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High-Temperature Matrix Cracking Opening and Closure in Ceramic-Matrix Composites

Matrix Inequalities for Iterative Systems

Matrix and Determinant Fundamentals and Applications

Organization of the Extracellular Matrix A Polarization Microscopic Approach

Metal Matrix Composites Properties and Applications

Modeling Inhibitors of Matrix Metalloproteinases

Stone Matrix Asphalt Theory and Practice

Stone Matrix Asphalt Theory and Practice

In the years since the development and subsequent success of Stone Matrix Asphalt (SMA) a plethora of articles have emerged scattered throughout various publications. The time is right for a comprehensive resource that collects examines and organizes this information and makes it easily accessible. A compilation and distillation of the latest knowledge available Stone Matrix Asphalt: Theory and Practice describes SMA from its origin through implementation and explores various methods and design approaches. Detailing the requirements and materials for the mix including asphalt binder aggregates and stabilizers the book covers standard and alternative design methods and their execution as well as best practices and production processes. It addresses issues such as permanent deformation and fatigue resistance as well as special applications such as bridge deck surfacing and airfields. The book uses practical examples to illustrate theory presents practical tips useful in everyday work and includes a review of problems that can occur during laydown and their potential solutions. Drawn from the author’s extensive experience during the introduction of SMA in the early 1990s and discussions with many process engineers the book provides the practical information needed to customize methods for individual applications of SMA. Blazejowski puts together a picture drawn from a broad range of literature. The result: a reference that is handy practical and easy to use. | Stone Matrix Asphalt Theory and Practice

GBP 59.99
1

Polarized Light and the Mueller Matrix Approach

Polarized Light and the Mueller Matrix Approach

An Up-to-Date Compendium on the Physics and Mathematics of Polarization Phenomena Now thoroughly revised Polarized Light and the Mueller Matrix Approach cohesively integrates basic concepts of polarization phenomena from the dual viewpoints of the states of polarization of electromagnetic waves and the transformations of these states by the action of material media. Through selected examples it also illustrates actual and potential applications in materials science biology and optics technology. The book begins with the basic concepts related to two- and three-dimensional polarization states. It next describes the nondepolarizing linear transformations of the states of polarization through the Jones and Mueller-Jones approaches. The authors then discuss the forms and properties of the Jones and Mueller matrices associated with different types of nondepolarizing media address the foundations of the Mueller matrix and delve more deeply into the analysis of the physical parameters associated with Mueller matrices. The authors proceed with introducing the arbitrary decomposition and other useful parallel decompositions and compare the powerful serial decompositions of depolarizing Mueller matrices. They also analyze the general formalism and specific algebraic quantities and notions related to the concept of differential Mueller matrix. Useful approaches that provide a geometric point of view on the polarization effects exhibited by different types of media are also comprehensively described. The book concludes with a new chapter devoted to the main procedures for filtering measured Mueller matrices. Suitable for advanced graduates and more seasoned professionals this book covers the main aspects of polarized radiation and polarization effects of material media. It expertly combines physical and mathematical concepts with important approaches for representing media through equivalent systems composed of simple components.

GBP 150.00
1

Structural Analysis A Unified Classical and Matrix Approach Seventh Edition

Revival: Connective Tissue in Health and Disease (1990)

Control of Linear Systems

Generalized Sylvester Equations Unified Parametric Solutions

Generalized Sylvester Equations Unified Parametric Solutions

Provides One Unified Formula That Gives Solutions to Several Types of GSEsGeneralized Sylvester equations (GSEs) are applied in many fields including applied mathematics systems and control and signal processing. Generalized Sylvester Equations: Unified Parametric Solutions presents a unified parametric approach for solving various types of GSEs. In an extremely neat and elegant matrix form the book provides a single unified parametric solution formula for all the types of GSEs which further reduces to a specific clear vector form when the parameter matrix F in the equations is a Jordan matrix. Particularly when the parameter matrix F is diagonal the reduced vector form becomes extremely simple. The first chapter introduces several types of GSEs and gives a brief overview of solutions to GSEs. The two subsequent chapters then show the importance of GSEs using four typical control design applications and discuss the F‐coprimeness of a pair of polynomial matrices. The next several chapters deal with parametric solutions to GSEs. The final two chapters present analytical solutions to normal Sylvester equations (NSEs) including the well‐known continuous‐ and discrete‐time Lyapunov equations. An appendix provides the proofs of some theorems. The book can be used as a reference for graduate and senior undergraduate courses in applied mathematics and control systems analysis and design. It will also be useful to readers interested in research and applications based on Sylvester equations. | Generalized Sylvester Equations Unified Parametric Solutions

