Dielectric antennas do not have metal component which makes them useful at high frequencies where metallization loss is a factor. Dielectric rectangular slab antenna is widely used in mobile, satellite, communication ...
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ISBN:
(纸本)9781728135175
Dielectric antennas do not have metal component which makes them useful at high frequencies where metallization loss is a factor. Dielectric rectangular slab antenna is widely used in mobile, satellite, communication systems due to its high performance. Dielectric antennas are highly functional at high frequencies (specifically < 1GHz) due to easy manufacturing, low loss, less corrosive and can be sealed with ease. Two dielectric slab antennas have been studied here in the same frequency band (842 GHz) specifically for onboard aerospace applications. The antennas can be widely used for aeronautical radio navigation service (ARNS) and also for airborne ground mapping and weatherforecasting.
This work presents a theoretical approach to a highly multimode-guided wave-based fourth harmonic (FH) generation method by exploiting a zero-order Bessel-Gauss beam through the total internal reflection quasi phase-m...
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This work presents a theoretical approach to a highly multimode-guided wave-based fourth harmonic (FH) generation method by exploiting a zero-order Bessel-Gauss beam through the total internal reflection quasi phase-matching technique. An anisotropic crystal featuring a rectangular structure of beta barium borate has been used to carry out this analysis. In contrast to the conventional frequency conversion scheme using a Gaussian beam, the projected scheme yields a maximum six times superior efficiency of 6.9547% in a crystal length of nearly 6.3 mm, corresponding to a 266-nm FH wavelength. The analysis has also taken into account optical losses, such as absorption, Goos-Hanchen-shift, surface roughness, and the effect of the nonlinear law of reflection. Finally, a systematic study has been performed to describe the influence of parametric modification, such as variations in slab length and thickness, to provide a more comprehensive picture of the overall analysis.
Heat transfer is frequently encountered in everyday life and in engineering practice. As such there is constant urge to explore new approach for its numerical estimation. Monte Carlo being relatively untapped tool is ...
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Heat transfer is frequently encountered in everyday life and in engineering practice. As such there is constant urge to explore new approach for its numerical estimation. Monte Carlo being relatively untapped tool is explored in this work. A model was developed using Shrinking Boundary Monte Carlo Method for analysis of steady state heat conduction in a rectangular slab. The model was used to obtain temperature distribution in a Zig-zag manner, rectangular left to right, rectangular right to left. The result of which was compared to ordinary Monte Carlo Method. The computational run time for each of the shrinking pattern was determined. The study established that the average of the run time for various sizes of the slab indicates that horizontal left to right is shorter. It is the best ways of calculating temperature distribution in a rectangular slab of fixed boundary temperature. Horizontal left to right is also good for larger network calculation as used in Shrinking Boundary Methods. Application of the shrinking boundary Monte Carlo Methods to study heat conduction in rectangular slabs yielded favourable results. The obtained results are close to those obtained by finite difference technique. The different shrinking directions of movement for a given size of a rectangular slab have the same surface graph and % deviation. The maximum deviation was not more than 11.5 with deviation of 2.9% for temperature distribution in a rectangular slab with boundary conditions.
Based on plastic yield line theory the failure model of horizontal restrained rectangular slab was given. By applying principle of virtual work, the formula of horizontal restrained rectangular slab for calculation of...
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Based on plastic yield line theory the failure model of horizontal restrained rectangular slab was given. By applying principle of virtual work, the formula of horizontal restrained rectangular slab for calculation of limit bearing capacity was derived. The average compression zone height needed to be determined. By nonlinear regression of the results with MATLAB, the formula of compression zone depth could be obtained. Comparative analysis showed that the formula was in good agreement with experimental values.
This paper demonstrates the analytical design of an Elliptically polarized Bessel-Gauss beam-based frequency converter by using the guided wave optics concept and Total Internal Reflection Quasi phase matching techniq...
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This paper demonstrates the analytical design of an Elliptically polarized Bessel-Gauss beam-based frequency converter by using the guided wave optics concept and Total Internal Reflection Quasi phase matching technique. An anisotropic positive biaxial crystal featuring a rectangular structure of Rubidium Titanyle Phosphate has been used to carry out this analysis. The efficiency of the fourth and fifth harmonic conversion in the projected scheme is 7.05% and 4.3%, respectively, which is approximately three times greater than in a crystal length of approximately 1.4mm and 3.4mm, as provided by the scheme illuminated by a linearly polarized Bessel-Gauss beam at a wavelength of 735nm and 588nm, respectively. The influence of limiting factors, viz Goos H & auml;nchen Shift, surface roughness, absorption, and the diffraction effect rooted in the basic law of nonlinear reflection, has also been taken care of in this analysis. The dependence of conversion efficiency on the length, thickness and angle of incidence of the slab has also been studied.
This paper deals with the simulation of the motion of a one-span slender rectilinear RC beam or a thin one-way RC rectangular slab when impacted by a missile, within and beyond the elastic domain, up to a maximal disp...
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ISBN:
(纸本)9780791849330
This paper deals with the simulation of the motion of a one-span slender rectilinear RC beam or a thin one-way RC rectangular slab when impacted by a missile, within and beyond the elastic domain, up to a maximal displacement equal to the height of the section. The loading is variable in time and in space and the supporting conditions at each extremity are either of simply resting type or of clamping type. The equation of motion for each beam segment is expressed, through finite differences method, by relations between velocity and flexural moment that are decomposed on the basis of the first N modes of beam deformation. The plastic deformations are taken into account by constraining the flexural moment to follow elastic/perfectly plastic flexural moment - curvature law. The algorithms are well adapted to a spreadsheet application that allows easily: i) presizing such a structure against this type of loading, ii) the sensitivity studies regarding the mechanical parameters, iii) checking the order of magnitude of the results of big FEM models by using highly sophisticated codes. Simulations by this method show good agreement with experimental results and give access to some mechanical properties of the structure when damaged.
This work deals with analytical exploration of a highly multimodal nonlinear guided wave approach based Fourth harmonic frequency conversion scheme of Laguerre Gaussian beam through Total Internal Reflection Quasi pha...
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This work deals with analytical exploration of a highly multimodal nonlinear guided wave approach based Fourth harmonic frequency conversion scheme of Laguerre Gaussian beam through Total Internal Reflection Quasi phase matching technique. The analysis has been carried out in a rectangular slab geometry of anisotropic crystal made of Beta beryllium borate. Compared to the traditional Gaussian beam-based frequency conversion scheme, the proposed scheme achieves nearly 7 times better efficiency of 4.8% in a 2.6 mm long crystal corresponding to an application wavelength of 266 nm. The optical losses like absorption, GH-shift, reflection, and effect due to nonlinear law of reflection have also been incorporated in the analysis. The impact of various parametric changes like variations in slab length and thickness has also been studied to give a better perspective of the whole analysis.
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