| 000 | 04522nam a22002657a 4500 | ||
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| 999 |
_c10075 _d10075 |
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| 005 | 20200211145256.0 | ||
| 008 | 151202s2013 us a|||| |||| 00| 0 eng d | ||
| 020 | _a9781118083451 | ||
| 040 |
_aFUE _erda |
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| 082 | 0 | 4 |
_222 _a620.105 _bM.J.E |
| 100 | 1 |
_aMeriam, J. L. _q(James Lathrop) |
|
| 245 | 1 | 0 |
_aEngineering mechanics: _bDynamics : SI version / _cJames Lathrop Meriam; L Glenn Kraige _nVol. 2 |
| 250 | _a7th ed. | ||
| 260 |
_aHoboken (NJ) : _bJ. Wiley & Sons, _cc2013 |
||
| 264 |
_aHoboken (NJ) : _bJ. Wiley & Sons, _cc2013 |
||
| 300 |
_aXX, 723 p. _bill ; _c26 cm. |
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| 336 |
_2rdacontent _atext |
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| 337 |
_2rdamedia _aunmediated |
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| 338 |
_2rdacarrier _avolume |
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| 505 | 0 | _aPart 1 Dynamics of Particles. -- Chapter 1: Introduction to Dynamics. -- 1.1 History and Modern Applications. -- 1.2 Basic Concepts. -- 1.3 Newton's Laws. -- 1.4 Units. -- 1.5 Gravitation. -- 1.6 Dimensions. -- 1.7 Solving Problems in Dynamics. -- 1.8 Chapter Review. -- Chapter 2: Kinematics of Particles. -- 2.1 Introduction. -- 2.2 Rectilinear Motion. -- 2.3 Plane Curvilinear Motion. -- 2.4 Rectangular Coordinates (x-y). -- 2.5 Normal and Tangential Coordinates (n-t). -- 2.6 Polar Coordinates (r-?). -- 2.7 Space Curvilinear Motion. -- 2.8 Relative Motion (Translating Axes). -- 2.9 Constrained Motion of Connected Particles. -- 2.10 Chapter Review. -- Chapter 3: Kinetics of Particles. -- 3.1 Introduction. -- Section A: Force, Mass, and Acceleration. -- 3.2 Newton's Second Law. -- 3.3 Equation of Motion and Solution of Problems. -- 3.4 Rectilinear Motion. -- 3.5 Curvilinear Motion. -- Section B: Work and Energy. -- 3.6 Work and Kinetic Energy. -- 3.7 Potential Energy. -- Section C: Impulse and Momentum. -- 3.8 Introduction. -- 3.9 Linear Impulse and Linear Momentum. -- 3.10 Angular Impulse and Angular Momentum. -- Section D: Special Applications. -- 3.11 Introduction. -- 3.12 Impact. -- 3.13 Central-Force Motion. -- 3.14 Relative Motion. -- 3.15 Chapter Review. -- Chapter 4: Kinetics of Systems of Particles. -- 4.1 Introduction. -- 4.2 Generalized Newton's Second Law. -- 4.3 Work-Energy. -- 4.4 Impulse-Momentum. -- 4.5 Conservation of Energy and Momentum. -- 4.6 Steady Mass Flow. -- 4.7 Variable Mass. -- 4.8 Chapter Review. -- Part 2 Dynamics of Rigid Bodies. -- Chapter 5: Plane Kinematics of Rigid Bodies. -- 5.1 Introduction. -- 5.2 Rotation. -- 5.3 Absolute Motion. -- 5.4 Relative Velocity. -- 5.5 Instantaneous Center of Zero Velocity. -- 5.6 Relative Acceleration. -- 5.7 Motion Relative to Rotating Axes. -- 5.8 Chapter Review. -- Chapter 6: Plane Kinetics of Rigid Bodies. -- 6.1 Introduction. -- Section A: Force, Mass, and Acceleration. -- 6.2 General Equations of Motion. -- 6.3 Translation. -- 6.4 Fixed-Axis Rotation. -- 6.5 General Plane Motion. -- Section B: Work and Energy. -- 6.6 Work-Energy Relations. -- 6.7 Acceleration from Work-Energy; Virtual Work. -- SectionC: Impulse and Momentum. -- 6.8 Impulse-Momentum Equations. -- 6.9 Chapter Review. -- Chapter 7: Introduction to Three-Dimensional Dynamics ofRigid Bodies. -- 7.1 Introduction. -- Section A: Kinematics. -- 7.2 Translation. -- 7.3 Fixed-Axis Rotation. -- 7.4 Parallel-Plane Motion. -- 7.5 Rotation about a Fixed Point. -- 7.6 General Motion. -- Section B: Kinetics. -- 7.7 Angular Momentum. -- 7.8 Kinetic Energy. -- 7.9 Momentum and Energy Equations of Motion. -- 7.10 Parallel-Plane Motion. -- 7.11 Gyroscopic Motion: Steady Precession. -- 7.12 Chapter Review. -- Chapter 8: Vibration and Time Response. -- 8.1 Introduction. -- 8.2 Free Vibration of Particles. -- 8.3 Forced Vibration of Particles. -- 8.4 Vibration of Rigid Bodies. -- 8.5 Energy Methods. -- 8.6 Chapter Review. -- Appendix A: Area Moments of Inertia. -- Appendix B: Mass Moments of Inertia. -- B.1 Mass Moments of Inertia about an Axis. -- B.2 Products of Inertia. -- Appendix C: Selected Topics of Mathematics. -- C.1 Introduction. -- C.2 Plane Geometry. -- C.3 Solid Geometry. -- C.4 Algebra. -- C.5 Analytic Geometry. -- C.6 Trigonometry. -- C.7 Vector Operations. -- C.8 Series. -- C.9 Derivatives. -- C.10 Integrals. -- C.11 Newton's Method for Solving Intractable Equations. -- C.12 Selected Techniques for Numerical Integration. -- Appendix D: Useful Tables. -- Table D.1 Physical Properties. -- Table D.2 Solar System Constants. -- Table D.3 Properties of Plane Figures. -- Table D.4 Properties of Homogeneous Solids | |
| 650 | 0 | _aDynamics | |
| 650 | 0 | _aMechanics, Applied | |
| 700 | 1 |
_aKraige, L. G. _q(L Glenn) _99501 |
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| 942 |
_2ddc _cBK |
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