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9780387951454

Engineering Dynamics

by
  • ISBN13:

    9780387951454

  • ISBN10:

    0387951458

  • Format: Paperback
  • Copyright: 2001-01-01
  • Publisher: Springer Verlag
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Supplemental Materials

What is included with this book?

Summary

This primer is intended to provide the theoretical background for the standard undergraduate, mechanical engineering course in dynamics. It grew out of the author's desire to provide an affordable compliment to the standard texts on the subject in which the gap between the theory presented and the problems to be solved is oftentimes too large. The book contains several worked examples and at the end of each chapters summaries and exercises to aid the student in their understanding of the chapter. Teachers who wish to have a source of more detailed theory for the course, as well as graduate students who need a refresher course on undergraduate dynamics when preparing for certain first year graduate school examinations, and students taking the course will find the work very helpful.

Table of Contents

Preface vii
Elementary Particle Dynamics
1(10)
Kinematics of a Particle
1(2)
A Circular Motion
3(1)
Rectilinear Motions
4(2)
Given Acceleration as a Function of Time
5(1)
Given Acceleration as a Function of Speed
5(1)
Given Acceleration as a Function of Placement
5(1)
Kinetics of a Particle
6(1)
Action and Reaction
6(1)
The Four Steps
6(1)
A Particle Under the Influence of Gravity
7(1)
Kinematics
7(1)
Forces
7(1)
Balance Law
8(1)
Analysis
8(1)
Summary
8(1)
Exercises
9(2)
Particles and Cylindrical Polar Coordinates
11(8)
The Cylindrical Polar Coordinate System
11(2)
Velocity and Acceleration Vectors
13(1)
Common Errors
13(1)
Kinetics of a Particle
14(1)
The Planar Pendulum
14(2)
Kinematics
15(1)
Forces
15(1)
Balance Law
16(1)
Analysis
16(1)
Summary
16(1)
Exercises
17(2)
Particles and Space Curves
19(22)
The Serret-Frenet Triad
19(3)
The Serret-Frenet Formulae
22(1)
Examples of Space Curves
23(8)
A Curve on a Plane
23(3)
A Space Curve Parametrized by x
26(1)
A Circle on a Plane
27(2)
A Circular Helix
29(2)
Application to Particle Mechanics
31(2)
A Particle Moving on a Fixed Curve Under Gravity
33(3)
Kinematics
33(1)
Forces
34(1)
Balance Law
35(1)
Analysis
35(1)
Summary
36(1)
Exercises
37(4)
Friction Forces and Spring Forces
41(16)
An Experiment on Friction
41(2)
Static and Dynamic Coulomb Friction Forces
43(3)
A Particle on a Surface
44(1)
A Particle on a Space Curve
45(1)
Some Comments on Friction Forces
46(1)
A Particle on a Rough Moving Plane
47(1)
Hooke's Law and Linear Springs
48(2)
A Particle on a Rough Spinning Cone
50(3)
Kinematics
51(1)
Forces
51(1)
Balance Law
52(1)
Analysis
52(1)
Summary
53(1)
Exercises
54(3)
Power, Work, and Energy
57(16)
The Power of a Force
57(2)
The Work-Energy Theorem
59(1)
Conservative Forces
60(1)
Examples of Conservative Forces
61(2)
Constant Forces
61(1)
Spring Forces
62(1)
Energy Conservation
63(2)
A Particle Moving on a Rough Curve
65(3)
Kinematics
66(1)
Forces
66(1)
Work Done by Friction
66(1)
The Smooth Curve
67(1)
Further Examples of Energy Conservation
68(1)
A Particle in a Conservative Force Field
68(1)
A Particle on a Fixed Smooth Surface
68(1)
The Planar Pendulum
69(1)
Summary
69(1)
Exercises
70(3)
Momenta, Impulses, and Collisions
73(18)
Linear Momentum and Its Conservation
73(1)
Linear Impulse and Linear Momentum
73(1)
Conservation of Linear Momentum
74(1)
Example
74(1)
Angular Momentum and Its Conservation
74(4)
Angular Momentum Theorem
75(1)
Conservation of Angular Momentum
75(1)
Central Force Problems
76(1)
Kepler's Problem
76(1)
A Particle on a Smooth Cone
77(1)
Collision of Particles
78(6)
The Model and Impact Stages
