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Transverse plane

About: Transverse plane is a research topic. Over the lifetime, 17069 publications have been published within this topic receiving 194059 citations. The topic is also known as: axial plane.


Papers
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Journal ArticleDOI
TL;DR: In this article, the authors present an experimental study on the stress-strain relation of confined concrete that considers the corrosion effects of transverse reinforcement, and a complete stressstrain model for confined concrete with corroded transverse reinforced reinforcement is developed.

48 citations

Journal ArticleDOI
TL;DR: In this paper, a nonparaxial solution for the Hermite−Gaussian (HG m ) light-sheet beam of any order m is derived based on the angular spectrum decomposition method.
Abstract: Based on the angular spectrum decomposition method (ASDM), a nonparaxial solution for the Hermite−Gaussian (HG m ) light-sheet beam of any order m is derived. The beam-shape coefficients (BSCs) are expressed in a compact form and computed using the standard Simpson's rule for numerical integration. Subsequently, the analysis is extended to evaluate the longitudinal and transverse radiation forces as well as the spin torque on an absorptive dielectric cylindrical particle in 2D without any restriction to a specific range of frequencies. The dynamics of the cylindrical particle are also examined based on Newton's second law of motion. The numerical results show that a Rayleigh or Mie cylindrical particle can be trapped, pulled or propelled in the optical field depending on its initial position in the cross-sectional plane of the HG m light-sheet. Moreover, negative or positive axial spin torques can arise depending on the choice of the non-dimensional size parameter ka (where k is the wavenumber and a is the radius of the cylinder) and the location of the absorptive cylinder in the beam. This means that the HG m light-sheet beam can induce clockwise or anti-clockwise rotations depending on its shift from the center of the cylinder. In addition, individual vortex behavior can arise in the cross-sectional plane of wave propagation. The present analysis presents an analytical model to predict the optical radiation forces and torque induced by a HG m light-sheet beam on an absorptive cylinder for applications in optical light-sheet tweezers, optical micro-machines, particle manipulation and opto-fluidics to name a few areas of research.

48 citations

Journal ArticleDOI
TL;DR: In this paper, the effects played by transverse core compressibility of sandwich plates and shells on their static and dynamic behavior were studied, based on a higher-order structural model using the standard Kirchhoff-love assumption for the face sheets and a higher order displacement representation for the core layer.
Abstract: This paper is devoted to a study of the effects played by transverse core compressibility of sandwich plates and shells on their static and dynamic behavior. The analysis is based on a higher-order structural model using the standard Kirchhoff–Love assumption for the face sheets and a higher order displacement representation for the core layer. The model accounts for the geometrical nonlinearities that are considered in the von Karman sense and for initial geometric imperfections. Transverse shear effects are included in the soft-core layer. Consistent equations of motion and boundary conditions are derived via the application of Hamilton’s principle. In the cases that are analyzed and presented in this paper, it was revealed that the static and dynamic buckling/response and postbuckling of flat and curved sandwich structures, are strongly affected by transverse compressibility of the core. It is also shown that in the context of this structural model, the wrinkling instability and response are captured directly from the derived governing equations, and not, as customarily, via a post-processing analysis.

48 citations

Journal ArticleDOI
TL;DR: In this article, an exact algebraic solution of a single graphene plane in transverse electric and perpendicular magnetic fields is presented, which gives both the eigenvalues and the Eigenfunctions of the graphene plane.
Abstract: We present an exact algebraic solution of a single graphene plane in transverse electric and perpendicular magnetic fields. The method presented gives both the eigen-values and the eigen-functions of the graphene plane. It is shown that the eigen-states of the problem can be casted in terms of coherent states, which appears in a natural way from the formalism.

48 citations

Journal ArticleDOI
TL;DR: In this paper, a new Hadamard spectroscopic imaging (HSI) technique based on transverse magnetization encoding is presented and tested experimentally using average Hamiltonian theory, and conditions under which a proper combination of gradients and RF functions can produce, as a good approximation, a plane rotation whose flip angle is the Fourier transform of the RF function even in the presence of chemical shift and B0 inhomogeneity.

48 citations


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Performance
Metrics
No. of papers in the topic in previous years
YearPapers
20231,178
20222,308
2021385
2020597
2019709
2018654