Sentence examples similar to tip beam from inspiring English sources

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Near crack-tip beam rotation (also called root rotation in literature), which always exists due to the eccentric loading in this type of test, has been incorporated into the governing equations.

A stone mounted on the cup-shaped tip of beam or on a sling was thrown a great distance when the beam was freed of its restraint and bounded violently back to the vertical.

Such a filter consists of an ensemble of cantilever beams where at the tip of each beam a mass, known as the proof mass, is mounted.

For the fabrication of ordered semiconductor nanostructures, a number of techniques, i.e., photolithography [3], sublithography [4], scanning probe tip [5], ion beam sputtering [6], and molecular beam epitaxial process (using partial capping of nano-dots) [7, 8] have been reported.

For such filters an ensemble of cantilever beams is proposed where at the tip of each beam a mass, known as the proof mass, is mounted.

Whether incorporated with NZ or not, the ratio of the stress at precrack tip of notched beam to the bending strength of non-notched beam ​under three-point bending fracture is less than 1.

The object of this work is to analyze the dynamic characteristics of the portal frame which consists of two stepped beams including a thin plate and a torsional spring at the discontinuous point and a rigid body connecting each beam tip.

Four exterior joint specimens were tested under axially compressive load on the top of the columns and cyclic loads on the beam tip.

Estimated beam tip deflection obtained by the proposed technique is then compared to the tip deflection generated by the non-linear model and the results show good agreement.

The frequency results are presented graphically in three-dimensional plots as a function of the (tip mass)/(beam mass) ratio and the (radius of gyration of the tip mass)/(beam length) ratio.

First, spatial nonlinear load-displacement equations of the tip of a beam, conditions of geometry compatibility and load-equilibrium conditions for a spatial three-beam module are derived.

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