Download PDF A Guide to MATLAB for Beginners and Experienced Users by Brian R. Hunt



Sinopsis


In this chapter, we will introduce you to the tools you need to begin using MATLAB effectively. These include: some relevant information on computer platforms and software versions; installation and location protocols; how to launch the program, enter commands, use online help, and recover from hangups; a roster of MATLAB’s various windows; and finally, how to quit the software. We know you are anxious to get started using MATLAB, so we will keep this chapter brief. After you complete it, you can go immediately to Chapter 2 to find concrete and simple instructions for the use of MATLAB. We describe the MATLAB interface more elaborately in Chapter 3.

It is likely that you will run MATLAB on a PC (running Windows or Linux) or on some form of UNIX operating system. (The developers of MATLAB, The MathWorks, Inc., are no longer supporting Macintosh. Earlier versions of MATLAB were available for Macintosh; if you are running one of those, you should find that our instructions for Windows platforms will suffice for your needs.) Unlike previous versions of MATLAB, version 6 looks virtually identical on Windows and UNIX platforms. For definitiveness, we shall assume the reader is using a PC in a Windows environment. In those very few instances where our instructions must be tailored differently for Linux or UNIX users, we shall point it out clearly.



Content

  1. Getting Started
  2. MATLAB Basics
  3. Interacting with MATLAB Practice Set A: Algebra and Arithmetic
  4. Beyond the Basics
  5. MATLAB Graphics Practice Set B: Calculus, Graphics, and Linear Algebra
  6. M-Books
  7. MATLAB Programming
  8. SIMULINK and GUIs
  9. Applications Practice Set C: Developing Your MATLAB Skills
  10. MATLAB and the Internet
  11. Troubleshooting

Download PDF A Guide to MATLAB® Object-Oriented Programming by Andy H. Register



Sinopsis

The organization of this book breaks MATLAB object-oriented programming into three sections. The first section covers the required elements and focuses on developing a set of functions that give MATLAB objects first-class status within the environment. In the first section, we will develop a group of eight indispensable functions. These functions provide object initialization, a simple intuitive interface, interaction with the environment’s features, and array capability. Even more important, the group of eight is responsible for an object-oriented concept called encapsulation. Encapsulation is fundamental to using object-oriented programming as a better, safer alternative to structures. The default functions in MATLAB seem to be at odds with the information-hiding principle of encapsulation; but the group of eight brings MATLAB back under control. By the end of the first section, you will have an excellent working knowledge of MATLAB’s object-oriented capability and be able to use object-oriented programming techniques to improve software development. The second section builds on the first by developing strategies and implementations that allow the construction of hierarchies without compromises. Such hierarchies are important for achieving true object-oriented programming. The concept of building the next layer of functionality on a firm foundation of mature code is very compelling and often elusive. Encapsulation certainly helps, but another object-oriented concept called inheritance makes it much easier to build and traverse an organizational hierarchy. With inheritance, each successive layer simply builds up additional capability without changing code in the foundation. As the code matures, bug fixes simply make the foundation stronger. At first blush, the desire for both first-class status and an inheritance hierarchy appears incompatible. The section on building a hierarchy delivers a harmonious framework.

The third section discusses advanced strategies and introduces some useful utilities. Advanced strategies include, among others, type-based function selection, also known as polymorphism; passing arguments by reference instead of by value; replacing feval’s function handle with an object; and a utility for rapid object-oriented code development. Do not expect to use all the advanced strategies in every software development. Instead, reserve the advanced techniques for difficult situations. Discussing these concepts is important because it opens the door to what are essentially limitless implementation options. It is also nice to know about advanced strategies when the uncommon need arises.
 
This book makes two assumptions about you, the reader. The first assumption is that you consider yourself an intermediate or better MATLAB programmer. At every opportunity, example code uses vector syntax. The example code also uses a few important but relatively obscure MATLAB functions. Example code also uses language features that some might consider to be advanced topics, for example, function handles and try-catch error handling. Even though code examples are described line by line, entry-level MATLAB programmers might find the example code somewhat vexing.
 
The second assumes only a cursory knowledge of object-oriented programming. I dedicate a significant amount of the discussion to the introduction of fundamental object-oriented programming concepts. MATLAB programmers new to object-oriented programming will be able to follow these discussions and thus gain the ability to implement object-oriented designs. Even so, there is also plenty of substance to keep seasoned object-oriented programmers on their toes. Going back to the basics will often reveal important design considerations or expose hidden object-oriented capability. It is my sincere hope that everyone reading this book will mutter the phrase “I didn’t know you could do that” at least once.


