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Dynamics : Analysis and Design of Systems in Motion by Benson H. Tongue and Sheri D. Sheppard (2004, Hardcover)

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ISBN: 0471401986. Author: Tongue, Benson H.; Sheppard, Sheri D. Dynamics: Analysis and Design of Systems in Motion. Condition: New. Qty Available: 1.

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item 1 Dynamics : Analysis and Design of Systems in Motion Hardcover
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About this product

Product Identifiers

Publisher
Wiley & Sons, Incorporated, John
ISBN-10
0471401986
ISBN-13
9780471401988
eBay Product ID (ePID)
30760610

Product Key Features

Number of Pages
560 Pages
Language
English
Publication Name
Dynamics : Analysis and Design of Systems in Motion
Publication Year
2004
Subject
Mechanics / Dynamics
Type
Textbook
Author
Benson H. Tongue, Sheri D. Sheppard
Subject Area
Science
Format
Hardcover

Dimensions

Item Height
1 in
Item Weight
44.2 Oz
Item Length
10.2 in
Item Width
8.2 in

Additional Product Features

Intended Audience
College Audience
LCCN
2004-057101
Dewey Edition
22
Number of Volumes
2 vols.
Illustrated
Yes
Dewey Decimal
620.1/04
Table Of Content
CHAPTER 1. BACKGROUND AND ROADMAP. 1.1 Newton's Laws. 1.2 How You'll Be Approaching Dynamics. 1.3 Units and Symbols. 1.4 Gravitation. 1.5 The Pieces of the Puzzle. CHAPTER 2. KINEMATICS OF PARTICLES. 2.1 Straight-Line Motion. EXAMPLE 2.1 Speed Determination via Integration. EXAMPLE 2.2 Deceleration Limit Determination. EXAMPLE 2.3 Constant Acceleration/Speed/Distance Relation. EXAMPLE 2.4 Position-Dependent Acceleration. EXAMPLE 2.5 Velocity-Dependent Acceleration (A). EXAMPLE 2.6 Velocity-Dependent Acceleration (B). 2.2 Cartesian Coordinates. EXAMPLE 2.7 Coordinate Transformation (A). EXAMPLE 2.8 Coordinate Transformation (B). EXAMPLE 2.9 RectilinearTrajectory Determination (A). EXAMPLE 2.10 RectilinearTrajectory Determination (B). EXERCISES 2.2. 2.3 Polar and Cylindrical Coordinates. EXAMPLE 2.11 Velocity-Polar Coordinates. EXAMPLE 2.12 Acceleration-Polar Coordinates (A). EXAMPLE 2.13 Acceleration-Polar Coordinates (B). EXAMPLE 2.14 Velocity and Acceleration-Cylindrical Coordinates. EXERCISES 2.3. 2.4 Path Coordinates. EXAMPLE 2.15 Acceleration-Path Coordinates. EXAMPLE 2.16 Analytical Determination of Radius of Curvature. EXAMPLE 2.17 Speed Along a Curve. EXERCISES 2.4. 2.5 Relative Motion and Constraints. EXAMPLE 2.18 One Body Moving on Another. EXAMPLE 2.19 Two Bodies Moving Independently (A). EXAMPLE 2.20 Two Bodies Moving Independently (B). EXAMPLE 2.21 Simple Pulley. EXAMPLE 2.22 Double Pulley. EXERCISES 2.5. 2.6 Just the Facts. SYSTEM ANALYSIS (SA) EXERCISES. SA2.1 Kinematics of Variable Geometry Pulleys. SA2.2 Multi-Axis Seat Ejection (MASE) Sled. SA2.3 Carousel Ride. SA2.4 Amusement Park-Style Golf Game. CHAPTER 3. KINETICS OF PARTICLES. 3.1 Cartesian Coordinates. EXAMPLE 3.1 Analysis of a Spaceship. EXAMPLE 3.2 Forces Acting on an Airplane. EXAMPLE 3.3 Response of an Underwater Probe. EXAMPLE 3.4 Sliding Ming Bowl. EXAMPLE 3.5 Particle in an Enclosure. EXERCISES 3.1. 3.2 Polar Coordinates. EXAMPLE 3.6 Forces Acting on a Payload. EXAMPLE 3.7 Ming Bowl on a Moving Slope. EXAMPLE 3.8 Ming Bowl on a Moving Slope with Friction. EXAMPLE 3.9 No-Slip in a Rotating Arm. EXERCISES 3.2. 3.3 Path Coordinates. EXAMPLE 3.10 Forces Acting on My Car. EXAMPLE 3.11 Finding a Rocket's Radius of Curvature. EXAMPLE 3.12 Determining Slip Point in aTurn. EXAMPLE 3.13 Force and Acceleration for a Sliding Pebble. EXERCISES 3.3. 3.4 Linear Momentum and Linear Impulse. EXAMPLE 3.14 Changing the Space Shuttle's Orbit. EXAMPLE 3.15 Two-Car Collision. 3.5 Angular Momentum and Angular Impulse. EXAMPLE 3.16 Change in Speed of a Model Plane. EXAMPLE 3.17 Angular Momentum of a Bumper. EXAMPLE 3.18 Angular Momentum of aTetherball. EXERCISES 3.5. 3.6 Orbital Mechanics. EXAMPLE 3.19 Analysis of an Elliptical Orbit. EXAMPLE 3.20 Determining Closest Approach Distance. EXERCISES 3.6. 3.7 Impact. EXAMPLE 3.21 Dynamics ofTwo Pool Balls. EXAMPLE 3.22 More Pool Ball Dynamics. 3.8 Obliq
