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This research work uses quantitative method with cross-section design.
The method allows periodic wave guides with any cross section to be analyzed while employing standard FE discretization.
In this paper, free vibrations of a rotating clamped Euler Bernoulli beams with uniform cross section are studied using continuation method, namely asymptotic numerical method.
This study presents the method to design the cross section of PCP or DHM with hypotrochoidal multilobe.
The geometrically nonlinear free vibrations of beams with rectangular cross section are investigated using a p-version finite element method.
Fiber with rectangular cross section buckles more easily than that with circular cross section because of the different flexural rigidity.
In this study, the bending behaviors of several thin-walled beams with simple cross section subjected to lateral impact were investigated using analytical and numerical methods.
These members are pressure vessels too with rectangular cross section.
We first consider a spiral spring with circular cross section.
The basic theory behind cross section data is described, along with the basic multipole formalism followed by the approximations leading to windowed multipole method and the algorithm used to efficiently evaluate Doppler broadened cross sections.
Moreover, panel data on the network have until recently only rarely been available, so the majority of methods focus on the case with a single cross section of data2.
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