Content

  1. Introduction
  2. Meeting MATLAB’s Requirements
  3. Member Variables and Member Functions
  4. Changing the Rules … in Appearance Only
  5. Displaying an Object’s State
  6. Fieldnames.m
  7. struct.m
  8. get.m, set.m
  9. Simplify Using get, set, fieldnames, and struc
  10. Drawing a Shape
  11. Constructor Redux
  12. Constructing Simple Hierarchies with Inheritance
  13. Object Arrays with Inheritance
  14. Child-Class Members
  15. Constructing Simple Hierarchies with Compo
  16. General Assignment and Mutator Helper Functions
  17. Class Wizard
  18. Class Wizard Versions of the Shape Hierarchy
  19. Composition and a Simple Container Class
  20. Static Member Data and Singleton Objects
  21. Pass-by-Reference Emulation
  22. Dot Functions and Functors
  23. Protected Member Variables and Functions
  24. Potpourri for $100


Download PDF Adaptive Filtering Primer With Matlab by Alexander D. Poularikas

Download PDF Advanced Mathematics and Mechanics Applications Using Matlab Third Edition by Howard B. Wilson



Sinopsis


This book presents variousMATLAB applications in mechanics and applied mathematics. Our objective is to employ numerical methods in examples emphasizing the appeal of MATLAB as a programming tool. The programs are intended for study as a primary component of the text. The numerical methods used include interpolation, numerical integration, Þnite differences, linear algebra, Fourier analysis, roots of nonlinear equations, linear differential equations, nonlinear differential equations, linear partial differential equations, analytic functions, and optimization methods. Many intrinsic MATLAB functions are used along with some utility functions developed by the authors. The physical applications vary widely from solution of linear and nonlinear differential equations in mechanical system dynamics to geometrical property calculations for areas and volumes.
 
For many years FORTRAN has been the favorite programming language for solving mathematical and engineering problems on digital computers. An attractive alternative is MATLAB which facilitates program development with excellent error diagnostics and code tracing capabilities. Matrices are handled efÞciently with many intrinsic functions performing familiar linear algebra tasks. Advanced software features such as dynamic memory allocation and interactive error tracing reduce the time to get solutions. The versatile but simple graphics commands in MATLAB also allow easy preparation of publication quality graphs and surface plots for technical papers and books. The authors have found that MATLAB programs are often signifantly shorter than corresponding FORTRAN versions. Consequently, more time is available for the primary purpose of computing, namely, to better understand physical system behavior.
 
The mathematical foundation needed to grasp most topics presented here is covered in an undergraduate engineering curriculum. This should include a grounding in calculus, differential equations, and knowledge of a procedure oriented programming language like FORTRAN. An additional course on advanced engineering mathematics covering linear algebra, matrix differential equations, and eigenfunction solutions of partial differential equations will also be valuable. The MATLAB programs were written primarily to serve as instructional examples in classes traditionally referred to as advanced engineering mathematics and applied numerical methods. The greatest beneÞt to the reader will probably be derived through study of the programs relating mainly to physics and engineering applications. Furthermore, we believe that several of the MATLAB functions are useful as general utilities. Typical examples include routines for spline interpolation, differentiation, and integration; area and inertial moments for general plane shapes; and volume and inertial properties of arbitrary polyhedra. We have also included examples demonstrating natural frequency analysis and wave propagation in strings and membranes.
 
MATLAB is now employed in more than two thousand universities and the user community throughout the world numbers in the thousands. Continued growth will be fueled by decreasing hardware costs and more people familiar with advanced analytical methods. The authors hope that our problem solutions will motivate analysts already comfortable with languages like FORTRAN to learnMATLAB. The rewards of such efforts can be considerable.



Content

  1.  Introduction
  2. Elementary Aspects of MATLAB Graphics
  3. Summary of Concepts fromLinear Algebra
  4. Methods for Interpolation and Numerical Differentiation
  5. Gauss Integration with Geometric Property Applications
  6. Fourier Series and the Fast Fourier Transform
  7. Dynamic Response of Linear Second Order Systems
  8. Integration of Nonlinear Initial Value Problems
  9. Boundary Value Problems for Partial Differential Equations
  10. Eigenvalue Problems and Applications
  11. Bending Analysis of Beams of General Cross Section
  12. Applications of Analytic Functions
  13. Nonlinear Optimization Applications


Download PDF Algorithm Collections for Digital Signal Processing Applications Using Matlab by E.S. Gopi



Sinopsis


Consider the two swarms flying in the sky, trying to reach the particular destination. Swarms based on their individual experience choose the proper path to reach the particular destination. Apart from their individual decisions, decisions about the optimal path are taken based on their neighbor’s decision and hence they are able to reach their destination faster. The mathematical model for the above mentioned behavior of the swarm is being used in the optimization technique as the Particle Swarm Optimization Algorithm (PSO).
 
