resonance has been developed.

Deep beam effect is not seen in bending theory based on assumptions that transverse sections which are plane before bending remain plane after bending.

The total ERR is partitioned by using partition theories based on the Euler beam, Timoshenko beam and 2D-elasticity theories.

The nonlocal Timoshenko beam theories (TBTs), based on the Reissner mixed variational theorem (RMVT) and principle of virtual displacement (PVD), are derived for the analysis of a single-walled carbon nanotube (SWCNT) embedded in an elastic medium and with various boundary conditions, in which the Eringen nonlocal elasticity theory is used.