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Mechanics and Strength of Materials.

Author: Bogdan Skalmierski
Publisher: Burlington : Elsevier Science, 1979.
Edition/Format:   eBook : Document : EnglishView all editions and formats
Summary:
Mechanics and Strength of Materials focuses on the methodologies used in studying the strength of materials. The text first discusses kinematics, and then describes the motion of a single particle; description of the motion of a rigid body; plane motion of a rigid body; and examples of the determination of velocities and accelerations in the motion of plane mechanism. The book explains the dynamics of a particle and  Read more...
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Genre/Form: Electronic books
Additional Physical Format: Print version:
Skalmierski, Bogdan.
Mechanics and Strength of Materials.
Burlington : Elsevier Science, ©1979
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: Bogdan Skalmierski
ISBN: 9781483102559 1483102556
OCLC Number: 895435817
Notes: 8.4. Forced vibrations of harmonic oscillators.
Description: 1 online resource (445 pages)
Contents: Front Cover; Mechanics and Strength of Materials; Copyright Page; Preface; Table of Contents; Introduction; Chapter 1. Kinematics; 1.1. Motion of a single particle; 1.2. Description of the motion of a rigid body; 1.3. Relative motion; 1.4. Plane motion of a rigid body; 1.5. Examples of the determination of velocities and accelarations in the motion of plane mechanisms; Chapter 2. The dynamics of a particle; 2.1. Fundamental definitions and theorems; 2.2. Motion of a particle; 2.3. Centre of mass and centre of gravity of a particle system; 2.4. Law of variation of momentum. 2.5. Law of variation of angular momentumChapter 3. Statics; 3.1. Equations of equilibrum; 3.2. Couple; 3.3. Spatial system of forces. Wrench; 3.4. Analytical and graphical methods in the statics of plane systems; 3.5. Examples; 3.6. The distributive character of transverse loads in simple rods; 3.7. The equilibrium of rods loaded with transverse forces; 3.8. Friction; Chapter 4. The statics of elastic systems; 4.1. Hooke's law; 4.2. Safety factor; 4.3. Statically indeterminate systems; 4.4. Problems of simple beam-bending; 4.5. Geometric moments of inertia. 4.6. Strength calculations of beams4.7. The equation for the axis of a deflected beam; 4.8. Graphical methods of determining deflections of simple beams (Mohr's analogy); 4.9. Oblique bending; 4.10. Some special problems of bending theory; 4.11. Clapeyron's systems; 4.12. Buckling problems of axially compressed rods; 4.13. Highly curved rods; 4.14. Torsion of rods with circular cross-section; 4.15. Springs; 4.16. Simultaneous bending and torsion of rods with circular crosssection; Chapter 5. The dynamics of rigid bodies; 5.1. Moments of inertia of rigid bodies. 5.2. The angular momentum of a rigid body in general motion5.3. Angular momentum in circular motion; 5.4. Euler's equations; 5.5. The kinetic energy of rigid bodies in general motion; Chapter 6. Dynamics in relative motion; 6.1. Differential equation of the motion of a particle in a noninertial system; 6.2. The dynamics of rigid bodies in relative motion; Chapter 7. Fundamentals of analytical mechanics; 7.1. Generalized coordinates and degrees of freedom of a mechanical system; 7.2. D'Alembert's principle; 7.3. Hamilton's principle; 7.4. Lagrange equations of the first order. 7.5. Lagrange equations of the second order7.6. Kinetic energy of a system; 7.7. Impulsive motion; 7.8. Gyroscopic and dissipative forces; 7.9. The Lagrange equations for electromechanical systems; 7.10. Hamilton's canonical equations; 7.11. The total energy of a mechanical system; 7.12. Configurational space; 7.13. The stability of mechanical systems; Chapter 8. Vibrations of systems with one degree of freedom; 8.1. Preliminary discussion; 8.2. Free vibrations of harmonic oscillators; 8.3. The influence of dissipative forces in the free vibrations of harmonic oscillators.

Abstract:

Mechanics and Strength of Materials focuses on the methodologies used in studying the strength of materials. The text first discusses kinematics, and then describes the motion of a single particle; description of the motion of a rigid body; plane motion of a rigid body; and examples of the determination of velocities and accelerations in the motion of plane mechanism. The book explains the dynamics of a particle and statics, including the center of mass and gravity of a particle system; law of variation of angular momentum; analytical and graphical methods in the statics of plane systems; and.

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