For example, let us consider the two variables ‘x’ and ‘y’ as the two swarms. They are flying in the sky to reach the particular destination (i.e.) they continuously change their values to minimize the function (x-10)2+(y-5)2. Final value for ‘x’ and ‘y’ are 10.1165 and 5 respectively after 100 iterations.
 
The Figure 1-1 gives the closed look of how the values of x and y are changing along with the function value to be minimized. The minimization function value reached almost zero within 35 iterations. Figure 1-2 shows the zoomed version to show how the position of x and y are varying until they reach the steady state.



Content

  1.  ARTIFICIAL INTELLIGENCE
  2. Particle Swarm Algorithm
  3. Genetic Algorithm
  4. Simulated Annealing
  5. Back Propagation Neural Network
  6. Fuzzy Logic Systems
  7. Ant Colony Optimization
  8. PROBABILITY AND RANDOM PROCESS
  9.  Independent Component Analysis
  10. Gaussian Mixture Model
  11. K-Means Algorithm for Pattern Recognition
  12. Fuzzy K-Means Algorithm for Pattern Recognition
  13. Mean and Variance Normalization
  14. NUMERICAL LINEAR ALGEBRA
  15. Hotelling Transformation
  16. Eigen Basis
  17. Projection Matrix
  18. Orthonormal Vectors
  19. Computation of the Powers of the Matrix ‘A’
  20. Determination of Kth Element in the Sequence
  21. Computation of Exponential of the Matrix ‘A’
  22. Solving Differential Equation Using Eigen decomposition
  23. Computation of Pseudo Inverse of the Matrix
  24. Computation of Transformation Matrices
  25. System Stability Test Using Eigen Values
  26. Positive Definite Matrix test for Minimal Location of the Function f (x1, x2, x3, x4…xn)
  27. Wavelet Transformation Using Matrix Method
  28. SELECTED APPLICATIONS
  29. Ear Pattern Recognition Using Eigen Ear
  30. Ear Image Data Compression using Eigen Basis
  31. Adaptive Noise Filtering using Back Propagation Neural Network
  32. Binary Image Rotation Using Transformation Matrix
  33. Clustering Texture Images Using K-means Algorithm
  34. Search Engine Using Interactive Genetic Algorithm
  35. Speech Signal Separation and Denoising Using Independent Component Analysis
  36. Detecting Photorealistic Images using ICA Basis
  37. Binary Image Watermarking Using Wavelet Domain of the Audio Signal

Download PDF An Introduction to Programming and Numerical Methods in MATLAB by S.R. Otto




Sinopsis


MATLAB is an incredibly powerful tool, but in order to use it safely you need to be able to understand how it works and to be very precise when you enter commands. Changing the way you enter a command, even subtly can completely change its meaning.
 
The main aim of this text is to teach you to converse with MATLAB and understand its responses. It is possible to interact with MATLAB using a “phrase book” approach, which is fine if the answer is what you expect. However it is far better to learn the language so that you can understand the response. As well as learning the language it is essential that you learn the grammar or syntax; this is perhaps even more important with computer languages than conventional languages! MATLAB uses an interpreter to try to understand what you type and this can come back with suggestions as to where you might have gone wrong: sometimes what you have written makes sense to MATLAB but does not mean what you expect! So you need to be careful. It is crucial that you formulate ideas clearly in your head (or on paper) before trying to translate them into MATLAB (or any other language).
 
We begin by discussing mathematical operations performed on scalars1. It is crucial that the material in this chapter is understood before proceeding, as it forms the basis of all that is to follow2.

We shall start by introducing MATLAB commands which can be typed at the MATLAB prompt; these will ultimately form part of our vocabulary of MATLAB commands. MATLAB already has an extensive vocabulary: however we will learn that we can expand this set. As the name MATLAB (MATrix LABoratory) suggests, most of the commands work with matrices and these will be discussed in due course. We shall start with scalar operations, for which MATLAB acts like a very powerful calculator.



Content

  1. Simple Calculations with MATLAB
  2. Writing Scripts and Functions
  3. Loops and Conditional Statements
  4. Root Finding
  5. Interpolation and Extrapolation
  6. Matrices 
  7. Numerical Integration
  8. Solving Differential Equations
  9. Simulations and Random Numbers
  10. A Mathematical Introduction to Matrices

Download PDF Antenna and Em Modeling With Matlab by Sergey M Makarov

Download PDF APPLIED NUMERICAL METHODS USING MATLAB by Won Young Yang



Sinopsis


MATLAB is a high-level software package with many built-in functions that make the learning of numerical methods much easier and more interesting. In this section we will introduce some basic operations that will enable you to learn the software and build your own programs for problem solving. In the workstation environment, you type “matlab” to start the program, while in the PC environment, you simply double-click the MATLAB icon.
 
