- Author:K. Gupta,J. S. Rao
- Publisher:Halsted Pr (April 1, 1985)
- Pages:395 pages
- FB2 format1497 kb
- ePUB format1349 kb
- DJVU format1181 kb
- Formats:doc lrf txt rtf
The book presents the theory of free, forced and transient vibrations of single degree, two degree and multi-degree of. .
The book presents the theory of free, forced and transient vibrations of single degree, two degree and multi-degree of freedom, undamped and damped, lumped parameter systems and its applications. Free and forced vibrations of undamped continuous systems are also covered. Numerical methods like holzers and myklestads are also presented in matrix form. Finite element method for vibration problem is also included. Though the book is primarily intended for an undergraduate course in mechanical vibrations, it covers some advanced topics which are generally taught at postgraduate level. The needs of the practising engineers have been kept in mind too.
62. RAO (Browse shelf).
Subject(s): VibrationDDC classification: 62. Tags from this library: No tags from this library for this title. 62.
Theory and Practice in Gas Turbines by . In keeping with its mostly introductory nature, the primary focus is on thermodynamic cycle design and practical mechanical design features
Theory and Practice in Gas Turbines by . In keeping with its mostly introductory nature, the primary focus is on thermodynamic cycle design and practical mechanical design features. Where possible, electronic spreadsheet type of calculations is used in example problems to calculate flow characteristics and related cycle design parameters.
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and Gupta, . Introductory Course on Theory and Practice of Mechanical Vibrations, Wiley Eastern, New Delhi, India, 1984. Mechanical Vibrations, 3 rd e. Addison-Wesley, Reading, MA, 1995
and Gupta, . Addison-Wesley, Reading, MA, 1995. Rocard, . General Dynamics of Vibrations, Unger, New York, NY, 1960. Theory and Problems of Mechanical Vibrations, Schaum’s Outline Series, McGraw-Hill, New York, NY, 1964. Theory of Vibration: An Introduction, Springer-Verlag, New York, NY, 1991. Theory of Vibration: Discrete and Continuous Systems, Springer, New York, NY, 1991.
Author of Rotor dynamics, Vibratory Condition Monitoring of Machines, Introductory course on theory and practice of mechanical vibrations, Turbine . Together, let's build an Open Library for the World.
Author of Rotor dynamics, Vibratory Condition Monitoring of Machines, Introductory course on theory and practice of mechanical vibrations, Turbine Blade Life Estimation, Mechanism and machine theory, Advanced theory of vibration, Turbomachine unsteady aerodynamics, Turbomachine blade vibration.
Find nearly any book by . Rao. Get the best deal by comparing prices from over 100,000 booksellers. ISBN 9780852267837 (978-0-85226-783-7) Softcover, John Wiley and Sons Ltd, 1985.
Introductory course on Theory and Practice of Mechanical Vibration - . Reference Books 1. Theory and Application of Automatic Controls - . Nakra, New Age International Pvt. New Age Publication, 2004. Electives -I FATIGUE, CREEP AND FRACTURE (3-0-0) Fatigue: Types of fatigue loading and failure, Fatigue test, endurance limit; Fatigue under combine stresses; Influence of stress concentration on fatigue strength, Notch sensitivity, Factors influencing fatigue behavior. Lt. New Delhi, 1998. 2. Transducers and Instrumentation, PHI, New Delhi,1995.
Example problems are completely worthless as Rao often skips dozens of steps at once, assuming the reader is already a pro at modeling complex physical systems. Well, let's just say you better have a much better teacher than Rao is a writer.
Theory and Practice of mechanical vibrations - J. S. Rao, K. Gupta - New Age International Publications. 8. Mechanical Vibrations - Den, Chambil, Hinckle 9. Mechanical Vibrations, . Den Hartog, McGrawhill Book Company Inc. References: 1. Leonard Meirovitch, Introduction to Dynamics and Control. Wiley, New York, 2. Leonard Meirovitch, Elements of Vibration Analysis. McGraw-Hill, New York, 3. Leonard Meirovitch, Dynamics and Control of Structures. 4. Antony J. Pettofrezzo, Matrices and Transformations. 5. Benson H. Tongue, Principles of Vibration