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A rectangular plate subjected to the curvilinear moving loads is a practical engineering problem.
Analysis of wave propagation in solid materials under moving loads is a topic of great interest in railway engineering.
A feedback control problem for a beam under constant and harmonic moving loads is formulated and solved.
Also, the optimal length of piles for higher speed moving loads is shorter than that for lower speed moving loads.
The resonance of a rotating cylindrical shell due to the action of harmonic moving loads is investigated.
In this article, the resonant response of plates traversed by moving loads is addressed being its main application the dynamic performance of railway bridges under high-speed traffic.
Similar(40)
Both a single moving load and a series of equidistant moving loads are considered.
The moving loads are identified using the regularization method on the equations of motion.
The effects of light and heavy moving loads are separately studied.
Third order transverse shear deformation and rotary inertia in laminated composite plates under the moving loads are studied.
The vibrations of a rectangular orthotropic thin plate with general boundary conditions traversed by moving loads are first solved.
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