Once you start the MATLAB program, a Command window will open with the MATLAB prompt >>. On the command line, you can type MATLAB commands, functions together with their input/output arguments, and the names of script files containing a block of statements to be executed at a time or functions defined by users. The MATLAB program files must have the extension name ***.m to be executed in the MATLAB environment. If you want to create a new M-file or edit an existing file, you click File/New/M-file or File/Open in the top left corner of the main menu, find/select/load the file by double-clicking it, and then begin editing it in the Editor window. If the path of the file you want to run is not listed in the MATLAB search path, the file name will not be recognized by MATLAB. In such cases, you need to add the path to the MATLAB-path list by clicking the menu ‘File/Set Path’ in the Command window, clicking the ‘Add Folder’ button, browsing/clicking the folder name, and finally clicking the SAVE button and the Close button. The lookfor command is available to help you find the MATLAB commands/functions which are related with a job you want to be done. The help command helps you know the usage of a particular command/function.



Content

  1. MATLAB Usage and Computational Errors
  2. System of Linear Equations
  3. Interpolation and Curve Fitting
  4. Nonlinear Equations
  5. Numerical Differentiation/Integration
  6. Ordinary Differential Equations
  7. Optimization
  8. Matrices and Eigenvalues
  9. Partial Differential Equations
  10. Mean Value Theorem
  11. Matrix Operations/Properties
  12. Differentiation with Respect to a Vector
  13. Laplace Transform
  14. Fourier Transform
  15. Useful Formulas
  16. Symbolic Computation
  17. Sparse Matrices

Download PDF Applied Statistics Using SPSS, STATISTICA, MATLAB and R by Joaquim P. Marques de Sá



Sinopsis

This book is intended as a reference book for students, professionals and research workers who need to apply statistical analysis to a large variety of practical problems using STATISTICA, SPSS and MATLAB. The book chapters provide a comprehensive coverage of the main statistical analysis topics (data description, statistical inference, classification and regression, factor analysis, survival data, directional statistics) that one faces in practical problems, discussing their solutions with the mentioned software packages.
The only prerequisite to use the book is an undergraduate knowledge level of mathematics. While it is expected that most readers employing the book will have already some knowledge of elementary statistics, no previous course in probability or statistics is needed in order to study and use the book. The first two chapters introduce the basic needed notions on probability and statistics. In addition, the first two Appendices provide a short survey on Probability Theory and Distributions for the reader needing further clarification on the theoretical foundations of the statistical methods described.
The book is partly based on tutorial notes and materials used in data analysis disciplines taught at the Faculty of Engineering, Porto University. One of these management. The students in this course have a variety of educational backgrounds and professional interests, which generated and brought about datasets and analysis objectives which are quite challenging concerning the methods to be applied and the interpretation of the results. The datasets used in the book examples and exercises were collected from these courses as well as from research. They are included in the book CD and cover a broad spectrum of areas: engineering, medicine, biology, psychology, economy, geology, and astronomy.
Every chapter explains the relevant notions and methods concisely, and is illustrated with practical examples using real data, presented with the distinct intention of clarifying sensible practical issues. The solutions presented in the examples are obtained with one of the software packages STATISTICA, SPSS or MATLAB; therefore, the reader has the opportunity to closely follow what is being done. The book is not intended as a substitute for the STATISTICA, SPSS and MATLAB user manuals. It does, however, provide the necessary guidance for applying the methods taught without having to delve into the manuals. This includes, for each topic explained in the book, a clear indication of which
STATISTICA, SPSS or MATLAB tools to be applied. These indications appear in use the tools, whenever necessary. In this way, a comparative perspective of the specific “Commands” frames together with a complementary description on how tocapabilities of those software packages is also provided, which can be quite useful for practical purposes.

STATISTICA, SPSS or MATLAB do not provide specific tools for some of the statistical topics described in the book. These range from such basic issues as the choice of the optimal number of histogram bins to more advanced topics such as directional statistics. The book CD provides these tools, including a set of MATLAB functions for directional statistics.


Content

  1. Introduction
  2. Presenting and Summarising the Data
  3. Estimating Data Parameters
  4. Parametric Tests of Hypotheses
  5. Non-Parametric Tests of Hypotheses
  6. Statistical Classification
  7. Data Regression
  8. Data Structure Analysis
  9. Survival Analysis
  10. Directional Data

Download PDF BASICS OF and Beyond MATLAB by Andrew Knight



Sinopsis


Matlab is a software package that lets you do mathematics and computation, analyse data, develop algorithms, do simulation and modelling, and produce graphical displays and graphical user interfaces. To run matlab on a PC double-click on the matlab icon. To run matlab on a unix system, type matlab at the prompt. You get matlab to do things for you by typing in commands. matlab prompts you with two greater-than signs (>>) when it is ready to accept a command from you. To end a matlab session type quit or exit at the matlab prompt. You can type help at the matlab prompt, or pull down the Help menu on a PC.