79(1)
Linear Impulses During Impact
80(1)
Linear Momenta
81(1)
The Postimpact Velocities
82(1)
Kinetic Energy and the Coefficient of Restitution
83(1)
Negative Values of the Coefficient of Restitution
84(1)
Impact of a Particle and a Massive Object
84(1)
Collision of Two Spheres
85(1)
Summary
86(2)
Exercises
88(3)
Systems of Particles
91(16)
Preliminaries
91(1)
Center of Mass, Momenta, and Kinetic Energy
92(3)
The Center of Mass
92(1)
Linear Momentum
93(1)
Angular Momentum
93(1)
Kinetic Energy
94(1)
Kinetics of Systems of Particles
95(1)
Conservation of Linear Momentum
95(3)
The Cart and the Pendulum
95(3)
Conservation of Angular Momentum
98(4)
Four Whirling Particles
100(2)
Work, Energy, and Conservative Forces
102(2)
The Cart and the Pendulum
102(1)
Four Whirling Particles
103(1)
Comment
104(1)
Summary
104(1)
Exercises
105(2)
Planar Kinematics of Rigid Bodies
107(28)
The Motion of a Rigid Body
107(5)
General Considerations
107(1)
A Rigid Body
108(2)
Angular Velocity and Acceleration Vectors
110(1)
Fixed-Axis Rotation
111(1)
Kinematical Relations and a Corotational Basis
112(4)
The Corotational Basis
112(1)
The Corotational Basis for the Fixed-Axis Case
113(2)
A Particle Moving on a Rigid Body
115(1)
Mechanisms
116(2)
Center of Mass and Linear Momentum
118(3)
The Center of Mass
119(1)
The Linear Momentum
120(1)
Kinematics of Rolling and Sliding
121(1)
Kinematics of a Rolling Circular Disk
122(3)
A Common Error
124(1)
The Sliding Disk
125(1)
Angular Momenta
125(1)
Inertia Tensors
126(4)
Where the Inertia Tensor Comes From
127(1)
Angular Momentum and the Inertia Tensor
128(1)
A Circular Cylinder
129(1)
The Parallel-Axis Theorem
130(1)
Some Comments on Integrals and Derivatives
130(2)
Summary
132(1)
Exercises
133(2)
Kinetics of a Rigid Body
135(30)
Balance Laws for a Rigid Body
135(4)
Resultant Forces and Moments
136(1)
Euler's Laws
137(1)
The Fixed-Axis of Rotation Case
138(1)
The Four Steps
139(1)
Work-Energy Theorem and Energy Conservation
139(3)
Koenig's Decomposition
140(1)
The Work-Energy Theorem
141(1)
An Alternative Form of the Work-Energy Theorem
142(1)
Purely Translational Motion of a Rigid Body
142(5)
The Overturning Cart
143(4)
A Rigid Body with a Fixed Point
147(4)
Kinematics
148(1)
Forces and Moments
149(1)
Balance Laws
150(1)
Analysis
150(1)
Rolling and Sliding Rigid Bodies
151(2)
Friction
152(1)
Energy Considerations
153(1)
Examples of Rolling and Sliding Rigid Bodies
153(4)
General Considerations
153(2)
The Rolling Case
155(1)
The Static Friction Criterion and Rolling
156(1)
The Sliding Case
157(1)
An Imbalanced Rotor
157(3)
Kinematics
158(1)
Forces and Moments
159(1)
Balance Laws
160(1)
Analysis
160(1)
Summary
160(2)
Exercises
162(3)
Systems of Particles and Rigid Bodies
165(16)
A System of Particles and Rigid Bodies
165(6)
Momenta and Kinetic Energy
166(1)
Impulses, Momenta, and Balance Laws
167(2)
Conservations
169(2)
An Example of Two Rigid Bodies
171(4)
Kinematics
171(1)
Forces and Moments
172(1)
Balance Laws and Analysis
173(1)
A Related Example
174(1)
Impact of a Particle and a Rigid Body
175(1)
Beyond this Primer
176(1)
Summary
177(1)
Exercises
178(3)
A Preliminaries on Vectors and Calculus 181(6)
A.1 Vector Notation
181(1)
A.2 Dot and Cross Products
182(1)
A.3 Differentiation of Vectors
183(1)
A.4 A Ubiquitous Example of Vector Differentiation
183(1)
A.5 Ordinary Differential Equations
184(3)
A.5.1 The Planar Pendulum
185(1)
A.5.2 The Projectile Problem
185(1)
A.5.3 The Harmonic Oscillator
185(1)
A.5.4 A Particle in a Whirling Tube
186(1)
B Weekly Course Content and Notation in Other Texts 187(6)
B.1 Weekly Course Content
187(4)
B.2 Notation in Other Texts
191(2)
References 193(6)
Index 199

Supplemental Materials

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