GBP 44.99
1

Biofiller-Reinforced Biodegradable Polymer Composites

Computer Methods in Structural Analysis

EMI Filter Design

EMI Filter Design

With today’s electrical and electronics systems requiring increased levels of performance and reliability the design of robust EMI filters plays a critical role in EMC compliance. Using a mix of practical methods and theoretical analysis EMI Filter Design Third Edition presents both a hands-on and academic approach to the design of EMI filters and the selection of components values. The design approaches covered include matrix methods using table data and the use of Fourier analysis Laplace transforms and transfer function realization of LC structures. This edition has been fully revised and updated with additional topics and more streamlined content. New to the Third Edition Analysis techniques necessary for passive filter realization Matrix method and transfer function analysis approaches for LC filter structure design A more hands-on look at EMI filters and the overall design process Through this bestselling book’s proven design methodology and practical application of formal techniques readers learn how to develop simple filter solutions. The authors examine the causes of common- and differential-mode noise and methods of elimination the source and load impedances for various types of input power interfaces and the load impedance aspect of EMI filter design. After covering EMI filter structures topologies and components they provide insight into the sizing of components and protection from voltage transients discuss issues that compromise filter performance and present a goal for a filter design objective. The text also includes a matrix method for filter design explains the transfer function method of LC structures and their equivalent polynomials and gives a circuit design example and analysis techniques. The final chapter presents packaging solutions of EMI filters.

GBP 94.99
1

Observability and Controllability of General Linear Systems

Short-Circuits in AC and DC Systems ANSI IEEE and IEC Standards

Wave Dispersion Characteristics of Continuous Mechanical Systems‏

Wave Dispersion Characteristics of Continuous Mechanical Systems‏

Wave Dispersion Characteristics of Continuous Mechanical Systems provides a mechanical engineering-based analysis of wave dispersion response in various structures created from different materials. Looking at materials including strengthened nanocomposites functionally graded materials metal foams and anisotropic materials it uses analytical solution methods to solve typical problems in the framework of a micromechanics approach. Nanocomposites are a novel type of composite materials fabricated by dispersing nanosized reinforcements in a matrix to combine the material properties of the matrix with the improved properties of nanosized elements. This book enables readers to learn about the theory and practical applications of this rapidly evolving field. Practically minded the book investigates the impact of employing various nanofillers and demonstrates how this augments stiffness within the nanocomposite. Topics covered include agglomeration and waviness of nanofillers porosity elastic mediums fluid flow and the impact of the thermal environment on a propagated wave. Using mathematical formulations to solve wave dispersion characteristics of structures including beams plates and shells the book obtains equations of structures using first- and higher-order shear deformation theories. This book will be of interest to professional engineers working in material and mechanical engineering nanocomposites nanofillers and micromechanics. It will also be of interest to students in these fields. | Wave Dispersion Characteristics of Continuous Mechanical Systems‏

GBP 100.00
1

Classical and Quantum Information Theory for the Physicist

Handbook of Pesticides Methods of Pesticide Residues Analysis

Fibronectin in Health and Disease

Determination of Target Xenobiotics and Unknown Compound Residues in Food Environmental and Biological Samples

Surface and Interfacial Aspects of Cell Adhesion

Surface and Interfacial Aspects of Cell Adhesion

Cell adhesion comes into play in almost all domains of life. The range of situations in which it occurs involving organisms living tissues microorganisms or single cells is endless. Cell adhesion is involved in the binding of a cell to a surface extracellular matrix or another cell using cell adhesion molecules. It is crucial in the formation and maintenance of coherent multicellular structures. Cell surface adhesion molecules (integrins for example) which transmit information from the extracellular matrix to the cell play vital roles in numerous cellular processes. Some of these include: cell growth differentiation embryogenesis immune cell transmigration and response and cancer metastasis. Also cell adhesion is involved in most of pathological situations. This book is divided into four parts as follows: Part 1: Fundamentals of Cell Adhesion; Part 2: Methods to Study Cell Adhesion; Part 3: Surface Treatments to Control Cell Adhesion and Behavior; and Part 4: Cell Adhesion in Medicine and Therapy. A bountiful information is covered in this book which represents the cumulative wisdom of many world-renowned researchers( physicists materials scientists chemists and biologists) engaged in unraveling the mechanisms of cell adhesion and how to mitigate or control it. It quite patent from the topics covered in this book that the subject of cell adhesion is truly interdisciplinary. This book should be of great interest and value to anyone interested in cell adhesion which is vitally important to human life. | Surface and Interfacial Aspects of Cell Adhesion

GBP 69.99
1

Invitation to Linear Operators From Matrices to Bounded Linear Operators on a Hilbert Space