You can learn how to use any matlab command by typing help followed by the name of the command, for example, help sin. You can also use the lookfor command, which searches the help entries for all matlab commands for a particular word. For example, if you want to know which matlab functions to use for spectral analysis, you could type lookfor spectrum. matlab responds with the names of the commands that have the searched word in the first line of the help entry. You can search the entire help entry for all matlab commands by typing lookfor -all keyword .

Content


  1. First Steps in MATLAB
  2. Typing into MATLAB
  3. Matrices
  4. Basic Graphics
  5. More Matrix Algebra
  6. Basic Data Analysis
  7. Graphics of Functions of Two Variables
  8. M-Files
  9. Data Files
  10. Directories
  11. Startup
  12. Using MATLAB on Different Platforms
  13. Log Scales
  14. Curve Fitting—Matrix Division
  15. Missing Data
  16. Polar Plots
  17. Fourier Transform
  18. Power Spectrum
  19. Sounds in MATLAB
  20. Time-Frequency Analysis
  21. Line Animation
  22. SPTool
  23. Handle Graphics
  24. Demos
  25. Sparse Arrays
  26. Text Strings
  27. Cell Arrays
  28. Structures
  29. Multidimensional Arrays
  30. Saving and Loading Data
  31. Handle Graphics
  32. Axes Effects
  33. Text in Graphics
  34. Graphical User Interfaces
  35. Printing Graphics
  36. Irregular Grids
  37. Three-dimensional Modelling
  38. MATLAB Programming

Download PDF Biosignal and Biomedical Image Processing MATLA B-Based Applications by JOHN L. SEMMLOW




Sinopsis


A schematic representation of a typical biomedical measurement system is shown in Figure 1.1. Here we use the term measurement in the most general sense to include image acquisition or the acquisition of other forms of diagnostic information. The physiological process of interest is converted into an electric signal via the transducer (Figure 1.1). Some analog signal processing is usually required, often including amplification and lowpass (or bandpass) filtering. Since most signal processing is easier to implement using digital methods, the
analog signal is converted to digital format using an analog-to-digital converter. Once converted, the signal is often stored, or buffered, in memory to facilitate subsequent signal processing. Alternatively, in some real-time* applications, the incoming data must be processed as quickly as possible with minimal buffering, and may not need to be permanently stored. Digital signal processing algorithms can then be applied to the digitized signal. These signal processing techniques can take a wide variety of forms and various levels of sophistication, and they make up the major topic area of this book. Some sort of output is necessary in any useful system. This usually takes the form of a display, as in imaging systems, but may be some type of an effector mechanism such as in an automated drug delivery system.
 
With the exception of this chapter, this book is limited to digital signal and image processing concerns. To the extent possible, each topic is introduced with the minimum amount of information required to use and understand the approach, and enough information to apply the methodology in an intelligent manner. Understanding of strengths and weaknesses of the various methods is also covered, particularly through discovery in the problems at the end of the chapter. Hence, the problems at the end of each chapter, most of which utilize the MATLABTM software package (Waltham, MA), constitute an integral part of the book: a few topics are introduced only in the problems. A fundamental assumption of this text is that an in-depth mathematical treatment of signal processing methodology is not essential for effective and appropriate application of these tools. Thus, this text is designed to develop skills in the application of signal and image processing technology, but may not provide the skills necessary to develop new techniques and algorithms. References are provided for those who need to move beyond application of signal and image processing tools to the design and development of new methodology. In subsequent chapters, each major section is followed by a section on implementation using the MATLAB software package. Fluency with the MATLAB
language is assumed and is essential for the use of this text. Where appropriate, a topic area may also include a more in-depth treatment including some of the underlying mathematics.

A transducer is a device that converts energy from one form to another. By this definition, a light bulb or a motor is a transducer. In signal processing applications, the purpose of energy conversion is to transfer information, not to transform energy as with a light bulb or a motor. In measurement systems, all transducers are so-called input transducers, they convert non-electrical energy into an electronic signal. An exception to this is the electrode, a transducer that converts electrical energy from ionic to electronic form. Usually, the output of a biomedical transducer is a voltage (or current) whose amplitude is proportional to the measured energy.
 
The energy that is converted by the input transducer may be generated by the physiological process itself, indirectly related to the physiological process, or produced by an external source. In the last case, the externally generated energy interacts with, and is modified by, the physiological process, and it is this alteration that produces the measurement. For example, when externally produced x-rays are transmitted through the body, they are absorbed by the intervening tissue, and a measurement of this absorption is used to construct an image. Many diagnostically useful imaging systems are based on this external energy approach.



