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| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics P. Sivaramakrishna Das, C. Vijayakumari, 2017 Engineering Mathematics is designed to suit the curriculum requirements of undergraduate students of engineering. In their trademark student friendly style, the authors have endeavored to provide an in depth understanding of the concepts. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Transforms and Partial Differential Equations(Combo) P. Sivaramakrishna Das, C. Vijayakumari, Transforms and Partial Differential Equations, 6e is designed to provide a firm foundation on the basic concepts of partial differential equations, Fourier series analysis, Fourier series techniques in solving heat flow problems, Fourier transform techniques and Z-transforms. In their trademark student-friendly style, the authors have endeavored to provide an in-depth understanding of the important principles, methods and processes of obtaining results in a systematic way with emphasis on clarity and academic rigor. Features: • More than 320 solved examples • More than 250 exercises with answers • More than 150 Part A questions with answers • Plenty of hints for problems • Includes a free book containing FAQs Table of Contents: Preface Acknowledgements About the Authors 1. Partial Differential Equations 2. Fourier Series 3. Application of Partial Differential Equations 4. Fourier Transforms 5. Z-transforms and Difference Equations Formulae To Remember |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Discrete Mathematics | Fifth Edition | For Anna University | By Pearson P. Sivaramakrishna Das, C. Vijayakumari, Discrete Mathematics, 5E is designed to provide students with extended logical and mathematical maturity and the ability to deal with abstraction. The text introduces the basic terminologies used in computer science courses and application of ideas to solve practical problems. The concepts of combinatorics and graph theory, applications of algebraic structures and the significance of lattices and Boolean Algebra have been dealt in detail. The text is also bundled with a supplement that includes frequently asked questions and answers. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Advanced Engineering Mathematics Dennis Zill, Warren S. Wright, Michael R. Cullen, 2011 Accompanying CD-ROM contains ... a chapter on engineering statistics and probability / by N. Bali, M. Goyal, and C. Watkins.--CD-ROM label. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Electrodynamics Janusz Turowski, Marek Turowski, 2017-12-19 Due to a huge concentration of electromagnetic fields and eddy currents, large power equipment and systems are prone to crushing forces, overheating, and overloading. Luckily, power failures due to disturbances like these can be predicted and/or prevented. Based on the success of internationally acclaimed computer programs, such as the authors’ own RNM-3D, Engineering Electrodynamics: Electric Machine, Transformer, and Power Equipment Design explains how to implement industry-proven modeling and design techniques to solve complex electromagnetic phenomena. Considering recent progress in magnetic and superconducting materials as well as modern methods of mechatronics and computer science, this theory- and application-driven book: Analyzes materials structure and 3D fields, taking into account magnetic and thermal nonlinearities Supplies necessary physical insight for the creation of electromagnetic and electromechanical high power equipment models Describes parameters for electromagnetic calculation of the structural parts of transformers, electric machines, apparatuses, and other electrical equipment Covers power frequency 50-60 Hz (worldwide and US) equipment applications Includes examples, case studies, and homework problems Engineering Electrodynamics: Electric Machine, Transformer, and Power Equipment Design provides engineers, students, and academia with a thorough understanding of the physics, principles, modeling, and design of contemporary industrial devices. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Advanced Mathematics Stanley J. Farlow, 2019-10-02 Provides a smooth and pleasant transition from first-year calculus to upper-level mathematics courses in real analysis, abstract algebra and number theory Most universities require students majoring in mathematics to take a “transition to higher math” course that introduces mathematical proofs and more rigorous thinking. Such courses help students be prepared for higher-level mathematics course from their onset. Advanced Mathematics: A Transitional Reference provides a “crash course” in beginning pure mathematics, offering instruction on a blendof inductive and deductive reasoning. By avoiding outdated methods and countless pages of theorems and proofs, this innovative textbook prompts students to think about the ideas presented in an enjoyable, constructive setting. Clear and concise chapters cover all the essential topics students need to transition from the rote-orientated courses of calculus to the more rigorous proof-orientated” advanced mathematics courses. Topics include sentential and predicate calculus, mathematical induction, sets and counting, complex numbers, point-set topology, and symmetries, abstract groups, rings, and fields. Each section contains numerous problems for students of various interests and abilities. Ideally suited for a one-semester course, this book: Introduces students to mathematical proofs and rigorous thinking Provides thoroughly class-tested material from the authors own course in transitioning to higher math Strengthens the mathematical thought process of the reader Includes informative sidebars, historical notes, and plentiful graphics Offers a companion website to access a supplemental solutions manual for instructors Advanced Mathematics: A Transitional Reference is a valuable guide for undergraduate students who have taken courses in calculus, differential equations, or linear algebra, but may not be prepared for the more advanced courses of real analysis, abstract algebra, and number theory that await them. This text is also useful for scientists, engineers, and others seeking to refresh their skills in advanced math. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: A Textbook of Engineering Mathematics (For First Year ,Anna University) N.P. Bali, 2009 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering mathematics-I , Engineering Mathematics is designed to suit the curriculum requirements of undergraduate students of engineering. In their trademark student friendly style, the authors have endeavored to provide an in depth understanding of the concepts. Supported by a variety of solved examples, with reference to appropriate engineering applications, the book delves into the fundamental and theoretical concepts of Algebra, Calculus, Differential equations, Complex analysis, and Series and Transforms and facilitates self-learning. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Physics S. Mani Naidu, 2013 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics C W. Evans, 2019-03-04 The programmed approach, established in the first two editions is maintained in the third and it provides a sound foundation from which the student can build a solid engineering understanding. This edition has been modified to reflect the changes in the syllabuses which students encounter before beginning undergraduate studies. The first two chapters include material that assumes the reader has little previous experience in maths. Written by CHarles Evans who lectures at the University of Portsmouth and has been teaching engineering and applied mathematics for more than 25 years. This text provides one of the essential tools for both undergraduate students and professional engineers. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Solution Manual to Engineering Mathematics N. P. Bali, Dr. Manish Goyal, C. P. Gandhi, 2010 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: A Textbook of Discrete Mathematics (LPSPE) S K Sarkar, 2016 A Textbook of Discrete Mathematics provides an introduction to fundamental concepts in Discrete Mathematics, the study of mathematical structures which are fundamentally discrete, rather than continuous. It explains how concepts of discrete mathematics are important and useful in branches of computer science, such as, computer algorithms, programming languages, automated theorem proving and software development, to name a few. Written in a simple and lucid style, it hasa balanced mix of theory and application to illustrate the implication of theory. It is designed for the students of graduate and postgraduate courses in computer science and computer engineering. The students pursuing IT related professional courses may also be benefitted. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Graph Theory Singh G. Suresh, 2010-08 Graphical representations have given a new dimension to the problem solving exercise in diverse subjects like mathematics, bio-sciences, chemical sciences, computer science and information technology, social sciences and linguistics. This book is devoted to the models of graph theory, and the solutions provided by these models to the problems encountered in these diverse fields of study. The text offers a comprehensive and coherent introduction to the fundamentals of graph theory, besides giving an application based approach to the subject. Divided into 13 chapters, the book begins with explicating the basics of graph theory, moving onto the techniques involved while drawing the graphs. The subsequent chapters dwell onto the problems solved by the Ramsey table and Perfect graphs. The algebraic graphs and their concepts are also explained with great precision. The concluding chapters discuss research oriented methodologies carried out in the field of graph theory. The research works include the work done by the author himself such as on Union Graphs and Triangular Graceful Graphs, and their ramifications. Primarily intended as a textbook for the undergraduate and postgraduate students of mathematics and computer science, this book will be equally useful for the undergraduate students of engineering. Apart from that, the book can be used as a reference by the researchers and mathematicians. Key Features: Incorporates numerous graphical representations in the form of well-labelled diagrams Presents a balanced approach with the help of worked-out examples, algorithms, definitions and remarks Comprises chapter-end exercises to judge students' comprehension of the subject |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Applied Mathematics for Science and Engineering Larry A. Glasgow, 2014-09-09 Prepare students for success in using applied mathematics for engineering practice and post-graduate studies Moves from one mathematical method to the next sustaining reader interest and easing the application of the techniques Uses different examples from chemical, civil, mechanical and various other engineering fields Based on a decade’s worth of the authors lecture notes detailing the topic of applied mathematics for scientists and engineers Concisely writing with numerous examples provided including historical perspectives as well as a solutions manual for academic adopters |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Discrete Mathematics Babu Ram, 2012 Discrete Mathematics will be of use to any undergraduate as well as post graduate courses in Computer Science and Mathematics. The syllabi of all these courses have been studied in depth and utmost care has been taken to ensure that all the essential topics in discrete structures are adequately emphasized. The book will enable the students to develop the requisite computational skills needed in software engineering. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics Babu Ram, 2009 Engineering Mathematics covers the four mathematics papers that are offered to undergraduate students of engineering. With an emphasis on problem-solving techniques and engineering applications, as well as detailed explanations of the mathematical concepts, this book will give the students a complete grasp of the mathematical skills that are needed by engineers. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Analytical Geometry 2D and 3D Vittal, 2013 Designed to meet the requirements of UG students, the book deals with the theoretical as well as the practical aspects of the subject. Equal emphasis has been given to both 2D as well as 3D geometry. The book follows a systematic approach with adequate examples for better understanding of the concepts. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Advanced Engineering Mathematics Dennis G. Zill, 2020-12-01 This package includes the printed hardcover book and access to the Navigate 2 Companion Website. The seventh edition of Advanced Engineering Mathematics provides learners with a modern and comprehensive compendium of topics that are most often covered in courses in engineering mathematics, and is extremely flexible to meet the unique needs of courses ranging from ordinary differential equations, to vector calculus, to partial differential equations. Acclaimed author, Dennis G. Zill's accessible writing style and strong pedagogical aids, guide students through difficult concepts with thoughtful explanations, clear examples, interesting applications, and contributed project problems. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Production and Operations Management K. Aswathappa, 2009 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Introduction to Partial Differential Equations K. Sankara Rao, 2010-07-30 Provides students with the fundamental concepts, the underlying principles, and various well-known mathematical techniques and methods, such as Laplace and Fourier transform techniques, the variable separable method, and Green's function method, to solve partial differential equations. It is supported by miscellaneous examples to enable students to assimilate the fundamental concepts and the techniques for solving PDEs with various initial and boundary conditions. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Let Us C: Authentic Guide to C PROGRAMMING Language 17th Edition (English Edition) Yashavant Kanetkar, 2020-09-04 Learn the hand-crafted notes on C programming Key Features Strengthens the foundations, as a detailed explanation of programming language concepts are given Lucid explanation of the concept Well thought-out, fully working programming examples End-of-chapter exercises that would help you practice the skills learned in the chapter Hand-crafted KanNotes at the end of the each chapter that would help the reader remember and revise the concepts covered in the chapter Focuses on how to think logically to solve a problem Description The new edition of this classic book has been thoroughly revamped, but remains faithful to the principles that have established it as a favourite amongst students, teachers and software professionals round the world. Simplicity- that has been the hallmark of this book in not only its previous sixteen English editions, but also in the Hindi, Gujrati, Japanese, Korean, Chinese and US editions. This book doesn't assume any programming background. It begins with the basics and steadily builds the pace so that the reader finds it easy to handle advanced topics towards the end of the book. What will you learn C Instructions Decision Control Instruction, Loop Control Instruction, Case Control Instruction Functions, Pointers, Recursion Data Types, The C Preprocessor Arrays, Strings Structures, Console Input/Output, File Input/Output Who this book is for Students, Programmers, researchers, and software developers who wish to learn the basics of C++ programming language.Table of Contents 1. Getting Started 2. C Instructions 3. Decision Control Instruction 4. More Complex Decision Making 5. Loop Control Instruction 6. More Complex Repetitions 7. Case Control Instruction 8. Functions 9. Pointers 10. Recursion 11. Data Types Revisited 12. The C Preprocessor 13. Arrays 14. Multidimensional Arrays 15. Strings 16. Handling Multiple Strings 17. Structures 18. Console Input/Output 19. File Input/Output 20. More Issues In Input/Output 21. Operations On Bits 22. Miscellaneous Features 23. Interview FAQs Appendix A- Compilation and Execution Appendix B- Precedence Table Appendix C- Chasing the Bugs Appendix D- ASCII Chart Periodic Tests I to IV, Course Tests I, II Index About the Authors Through his books and Quest Video Courses on C, C++, Java, Python, Data Structures, .NET, IoT, etc. Yashavant Kanetkar has created, molded and groomed lacs of IT careers in the last three decades. Yashavant's books and Quest videos have made a significant contribution in creating top-notch IT manpower in India and abroad. Yashavant's books are globally recognized and millions of students/professionals have benefitted from them. Yashavant's books have been translated into Hindi, Gujarati, Japanese, Korean and Chinese languages. Many of his books are published in India, USA, Japan, Singapore, Korea and China. Yashavant is a much sought after speaker in the IT field and has conducted seminars/workshops at TedEx, IITs, IIITs, NITs and global software companies. Yashavant has been honored with the prestigious Distinguished Alumnus Award by IIT Kanpur for his entrepreneurial, professional and academic excellence. This award was given to top 50 alumni of IIT Kanpur who have made a significant contribution towards their profession and betterment of society in the last 50 years. His Linkedin profile: linkedin.com/in/yashavant-kanetkar-9775255 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics: Volume II E. Rukmangadachari, 2012 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Hyperspaces Alejandro Illanes, 2024-12-15 Presents hyperspace fundamentals, offering a basic overview and a foundation for further study. Topics include the topology for hyperspaces, examples of geometric models for hyperspaces, 2x and C(X) for Peano continua X, arcs in hyperspaces, the shape and contractability of hyperspaces, hyperspaces and the fixed point property, and Whitney maps. The text contains examples and exercises throughout, and provides proofs for most results. