Mathematical Methods in Engineering [electronic resource] /
Fonseca Ferreira, Nuno Miguel.editor.
Tenreiro Machado, José António.editor.
This book presents a careful selection of the contributions presented at the Mathematical Methods in Engineering (MME10) International Symposium, held at the Polytechnic Institute of Coimbra- Engineering Institute of Coimbra (IPC/ISEC), Portugal, October 21-24, 2010. The volume discusses recent developments about theoretical and applied mathematics toward the solution of engineering problems, thus covering a wide range of topics, such as:  Automatic Control, Autonomous Systems, Computer Science, Dynamical Systems and Control,  Electronics, Finance and Economics, Fluid Mechanics and Heat Transfer, Fractional Mathematics, Fractional Transforms and Their Applications,  Fuzzy Sets and Systems, Image and Signal Analysis, Image Processing, Mechanics, Mechatronics, Motor Control and Human Movement Analysis, Nonlinear Dynamics, Partial Differential Equations, Robotics, Acoustics, Vibration and Control, and Wavelets.
"Presented at the International Symposium, MME10 Mathematical Methods in Engineering, held in Polytechnic Institute of CoimbraEngineering Institute of Coimbra (IPC/ISEC), Portugal, October 21-24, 2010."
Includes bibliographical references at the end of each references.
Preface -- 1 Mathematical Modeling for Software-in-the-Loop Prototyping of Automated Manufacturing Systems -- 2 New Parallel Matrix Multiplication Algorithms for Wormhole-Routed All-Port 2D/3D Torus Networks -- 3 2.5D Acoustic Wave Propagation in Shallow Water Over an Irregular Seabed Using the Boundery Element Method -- 4 Towards Replacing Lyapunov’s “Direct” Method in Adaptive Control of Nonlinear Systems -- 5 Fractional Particle Swarm Optimization -- 6 Toward the Concept of Robot Society: A Multi-Robot SLAM Case Study -- 7 Generalized State-Space Modeling for m Level Diode-Clamped Multilevel Converters -- 8 Modelling Codfish Drying: Comparison Between Artificial Neural Network, Diffusive and Semi-Empirical Models -- 9 Stability of Matrix Differential Equations with Commuting Matrix Constant Coefficients -- 10 Identification of Material Thermophysical Parameters with Regard to Optimum Location of Sensors -- 11 Mathematical Modeling of Heat and Mass Transfer in Domain of Solidifying Alloy -- 12 Total Variation Approach to Density Reconstruction From X-Ray Radiograph Tomography -- 13 The Improvement of Total Variation Based Image Restoration Method and Its Application -- 14 Adaptive System for Control of Active Ankle-Foot Orthosis and Gait Analysis -- 15 Vector Ellipsoidal Harmonics Structure Peculiarities and Limitations -- 16 Casualties Distribution in Human and Natural Hazards -- 17 Optimization of Quadruped Robot Locomotion Gaits Through a Genetic Algorithm -- 18 Analysis of an Incomplete Information System Using the Rough Set Theory -- 19 Chain Drives Modelling Using Kinematic Constraints and Revolute Clearance Joints Formulations -- 20 Jacobi Polynomials and Some Related Functions -- 21 Descartes Rule of Signs and Linear Programming -- 22 Multidimensional Markov Chains Usage in the Radio Resource Management Problem -- 23 A Manufacturing Scheduling Approach by Combining Simulation Technique with the Hodgson’s Algorithm -- 24 Long Time Numerical Approximation of Coherent-Structure Solutions of the Cubic Schrodinger Equation -- 25 A Statistical Approach for Tuning the Windowed Fourier Transform -- 26 Can People With High Physical Movement Restrictions Access to Any Computer? The CaNWII Tool -- 27 A Proposal for Detection and Estimation of Golf Putting -- 28 Analysis of Electricity Market Prices Using Multidimensional Scaling -- 29 Mathematical and Statistical Concepts Applied to Health and Motor Control.
This book presents a careful selection of the contributions presented at the Mathematical Methods in Engineering (MME10) International Symposium, held at the Polytechnic Institute of Coimbra- Engineering Institute of Coimbra (IPC/ISEC), Portugal, October 21-24, 2010. The volume discusses recent developments about theoretical and applied mathematics toward the solution of engineering problems, thus covering a wide range of topics, such as:  Automatic Control, Autonomous Systems, Computer Science, Dynamical Systems and Control,  Electronics, Finance and Economics, Fluid Mechanics and Heat Transfer, Fractional Mathematics, Fractional Transforms and Their Applications,  Fuzzy Sets and Systems, Image and Signal Analysis, Image Processing, Mechanics, Mechatronics, Motor Control and Human Movement Analysis, Nonlinear Dynamics, Partial Differential Equations, Robotics, Acoustics, Vibration and Control, and Wavelets.
Electrical engineering.
Computer simulation.
Mathematical physics.
Electrical Engineering.
Simulation and Modeling.
Theoretical, Mathematical and Computational Physics.