Content

  1. Introduction
  2. Basic Concepts
  3. Spectral Analysis: Classical Methods
  4. Digital Filters
  5. Spectral Analysis: Modern Techniques
  6. Time–Frequency Methods
  7. The Wavelet Transform
  8. Advanced Signal Processing Techniques: Optimal and Adaptive Filters
  9. Multivariate Analyses: Principal Component Analysis and Independent Component Analysis
  10. Fundamentals of Image Processing: MATLAB Image Processing Toolbox
  11. Image Processing: Filters, Transformations, and Registration
  12. Image Segmentation
  13. Image Reconstruction

Download PDF Chemical Process Control a First Course with Matlab P.C. Chau



Sinopsis

While the intended teaching style relies heavily on the use of MATLAB, the presentation is very different from texts which prepare elaborate M-files and even menu-driven interfaces. One of the reasons why MATLAB is such a great tool is that it does not have a steep learning curve. Students can quickly experiment on their own. Spoon-feeding with our misguided intention would only destroy the incentive to explore and learn on one's own. To counter this pitfall, strong emphasis is placed on what one can accomplish easily with only a few MATLAB statements. MATLAB is introduced as walkthrough tutorials that encourage students to enter commands on their own. As strong advocates of active learning, we do not duplicate MATLAB results. Students, again, are encouraged to execute the commands themselves. In case help is needed, our Web Support, however, has the complete set of MATLAB results and plots. This organization provides a more coherent discourse on how one can make use of different features of MATLAB, not to mention saving significant printing costs. Finally, we can revise the tutorials easily to keep up with the continual upgrade of MATLAB. At this writing, the tutorials are based on MATLAB version 5.3, and the object-oriented functions in the Control Toolbox version 4.2. Simulink version 3.0 is also utilized, but its scope is limited to simulating more complex control systems. As a first course text, the development of models is limited to stirred-tanks, stirred tank heater, and a few other examples that are used extensively and repeatedly throughout the chapters. Our philosophy is one step back in time. The focus is the theory and the building of a foundation that may help to solve other problems. The design is also to be able to launch into the topic of tuning controllers before students may lose interest. The coverage of Laplace transform is not entirely a concession to remedial mathematics. The examples are tuned to illustrate immediately how pole positions may relate to time domain response. Furthermore, students tend to be confused by the many different design methods. As much as I can, especially in the controller design chapters, the same examples are used throughout. The goal is to help a student understand how the same problem can be solved by different techniques.
 
We have given up the pretense that we can cover controller design and still have time to do all the plots manually. We rely on MATLAB to construct the plots. For example, we take a unique approach to root locus plots. We do not ignore it like some texts do, but we also do not go into the hand sketching details. The same can be said with frequency response analysis. On the whole, we use root locus and Bode plots as computational and pedagogical tools in ways that can help to understand the choice of different controller designs. Exercises that may help such thinking are in the MATLAB tutorials and homework problems.
 
Finally, I have to thank Costas Pozikidris and Florence Padgett for encouragement and support on this project, Raymond de Callafon for revising the chapters on state space models, and Allan Cruz for proofreading. Last but not least, Henry Lim combed through the manuscript and made numerous insightful comments. His wisdom is sprinkled throughout the text. Web Support (MATLAB outputs of text examples and MATLAB sessions,

Content

  1. Introduction
  2. Mathematical Preliminaries
  3. Dynamic Response
  4. State Space Representation
  5. Analysis of PID Control Systems
  6. Design and Tuning of Single-Loop Control Systems
  7. Stability of Closed-loop Systems
  8. Frequency Response Analysis
  9. Design of State Space Systems
  10. MATLAB Tutorial Sessions

Download PDF Business Economics and Finance with MATLAB®, GIS, and Simulation Models by Patrick L.Anderson



Sinopsis


Many of the MATLAB program files described in this book, including script and function m-files, and Simulink models, are available online from the author or publisher. Other information about the content of the book, including corrections of any errors, may also be posted. We hope this book will be used for years. Note that Web sites tend to have short life spans, at least at the same Internet address (known as a universal resource locator or URL). Therefore, we are providing you with a set of Internet addresses to examine in the hope that several years from the publication date you can access the information prepared for readers of this book.

