We consider the design of multiuser constellations for a multiple access channel (MAC) with K users, with M antennas each, that transmit simultaneously to a receiver equipped with N antennas through a Rayleigh block-f...
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The non-negative matrix factorization (NMF) has been found an effective clustering algorithm and it outperforms the classical k-means algorithm. Existing researches mainly focus on the problem of reducing the decompos...
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In this research paper, the two-dimensional mixed convection heat transfer through a square, wavy walled enclosure adopted from a novel Concentrated Solar Power collector configuration with undulations in the left and...
In this research paper, the two-dimensional mixed convection heat transfer through a square, wavy walled enclosure adopted from a novel Concentrated Solar Power collector configuration with undulations in the left and right walls is investigated numerically. The left wall is subjected to a constant high temperature, while the right wall has a variable low temperature that depends on a sinusoidal function of dimensionless length. The horizontal top and bottom sides are kept adiabatic and non-slipped walls. The enclosure is saturated with non-Newtonian fluid that can be either shear thinning or shear thickening. The numerical computations are performed using COMSOL Multiphysics. The effects of important parameters on streamlines, isotherms, velocity contours, and Nusselt numbers are introduced through plots, tables, and graphs. Solar energy systems, particularly solar thermal collectors, often require efficient heat transfer mechanisms. The wavy wall design of our work can enhance heat transfer by inducing more heat transfer enhancement and increasing the surface area for heat exchange. The results reveal that by increasing the Richardson number, the fluid mixing improves and the velocity increases along the enclosure walls for the shear-thinning case. Moreover, this study highlights that the highest values of local Nusselt numbers are obtained at Richardson number, Ri = 10 for both left and right sides of the enclosure at power-law index n = 0.6. Moreover, the velocity increases as Re and Ri increase and the recirculation zone grows as Re increases. This novel geometry enhances the surface area and fluid mixing, making it more applicable to optimizing heat transfer in practical applications like CSP collectors.
Let US be the class of all ultrametric spaces generated by labeled star graphs. We prove that compact US-spaces are the completions of totally bounded ultrametric spaces generated by decreasingly labeled rays. We char...
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The main purpose of the study is to present a numerical approach to investigate the numerical performances of the fractional 4-D chaotic financial system using a stochastic *** stochastic procedures mainly depend on t...
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The main purpose of the study is to present a numerical approach to investigate the numerical performances of the fractional 4-D chaotic financial system using a stochastic *** stochastic procedures mainly depend on the combination of the artificial neural network(ANNs)along with the Levenberg-Marquardt Backpropagation(LMB)i.e.,ANNs-LMB *** fractional-order term is defined in the Caputo sense and three cases are solved using the proposed technique for different values of the fractional orderα.The values of the fractional order derivatives to solve the fractional 4-D chaotic financial system are used between 0 and *** data proportion is applied as 73%,15%,and 12%for training,testing,and certification to solve the chaotic fractional *** acquired results are verified through the comparison of the reference solution,which indicates the proposed technique is efficient and *** 4-D chaotic model is numerically solved by using the ANNs-LMB technique to reduce the mean square error(MSE).To authenticate the exactness,and consistency of the technique,the obtained performances are plotted in the figures of correlation measures,error histograms,and *** these figures,it can be witnessed that the provided technique is effective for solving such models to give some new insight into the physical behavior of the model.
作者:
Zaatra, HelmiMathematics Program
Department of Mathematics Statistics and Physics College of Arts and Sciences Qatar University Doha2713 Qatar
This paper studies a risk-sensitive control problem on a finite time horizon with random execution delays where the intervention cost functions depend on the time and impulse magnitude. A probabilistic approach is ado...
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In this work, we explore the dynamical sampling problem on 2pZq driven by a convolution operator defined by a convolution kernel. This problem is inspired by the need to recover a bandlimited heat diffusion field from...
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The word sustainable or green supply chain refers to the concept of incorporating sustainable environmental procedures into the traditional supply *** supply chain management gives a chance to revise procedures,materi...
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The word sustainable or green supply chain refers to the concept of incorporating sustainable environmental procedures into the traditional supply *** supply chain management gives a chance to revise procedures,materials and operational *** the fuzziness of assessing data and the spiritual situations of experts in the decision-making procedure are two important *** main contribution of this analysis is to derive the theory of Archimedean Bonferroni mean operator for complex qrung orthopair fuzzy(CQROF)information,called the CQROF Archimedean Bonferroni mean and CQROF weighted Archimedean Bonferroni mean operators which are very valuable,dominant and classical type of aggregation operators used for examining the interrelationship among the finite number of attributes in modern data fusion *** and well-used properties of the initiated theories are also diagnosed with some special ***,the theory of extended TODIM tool using the prospect theory based on CQROF information was discovered,which play an essential and critical role in the environment of fuzzy set ***,a real life problem by computing a green supply chain management based on the initiated CQROF operators was evaluated and fully illustrating the feasibility and efficiency of the diagnosed work with the help of a comparison between existing and prevailing theories.
This paper explores the dissipative fault detection filtering (FDF) issue for unmanned surface vehicles (USVs) within a network environment, considering switching channels and random occurrence of packet losses. Speci...
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Diabetic foot ulcers (DFUs) are a serious complication of diabetes that can often lead to infection, amputation, and even death if not properly managed. Accurate segmentation of DFUs in medical images is crucial for e...
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