Synopsis
"You have succeeded in breathing new life into a very old subject that hasna't much changed since the apple fell off the tree. I didna't think that anyone could do anything significantly different with a new dynamics text."- Warren White, Kansas State University "Beautifully crafted, with great attention to the presentation and motivation from the student's perspective." - John Gardner, Boise State University "Ia've reviewed one other Dynamics text. I fell asleep twice while reading it. I cana't say the same about this book. I didna't yawn once. I will never forget his discussion of the slug. Outstanding!"- Joseph Slater, Wright State University Engineering success starts here.Your coursework in engineering mechanics helps you develop key analytical skills that you will rely on throughout your subsequent coursework and career. That's why Tongue and Sheppard's Dynamics: Analysis and Design of Systems in Motion, and their accompanying volume, Statics: Analysis and Design of Systems in Equilibrium, focus on helping you build the skills and knowledge you need to succeed. Drawing free body diagrams starts here.The authors continuously emphasize the importance of communicating solutions through graphics. They focus on drawing correct free body diagrams and inertial response diagrams through an innovative illustration program. Strong problem-solving skills start here.Sheppard and Tongue introduce a consistent analysis procedure early in the text, and use it throughout, including all worked examples. This problem-solving methodology helps you develop the skills needed to apply these principles systematically in your analysis of mechanics problems. The complexities of engineered systems starts here.Innovative real-world case studies and system analysis exercises expose you to the complexities of engineered systems. The text shows how to simplify and model the system to perform analysis, and introduces some basic design issues through exercises, inviting you to suggest a better way to solve the problem. Also available by the same authors:Statics: Analysis and Design of Systems in EquilibriumISBN: 0-471-37299-4, Dynamics: Analysis and Design of Systems in Motion, by Benson H. Tongue of University of California-Berkeley, and Sheri D. Sheppard of Stanford University, offers a student-focused approach to Dynamics. With a strong emphasis on drawing free body diagrams and the associated inertial response diagrams, an integrated use of computation, use of a structured problem-solving methodology, inclusion of real-world case studies, and robust pedagogy coupled with a truly engaging writing style, reviewers alike have praised this new Dynamics text. Additionally, this first edition has benefited from a comprehensive and thorough accuracy check by eight experienced Dynamics professors, and has been reviewed by more than 200 Statics and Dynamics professors. The authors demonstrate to students how to map their understanding to more realistic situations, enabling them to more effectively break down complex problems into manageable parts., Students often find that a precise and mathematical treatment of dynamics is difficult to comprehend.
LC Classification Number
TJ173.T66 2004

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