برای استفاده از امکانات سیستم، گزینه جاوا اسکریپت در مرورگر شما باید فعال باشد
صفحه
از
0
MATLAB : an introduction with applications
Dukkipati, Rao V.
اطلاعات کتابشناختی
MATLAB : an introduction with applications
Author :
Dukkipati, Rao V.
Publisher :
New Age International (P) Ltd.,
Pub. Year :
2010
Subjects :
Numerical analysis -- Data processing.
Call Number :
QA 297 .D85 2010
جستجو در محتوا
ترتيب
شماره صفحه
امتياز صفحه
فهرست مطالب
Preface
(8)
Acknowledgement
(10)
Contents
(12)
Chapter 1. MATLAB Basics
(16)
1.1 Introduction
(16)
1.2 Arithmetic Operations
(18)
1.3 Display Formats
(18)
1.4 Elementary Math Built-in Functions
(19)
1.5 Variable Names
(21)
1.6 Predefined Variables
(21)
1.7 Commands for Managing Variables
(22)
1.8 General Commands
(22)
1.9 Arrays
(24)
1.10 Operations with Arrays
(26)
1.11 Element-by-Element Operations
(29)
1.12 Random Numbers Generation
(31)
1.13 Polynomials
(32)
1.14 System of Linear Equations
(33)
1.15 Script Files
(38)
1.16 Programming in MATLAB
(39)
1.17 Graphics
(44)
1.18 Input/Output in MATLAB
(53)
1.19 Symbolic Mathematics
(54)
1.20 The Laplace Transforms
(58)
1.21 Control Systems
(59)
Summary
(98)
References
(99)
Problems
(100)
Chapter 2. Electrical Circuits
(112)
2.1 Introduction
(112)
2.2 Electrical Circuits
(115)
2.3 Kirchhoff's Laws
(117)
2.4 Example Problems and Solutions
(118)
References
(133)
Problems
(133)
Chapter 3. Control Systems
(136)
3.1 Introduction
(136)
3.2 Control Systems
(136)
3.3 Examples of Control Systems
(137)
3.4 Control System Configurations
(138)
3.5 Control System Terminology
(139)
3.6 Control System Classes
(141)
3.7 Feedback Systems
(142)
3.8 Analysis of Feedback
(143)
3.9 Control System Analysis and Design Objectives
(144)
3.10 MATLAB Application
(144)
3.11 Second-Order Systems
(146)
3.12 Root Locus Plots
(147)
3.13 Bode Diagrams
(147)
3.14 Nyquist Plots
(148)
3.15 Nichols Chart
(149)
3.16 Gain Margin, Phase Margin, Phase Crossover, Frequency and Gain Crossover Frequency
(149)
3.17 Transformation of System Models
(150)
3.18 Bode Diagrams of Systems Defined in State Space
(151)
3.19 Nyquist Plots of a System Defined in State Space
(151)
3.20 Transient-Response Analysis in State Space
(152)
3.21 Response to Initial Condition in State Space
(154)
3.22 Example Problems and Solutions
(154)
References
(203)
Problems
(205)
Chapter 4. Numerical Methods
(216)
4.1 Introduction
(216)
4.2 System of Linear Algebraic Equations
(216)
4.3 Gauss Elimination Method
(216)
4.4 LU Decomposition Methods
(217)
4.5 Choleski's Decomposition
(218)
4.6 Gauss-Seidel Method
(218)
4.7 Gauss-Jordan Method
(219)
4.8 Jacobi Method
(220)
4.9 The Householder Factorization
(222)
4.10 Symmetric Matrix Eigenvalue Problems
(223)
4.11 Jacobi Method
(223)
4.12 Householder Reduction to Tridiagonal Form
(225)
4.13 Sturn Sequence
(226)
4.14 QR Method
(226)
4.15 Example Problems and Solutions
(229)
References
(269)
Problems
(274)
Chapter 5. Optimization
(276)
5.1 Introduction
(276)
5.2 Conjugate Gradient Methods
(276)
5.3 Newton's Method
(277)
5.4 The Concept of Quadratic Convergence
(278)
5.5 Powell's Method
(281)
5.6 Fletcher-Reeves Method
(282)
5.7 Hooke and Jeeves Method
(282)
5.8 Interior Penalty Function Method
(283)
5.9 Example Problems and Solutions
(285)
References
(331)
Problems
(331)
Chapter 6. Direct Numerical Integration Methods
(334)
6.1 Introduction
(334)
6.2 Single-Degree of Freedom System
(334)
6.3 Multi-Degree of Freedom System
(337)
6.4 Explicit Schemes
(338)
6.5 Implicit Schemes
(343)
6.6 Example Problems and Solutions
(352)
References
(396)
Problems
(401)
Chapter 7. Engineering Mechanics
(404)
7.1 Introduction
(404)
7.2 Newtonian Mechanics
(404)
7.3 Newton's Laws of Motion
(404)
7.4 Resultants of Coplanar Force Systems
(405)
7.5 Resultants of Non-Coplanar Force Systems
(406)
7.6 Equilibrium of Coplanar Force Systems
(407)
7.7 Equilibrium of Non-Coplanar Force System
(409)
7.8 Trusses
(409)
7.9 Analysis of Beams
(410)
7.10 Friction
(410)
7.11 First Moments and Centroids
(411)
7.12 Virtual Work
(412)
7.13 Kinematics of a Particle
(413)
7.14 D'Alembert's Principle
(417)
7.15 Kinematics of a Rigid Body in Plane Motion
(417)
7.16 Moments of Inertia
(419)
7.17 Dynamics of a Rigid Body in Plane Motion
(421)
7.18 Work and Energy
(423)
7.19 Impulse and Momentum
(424)
7.20 Three-Dimensional Mechanics
(426)
7.21 Example Problems and Solutions
(428)
References
(541)
Problems
(542)
Chapter 8. Mechanical Vibrations
(564)
8.1 Introduction
(564)
8.2 Classification of Vibrations
(564)
8.3 Elementary Parts of Vibrating Systems
(565)
8.4 Discrete and Continuous Systems
(567)
8.5 Vibration Analysis
(567)
8.6 Components of Vibrating Systems
(569)
8.7 Free Vibration of Single Degree of Freedom Systems
(571)
8.8 Forced Vibration of Single-Degree of Freedom Systems
(578)
8.9 Harmonic Functions
(586)
8.10 Two-Degree of Freedom Systems
(588)
8.11 Multi-Degree of Freedom Systems
(592)
8.12 Free Vibration of Damped Systems
(596)
8.13 Proportional Damping
(596)
8.14 General Viscous Damping
(597)
8.15 Harmonic Excitations
(597)
8.16 Modal Analysis for Undamped Systems
(598)
8.17 Lagrange's Equation
(598)
8.18 Principle of Virtual Work
(599)
8.19 D' Alembert's Principle
(600)
8.20 Lagrange's Equations of Motion
(600)
8.21 Variational Principles
(600)
8.22 Hamilton's Principle
(600)
8.23 Example Problems and Solutions
(601)
References
(649)
Problems
(653)
Bibliography
(662)
Index
(664)