The author has prepared a business economics toolbox containing many of the MATLAB functions, scripts, and Simulink model files described in this book. It is the author’s intention to offer this toolbox to bona fide purchasers of this book as an additional, licensed software product. The license for the product allows purchasers of this book to download and use the toolbox free of charge subject to the conditions stated below

Content

  1. How to Use This Book
  2.  Mathematical and Simulation Models in Business Economics 
  3. MATLAB and Simulink Design Guidelines 
  4. Importing and Reporting Your Data
  5. Library Functions for Business Economics 
  6. Economic Impact Models
  7. Fiscal Impact Models 
  8. Tax Revenue and Tax Policy 
  9. Regional Economics 
  10. Applications for Business 
  11. Business Valuation and Damages Estimation 
  12. Applications for Finance 
  13. Modeling Location and Retail Sales 
  14. Applications for Manufacturing 
  15. Fuzzy Logic Business Applications 
  16. Bringing Analytic Power to the Internet 
  17. Graphics and Other Topics

Download PDF COMPUTATIONAL MATHEMATICS Models, Methods, and Analysis with MATLAB and MPI by ROBERT E. WHITE




Sinopsis


Computational science is a blend of applications, computations and mathematics. It is a mode of scientific investigation that supplements the traditional laboratory and theoretical methods of acquiring knowledge. This is done by formulating mathematical models whose solutions are approximated by computer simulations. By making a sequence of adjustments to the model and subsequent computations one can gain some insights into the application area under consideration. This text attempts to illustrate this process as a method for scientific investigation. Each section of the first six chapters is motivated by a particular application, discrete or continuous model, numerical method, computer implementation and an assessment of what has been done.
 
Applications include heat di􀀞usion to cooling fins and solar energy storage, pollutant transfer in streams and lakes, models of vector and multiprocessing computers, ideal and porous fluid flows, deformed membranes, epidemic models with dispersion, image restoration and value of American put option contracts. The models are initially introduced as discrete in time and space, and this allows for an early introduction to partial di􀀞erential equations. The discrete models have the form of matrix products or linear and nonlinear systems. Methods include sparse matrix iteration with stability constraints, sparse matrix solutions via variation on Gauss elimination, successive over-relaxation, conjugate gradient, and minimum residual methods. Picard and Newton methods are used to approximate the solution to nonlinear systems. Most sections in the first five chapters have MATLAB R° the very a􀀞ordable current student version of MATLAB. They are intended to be studied and not used as a "black box." The MATLAB codes should be used as a first step towards more sophisticated numerical modeling. These codes do provide a learning by doing environment. The exercises at the end of each section have three categories: routine computations, variation of models, and mathematical analysis. The last four chapters focus on multiprocessing algorithms, which are implemented using message passing interface, MPI; see Rocks" cluster software. These chapters have elementary Fortran 9x codes to illustrate the basic MPI subroutines, and the applications of the previous chapters are revisited from a parallel implementation perspective.


Content

  1. Discrete Time-Space Models
  2. Steady State Discrete Models
  3. Poisson Equation Models
  4. Nonlinear and 3D Models
  5. Epidemics, Images and Money
  6. High Performance Computing
  7. Message Passing Interface
  8. Classical Methods for Ax = d
  9. Krylov Methods for Ax = d

Download PDF Computational Colour Science using MATLAB by Stephen Westland




Sinopsis

The growing importance of colour science in manufacturing industry has resulted in the availability of many excellent textbooks: existing texts or review papers describe the history and development of the Commission Internationale de l’Eclairage (CIE) system (Wyszecki and Stiles, 1982; Hunt, 1998), the prediction of colour difference (McDonald, 1997a; Berns, 2000; Luo, 2002a) and colour appearance (Fairchild, 1998), the relationship of the CIE system to the human visual system (Wandell, 1995; Kaiser and Boynton, 1996), and applications of colour science in technology (Green and MacDonald, 2002). However, the field of colour science is becoming ever more technical and although practitioners need to understand the theory and practice of colour science they also need guidance on how to actually compute the various metrics, indices and coordinates that are useful to the practising colour scientist. The purpose of this book is to describe methods and algorithms for actually computing colorimetric parameters and for carrying out applications such as device characterization, transformations between colour spaces and computation of various indices such as colour differences. A reasonable understanding of the main principles of the CIE system is therefore assumed, although a revision aid is provided in Section 1.3 in the form of a brief review of the CIE system of colorimetry. The reader who wishes to explore the theoretical and historical backgrounds of the topics covered by this book is encouraged to review the alternative texts mentioned above and referred to within this text. We anticipate that computer programmers, colour-image engineers and students of colour science will find this book and the associated MATLAB code useful, but hope that anyone with an interest in colour science will find the book enjoyable and informative.

Content

  1. Introduction
  2. Linear Algebra for Beginners
  3. A Short Introduction to MATLAB
  4. Computing CIE Tristimulus Values
  5. Computing Colour Difference
  6. Chromatic-adaptation Transforms and Colour Appearance
  7. Characterization of Computer Displays
  8. Characterization of Cameras
  9. Characterization of Printers
  10. Multispectral Imaging
  11. Colour Toolbox

Download PDF Classification, Parameter Estimation and State Estimation An Engineering Approach using MATLAB by F. van der Heijden



Sinopsis

Engineering disciplines are those fields of research and development that attempt to create products and systems operating in, and dealing with, the real world. The number of disciplines is large, as is the range of scales that they typically operate in: from the very small scale of nanotechnology up to very large scales that span whole regions, e.g. water management systems, electric power distribution systems, or even global systems (e.g. the global positioning system, GPS). The level of advancement in the fields also varies wildly, from emerging techniques (again, nanotechnology) to trusted techniques that have been applied for centuries (architecture, hydraulic works). Nonetheless, the disciplines share one important aspect: engineering aims at designing and manufacturing systems that interface with the world around them.
 
