Structural Dyanamics :Theory & Computation
By: Paz, Mario
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Publisher: New Delhi CBS Publishers & Distributers 1985Edition: 2nd Ed.Description: 561p. | Binding - Paperback | 21.6*14.ISBN: 81-239-0978-0.Subject(s): Civil EngineeringDDC classification:
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School of Engineering & Technology General Stacks | Circulation | 624.171 PAZ (Browse shelf) | Available | E13515 | ||
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School of Engineering & Technology General Stacks | Circulation | 624.171 PAZ (Browse shelf) | Available | E13516 | ||
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School of Engineering & Technology General Stacks | Circulation | 624.171 PAZ (Browse shelf) | Available | E13517 | ||
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School of Engineering & Technology General Stacks | Circulation | 624.171 PAZ (Browse shelf) | Available | E13518 | ||
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School of Engineering & Technology General Stacks | Circulation | 624.171 PAZ (Browse shelf) | Available | E13519 | ||
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School of Engineering & Technology Reference Section | Reference | 624.171 PAZ (Browse shelf) | Not For Loan | E5088 | ||
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School of Engineering & Technology General Stacks | Circulation | 624.171 PAZ (Browse shelf) | Available | E5089 | ||
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School of Engineering & Technology General Stacks | Circulation | 624.171 PAZ (Browse shelf) | Available | E5090 |
Structural Dynamics: Theory And Computation by Mario Paz is based on the subject of structures. This is an important subject for students of Civil Engineering, which makes the theory and the computations provided in this book essential to their academic pursuits. The author describes the harmonic responses of structures, with respect to distributed inertia and discrete systems. Students should be able to understand the link between the solutions to practical questions and differential equations on reading this book.
The book contains twenty-two chapters, categorised under five sections, including structures modelled as a single degree-of-freedom system, modelled as shear buildings, modelled as discrete multi-degree-of-freedom system, modelled with distributed properties and random vibrations. The author has included a new topic in the book, where he elaborates his own method of reducing Eigen problems. This helps in deducing the exact answer for every mode. Some highly important chapters and easy applications are given in the book, making it useful for people who are both studying and working in the field of civil engineering.
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