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Engineering Dynamics
A Comprehensive Introduction

Inglese · Copertina rigida

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Zusatztext " Engineering Dynamics: A Comprehensive Introduction targets students who are taking an introductory course in dynamics. The authors' stated intent is to provide a clear! rigorous! and complete view of the fundamentals of Newtonian dynamics! emphasizing a deep understanding of the concepts and the mathematics behind them. The result is a book that covers ample topics of engineering dynamics in a structured! detailed! and systematic manner. . . . [The] appendices provide a quick and easy way to review the main concepts and mathematical tools used in solving dynamics problems. . . . Adding to the nice reading! the notation used throughout the book is clearly described. It is consistent and easy to understand; it also promotes a clear identification of the system of reference used. . . . Kasdin and Paley provide a sound mathematical approach in a modern and systematic manner. Engineering Dynamics is an outstanding book that presents an invigorating perspective on one of the most important topics in engineering! proving that! although 'dynamics is difficult!' it is nevertheless extremely important! and! with the right support! one can see that it is also beautiful." ---Corina Sandu! Journal of Guidance! Control! and Dynamics Informationen zum Autor N. Jeremy Kasdin & Derek A. Paley Klappentext "There are few courses in the engineering curriculum that cause students more difficulty than rigid-body dynamics. By laying out the foundations of the subject with precision and clarity through unambiguous notation and rigorous definitions, Engineering Dynamics goes a long way toward remedying this situation. Numerous examples with motivating applications demonstrate the underlying ideas and solution techniques. This landmark text stands apart in the field, and will be welcomed by students and instructors alike." --Dennis S. Bernstein, University of Michigan "Kasdin and Paley provide a thorough and rigorous introduction to engineering dynamics. They hit all the required topics, and also present material not normally addressed by an introductory text. This is an ambitious book and the authors carry it out well. It is in many ways better than almost all other comparable texts." --Geoffrey Shiflett, University of Southern California Zusammenfassung Introduces undergraduate students to engineering dynamics. Combining the strengths of both beginner and advanced dynamics texts, this book spans the full range of mechanics problems, from one-dimensional particle kinematics to three-dimensional rigid-body dynamics, including an introduction to Lagrange's and Kane's methods. Inhaltsverzeichnis 21805772 ...

Dettagli sul prodotto

Autori N. Jeremy Paley Kasdin, N. Jeremy Kasdin, Derek A. Paley, Kasdin N. Jeremy
Editore Princeton University Press
 
Contenuto Libro
Forma del prodotto Copertina rigida
Data pubblicazione 14.03.2011
Categoria Scienze naturali, medicina, informatica, tecnica > Scienze naturali, tematiche generali
 
EAN 9780691135373
ISBN 978-0-691-13537-3
Numero di pagine 688
 
Categorie TECHNOLOGY & ENGINEERING / Mechanical, SCIENCE / Physics / General, Gravity, Vibration, Momentum, Physics, steady state, Derivative, equation, KINEMATICS, Mechanical Engineering, Acceleration, Special Relativity, Applied physics, pendulum, transfer function, differential equation, potential energy, Rigid body, Three-body Problem, Harmonic Oscillator, Initial condition, Newton's Law of Universal Gravitation, Celestial mechanics, Newton's method, equivalence principle, Hooke's law, center of mass, Simple Harmonic Motion, Kinetic Energy, Gravitational Field, Euler Angles, Equations of Motion, Angular Momentum, Initial Value Problem, Antiderivative, cartesian coordinate system, Three-dimensional space (mathematics), Unit vector, Euclidean vector, Coordinate system, Circular orbit, Center of mass (relativistic), Two-dimensional space, Polar coordinate system, Degrees of freedom (statistics), Conservation law, Angular velocity, Moment of inertia, Degrees of freedom (mechanics), Directional derivative, Equilibrium point, Spherical coordinate system, Projection method (fluid dynamics), Horizontal plane, Angular frequency, Control volume, Small-angle approximation, Euler's equations (rigid body dynamics), Coriolis force, Double pendulum, Relative velocity, Newton's laws of motion, Forcing function (differential equations), Relativistic speed, Parallel axis theorem, Conservative force, Nonholonomic system, Coefficient of restitution, Holonomic constraints, Free body diagram, Precession, Effective potential, Truncation error, Radius of gyration
 

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