Systems designed by engineers are often meant to influence their environment: to manipulate it, to move it, to stabilize it, to please it, and so on. To enable such actuation, these systems need information, e.g. values of physical quantities describing their environments and possibly also describing themselves. Two types of information sources are available: prior knowledge and empirical knowledge. The latter is knowledge obtained by sensorial observation. Prior knowledge is the knowledge that was already there before a given observation became available (this does not imply that prior knowledge is obtained without any observation). The combination of prior knowledge and empirical knowledge leads to posterior knowledge.


Content

  1. Introduction
  2. Detection and Classification
  3. Parameter Estimation
  4. State Estimation
  5. Supervised Learning
  6. Feature Extraction and Selection
  7. Unsupervised Learning

Download PDF Circuit Analysis II with MATLAB® Applications by Steven T. Karris



Sinopsis

 
A circuit containing energy storage devices (inductors and capacitors) is said to be an nth-order circuit, and the differential equation describing the circuit is an nth-order differential equation. For example, if a circuit contains an inductor and a capacitor, or two capacitors or two inductors, along with other devices such as resistors, it is said to be a second-order circuit and the differential equation that describes it is a second order differential equation. It is possible, however, to describe a circuit having two energy storage devices with a set of two first-order differential equations, a circuit which has three energy storage devices with a set of three first-order differential equations and so on. These are called state equations* but these will not be discussed here
 

Content

  1. Order Circuits
  2. Resonance
  3. Elementary Signals
  4. The Laplace Transformation
  5. The Inverse Laplace Transformation
  6. Circuit Analysis with Laplace Transforms
  7. Frequency Response and Bode Plots
  8. Self and Mutual Inductances - Transformers
  9. One- and Two-port Networks
  10. Three-Phase Systems

Download PDF Contemporary Communication Systems using Matlab by Proakis and Salehi

Download PDF Computational Statistics Handbook with MATLAB® by Wendy L. Martinez



Sinopsis


Obviously, computational statistics relates to the traditional discipline of statistics. So, before we define computational statistics proper, we need to get a handle on what we mean by the field of statistics. At a most basic level, statistics is concerned with the transformation of raw data into knowledge [Wegman, 1988]. 

Statistics is concerned with the science of uncertainty and can help the scientist deal with these questions. Many classical methods (regression, hypothesis testing, parameter estimation, confidence intervals, etc.) of statistics developed over the last century are familiar to scientists and are widely used in many disciplines [Efron and Tibshirani, 1991].
 
Now, what do we mean by computational statistics? Here we again follow the definition given in Wegman [1988]. Wegman defines computational statistics as a collection of techniques that have a strong “focus on the exploitation of computing in the creation of new statistical methodology.



Content

  1. Introduction
  2. Probability Concepts
  3. Sampling Concepts
  4. Generating Random Variables
  5. Exploratory Data Analysis
  6. Monte Carlo Methods for Inferential Statistics
  7. Data Partitioning
  8. Probability Density Estimation
  9. Statistical Pattern Recognition
  10. Nonparametric Regression
  11. Markov Chain Monte Carlo Methods
  12. Spatial Statistics

Download PDF Digital Circuit Analysis and Design with Simulink® Modeling and Introduction to CPLDs and FPGAs Second Edition by Steven T. Karris




Sinopsis


This chapter is an introduction to the decimal, binary, octal, and hexadecimal numbers, their representation, and conversion from one base to another. The conversion procedures are illustrated with several examples. Throughout this text, a left justified horizontal bar will denote the beginning of an example, and a right justified horizontal bar will denote the end of the example. These bars will not be shown whenever an example begins at the top of a page or at the bottom of a page. Also, when one example follows immediately after a previous example, the right justified bar will be omitted.


Content

  1. Common Number Systems and Conversions
  2. Operations in Binary, Octal, and Hexadecimal Systems
  3. Sign Magnitude and Floating Point Arithmetic
  4. Binary Codes
  5. Fundamentals of Boolean Algebra
  6. Minterms and Maxterms
  7. Combinational Logic Circuits
  8. Sequential Logic Circuits
  9. Memory Devices
  10. Advanced Arithmetic and Logic Operations
  11. Introduction to Field Programmable Devices