Titlebook: Integral Methods in Science and Engineering, Volume 2; Practical Applicatio Christian Constanda,Matteo Dalla Riva,Paolo Musoli Book 2017 Sp

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Kinect Depth Recovery Based on Local Filters and Plane Primitives,better understanding of the scene. While such devices are providing appreciative depth information; captured depth map suffers from noticeable noise. Recent methods reach satisfactory results in depth recovery by focusing on color and depth images individually or cooperatively. In this paper, we pro

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On the Neutron Point Kinetic Equation with Reactivity Decomposition Based on Two Time Scales,oncentration also considers two neutron poisons. The nonlinear equation system is solved for a selection of initial conditions. For the oscillatory reactivity case the influence of the small time scales on the large time scales are observed.

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Mathematical Models of Cell Clustering Due to Chemotaxis,y a process called chemotaxis where the cells detect a chemical signal and its gradient, and move in the direction in which the signal is increasing. A number of mathematical models for simulating the motion of cells due to chemotaxis have been proposed, ranging from simple diffusion-reaction equati

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Flux Characterization in Heterogeneous Transport Problems by the Boundary Integral Method,, coupled analytic solutions to heterogeneous, anisotropic problems enable below-grid, nonlinear flow effects to be accurately captured, even for systems with complex source functions. Coupling occurs through construction of boundary integrals to capture material transport between homogeneous domain

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GPU Based Mixed Precision PWR Depletion Calculation, implemented in graphics processors (GPU) to evaluate the fuel burnup in light water nuclear reactors. The results were calculated by solving a system of coupled differential equations. The method shows a two hundred fold speed improvement over the previously used method, within 1 % accuracy. The ob

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Online Traffic Prediction Using Time Series: A Case study, Transportation Systems (ITS) effectively, it is necessary to get access to the online data of traffic flow in specific locations. The application of these systems let the engineers to respond the traffic congestions easier and more effectively. In this paper, a time series model is proposed to pred

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Mathematical Modeling of One-Dimensional Oil Displacement by Combined Solvent-Thermal Flooding,method of enhanced oil recovery (EOR). We consider one-dimensional two-phase three-component (oil, solvent, and water) flow in a homogeneous and isotropic porous media. Other hypotheses of the model are incompressible system with no diffusion and no chemical reactions; gravity and capillary effects