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics-II Babu Ram, 2021 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Electronic Circuits Atul P. Godse, Uday A. Bakshi, 2020-12-01 The book covers all the aspects of theory, analysis, and design of Electronic Circuits for the undergraduate course. It provides all the essential information required to understand the operation and perform the analysis and design of a wide range of electronic circuits, including MOSFET as a switching and amplifier circuits, feedback amplifiers, oscillators, voltage regulators, operational amplifiers and its applications, DAC, ADC, and Phase-Locked Loop. The book is divided into four parts. The first part focuses on the fundamental concepts of MOSFET, MOSFET construction, characteristics, and circuits - as a switch, as a resistor/diode, as an amplifier, and current sink and source circuits. The second part focuses on the analysis of voltage-series and current-series feedback amplifiers. It also explains the Barkhausen criterion for oscillation and incorporates the detailed analysis of Wien bridge and phase-shift oscillators. The third part is dedicated to the basics of op-amp and a discussion of a variety of its applications. The fourth part focuses on the V to I and I to V Converters, DAC and ADC, and Phase-Locked Loop. The book uses straightforward and lucid language to explain each topic. The book provides the logical method of describing the various complicated issues and stepwise methods to make understanding easy. The variety of solved examples is the feature of this book. The book explains the subject's philosophy, which makes understanding the concepts evident and makes the subject more interesting. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Lectins Arpad Pusztai, Susan Bardocz, 2005-08-02 Lectins form a ubiquitous and important class of natural carbohydrate- binding information proteins. Although the main scientific interest was originally focussed on toxic lectins such as ricin, recent emphasis has shifted to exploring their involvement in cell-to-cell communication and recognition in microorganisms, plants and animals.; As knowledge of the basic properties and biological activities of lectins has increased, exciting opportunities have arisen for the exploitation of some of the advantageous aspects of fundamental lectinology.; Lectins: Biomedical Perspectives records the major achievements of an initiative, funded by the European Community, to coordinate lectin research throughout Europe. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Introduction to Probability Joseph K. Blitzstein, Jessica Hwang, 2014-07-24 Developed from celebrated Harvard statistics lectures, Introduction to Probability provides essential language and tools for understanding statistics, randomness, and uncertainty. The book explores a wide variety of applications and examples, ranging from coincidences and paradoxes to Google PageRank and Markov chain Monte Carlo (MCMC). Additional application areas explored include genetics, medicine, computer science, and information theory. The print book version includes a code that provides free access to an eBook version. The authors present the material in an accessible style and motivate concepts using real-world examples. Throughout, they use stories to uncover connections between the fundamental distributions in statistics and conditioning to reduce complicated problems to manageable pieces. The book includes many intuitive explanations, diagrams, and practice problems. Each chapter ends with a section showing how to perform relevant simulations and calculations in R, a free statistical software environment. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Probability and Queueing Theory S. Palaniammal, 2011-06-30 Designed as a textbook for the B.E./B.Tech. students of Computer Science and Engineering and Information Technology, this book provides the fundamental concepts and applications of probability and queueing theory. Beginning with a discussion on probability theory, the text analyses in detail the random variables, standard distributions, Markovian and non-Markovian queueing models with finite and infinite capacity, and queue networks. The topics are dealt with in a well-organized sequence with proper explanations along with simple mathematical formulations. KEY FEATURES: Gives concise and clear presentation of the concepts. Provides a large number of illustrative examples, in particular for queueing models and queueing networks, with step-by-step solutions to help students comprehend the concepts with ease. Includes questions asked in university examinations with their solutions for the last several years to help students in preparing for examinations. Provides hints and answers to unsolved problems. Incorporates chapter-end exercises to drill the students in self-study. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Dynamic Process Modeling , 2013-10-02 Inspired by the leading authority in the field, the Centre for Process Systems Engineering at Imperial College London, this book includes theoretical developments, algorithms, methodologies and tools in process systems engineering and applications from the chemical, energy, molecular, biomedical and other areas. It spans a whole range of length scales seen in manufacturing industries, from molecular and nanoscale phenomena to enterprise-wide optimization and control. As such, this will appeal to a broad readership, since the topic applies not only to all technical processes but also due to the interdisciplinary expertise required to solve the challenge. The ultimate reference work for years to come. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Mathematics and Sex Clio Cresswell, 2003 Dabble in the beauty and wonder of mathematics as it contributes to a variety of fields including literature, biology, economics and of course psychology, where the mathematics of sex plays some unexpected roles. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Control Systems Engineering A. Nagoor Kani, 2020-03-30 This book presents topics in an easy to understand manner with thorough explanations and detailed illustrations, to enable students to understand the basic underlying concepts. The fundamental concepts, graphs, design and analysis of control systems are presented in an elaborative manner. Throughout the book, carefully chosen examples are given so that the reader will have a clear understanding of the concepts. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics - 1 | Fourth Edition | For Anna University | By Pearson P. Sivaramakrishna Das, C. Vijayakumari, Engineering Mathematics, 4e, is designed for the first semester undergraduate students of B.E/ B. Tech courses. In their trademark student friendly style, the authors have endeavored to provide an in-depth understanding of the concepts. Supported by a variety of solved examples, with reference to appropriate engineering applications, the book delves into the fundamental and theoretical concepts of Differential Calculus, Functions of several variables, Integral Calculus, Multiple Integrals, and Differential equations. Features: -450+ solved examples -450+ exercises with answers -250+ Part A questions with answers -Plenty of hints for problems -Includes a free book containing FAQs Table of Contents: Preface About the Authors Chapter 1) Differential Calculus Chapter 2) Functions of Several Variables Chapter 3) Integral Calculus Chapter 4) Multiple Integrals Chapter 5) Differential Equations |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Fundamentals of Statistics Atindra Mohan Goon, 1971 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Office Management R. K. Chopra, 2009 |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics Das P. Sivaramakrishna, 2014 The book covers the syllabus completely and exhaustively. The five units of the syllabus are presented in the five chapters that make up this book .Each topic of the subject discussed presents the important principles, methods and processes of obtaining results in a systematic way with emphasis on clarity and academic rigour. A lot of standard problems and frequently asked university questions have been worked out in detail for the students' benefit. Exercise problems are given with hints, wherever necessary. Further, a supplement of Frequently Asked Questions and Answers is provided along wit. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Mathematics-I C. Vijayakumari, 2019 This book Engineering Mathematics-I consisting of Calculus, Differential Equations and Linear Algebra is designed as per AICTE syllabus. Though the book is written for AICTE, it is also suitable to cater various applications in Mathematics including various universities and competitive examinations. This book aims to provide a sound understanding in the subject of Mathematics. Practice is the key word in the learning process of mathematics. The experience of both the author in teaching undergraduate and postgraduate students from diverse background for more than four decades have helped to present the subject in a simplified manner in a step by step approach. Features: • Simple presentation with clarity and rigor • Step-by-step approach for problem solving to ease self-study • At the end of each chapter, short answer questions and objective questions are given to enhance the understanding of the topics. Table of Contents: Chapter 1. Calculus Chapter 2. Sequences and Series Chapter 3. Multivariable Calculus - Differentiation Chapter 4. Multivariable Calculus - Integration Chapter 5. First Order Ordinary Differential Equations Chapter 6. Ordinary Differential Equations of Higher Order Chapter 7. Partial Differential Equations - First Order Chapter 8. Matrices Chapter 9. Vector Spaces Chapter 10. Eigen Values, Eigen Vectors and Inner Product Spaces |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics I. E. Rukmangadachari, 1900 Mathematics lays the basic foundation for engineering students to pursue their core subjects. This edition of Engineering Mathematics-I covers the topics on ordinary differential equations of first-order and first-degree linear differential equations with constant coefficients, equations reducible to linear form, Rolle's theorem, Lagrange's and Cauchy's mean value theorem, Taylor's and Maclaurin's series, functions of several variables, maxima and minima, radius of curvature, application of integration to lengths, volumes and surface areas of solids of revolution, multiple integrals, Laplace t. |
| engineering mathematics by p sivaramakrishna das c vijayakumari: Engineering Mathematics II Sri Sri Ramachary, P. B. Bhaskara Rao, M. Bhujanga Rao, 2001 |
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