Engineering Mechanics: Statics - Computational Edition - SI Version

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Edition: 1st
Format: Hardcover
Pub. Date: 2007-11-02
Publisher(s): CL Engineering
List Price: $241.66

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Summary

Focusing on the conceptual understanding of mechanics, this exciting new text addresses developments in the methods of analyzing mechanics problems. It fully incorporates the highly sophisticated computational software packages currently available to students. The text provides transition material to higher level courses, as well as a wealth of problems to foster understanding. All sample problems and the use of computational software (MathCAD, MATLAB, Mathematica and Maple) are presented in four seperate manuals (one for each software program). Each manual explains how to use the software package to solve the example problems in the book.

Table of Contents

Prefacep. viii
Introductionp. 1
Mechanicsp. 2
Basic Conceptsp. 2
Problems 1.1.-1.4p. 4
Unitsp. 4
SI Unitsp. 5
Customary Unitsp. 6
Conversion between Systems of Unitsp. 7
Problems 1.5-1.9p. 10
Numerical Calculationsp. 10
Problem-solving Strategyp. 11
Computational Softwarep. 12
Vector Analysisp. 13
Introductionp. 14
Vectorsp. 15
Definition of a Scalar and a Vectorp. 15
Vector Additionp. 16
Multiplication of a Vector by a Scalarp. 20
Vector Componentsp. 20
Resolution of a Vector into Componentsp. 25
Forces and Their Characteristicsp. 30
Concurrent Coplanar Forcesp. 31
Problems 2.1-2.21p. 32
Three-dimensional Cartesian Coordinates and Unit Base Vectorsp. 35
Unit Base Vectorsp. 36
Vector Equality in Component Notationp. 37
Vector Addition by Componentsp. 38
Multiplication of a Vector by a Scalarp. 38
Vector Subtractionp. 39
General Unit Vectorsp. 39
Vector Directions in Spacep. 39
Matrix Notation for Vectorsp. 41
Computation of Vector Operationsp. 42
Problems 2.22-2.59p. 45
Components of a Vector in Nonorthogonal Directionsp. 49
Systems of Linear Equationsp. 53
Matricesp. 55
Problems 2.60-2.78p. 59
Scalar Product of Two Vectorsp. 60
Applications of the Scalar Productp. 62
Problems 2.79-2.95p. 65
Vector Product or Cross Productp. 67
Multiple Products of Vectorsp. 70
Problems 2.96-2.111p. 74
Direct Vector Solutionsp. 76
Problems 2.112-2.122p. 78
Particle Equilibriump. 81
Free-body Diagrams of a Particlep. 82
Problems 3.1-3.10p. 85
Equilibrium of a Particlep. 87
Problems 3.11-3.37p. 96
Springsp. 101
Statically Indeterminate Problemsp. 104
Problems 3.38-3.46p. 107
Special Sectionsp. 108
Introduction to Frictionp. 108
Problems 3.47-3.63p. 113
Keystone of the Archp. 115
Problems 3.64-3.65p. 119
Rigid Bodies: Equivalent Force Systemsp. 121
Rigid Bodiesp. 122
Modeling of Rigid Bodies and Moment of a Forcep. 123
Problems 4.1-4.10p. 126
Moment of a Force about a Point in Spacep. 127
Direct Vector Solutionsp. 129
Varignon's Theoremp. 131
Problems 4.11-4.40p. 136
Moment of a Force about an Axisp. 140
Problems 4.41-4.51p. 142
Moment of a Couplep. 144
Problems 4.52-4.61p. 146
Equivalent Force Systemsp. 148
Problems 4.62-4.65p. 151
Special Equivalent Force Systemsp. 151
Concurrent Force Systemsp. 153
Coplanar Force Systemsp. 153
Parallel Force Systemsp. 155
General Equivalent Force Systemsp. 158
The Wrenchp. 160
Problems 4.66-4.84p. 165
Distributed Forces: Centroids and Center of Gravityp. 169
Introductionp. 170
Center of Mass and Center of Gravityp. 172
Center of Massp. 172
Center of Gravityp. 173
Average Position: Centroids of Areas, Volumes, and Lines; The First Momentp. 176
Centroid of an Areap. 176
Centroid of a Volumep. 179
Centroid of a Linep. 180
Centroid of a Curve in Spacep. 181
Problems 5.1-5.25p. 183
Theorems of Pappus and Guldinusp. 186
Problems 5.26-5.32p. 188
Centroids of Composite Bodiesp. 88
Problems 5.33-5.51p. 193
Distributed Loads on Beamsp. 196
Problems 5.52-5.62p. 198
Forces Due to Fluid Pressure Acting on a Submerged Surfacep. 199
Buoyancyp. 200
Problems 5.63-5.70p. 202
Equilibrium of Rigid Bodiesp. 205
Introductionp. 206
Supports for a Two-dimensional Modelp. 207
Supports for a Three-dimensional Modelp. 210
Free-body Diagramp. 213
Problems 6.1-6.10p. 215
Equilibrium of a Rigid Body in Two Dimensionsp. 217
Solution Strategyp. 218
A Two-Force Memberp. 219
A Three-Force Memberp. 219
Problems 6.11-6.33p. 227
Equilibrium of a Rigid Body in Three Dimensionsp. 231
Constraintsp. 233
Statically Indeterminate Reactions and Improper Constraintsp. 237
Problems 6.34-6.57p. 244
Analysis of Structuresp. 249
Introductionp. 250
Planar Trussesp. 251
Simple Trussesp. 253
Method of Jointsp. 254
Method of Joints Using Matrix Techniquesp. 259
Problems 7.1-7.30p. 262
Method of Sectionsp. 266
Problems 7.31-7.55p. 268
Space Trussesp. 272
Problems 7.56-7.66p. 274
Compound Trussesp. 277
Frames and Machinesp. 278
Problems 7.67-7.97p. 281
Internal Forces in Structural Membersp. 289
Introductionp. 290
Internal Forces in a Memberp. 290
Problems 8.1-8.17p. 295
Types of Loading and Supports in Beamsp. 296
Shear and Bending Moments in Beamsp. 297
Relationship between the Load Distribution, the Shear Force, and the Bending Momentp. 300
Problems 8.18-8.41p. 304
Discontinuity Functions for Beam Equationsp. 308
Problems 8.42-8.53p. 314
Cablesp. 315
Cable Subjected to Concentrated Loadsp. 315
Cables Supporting Loads Distributed Uniformly along a Horizontal Linep. 317
Cable Supporting Loads Distributed Uniformly along Its Own Lengthp. 319
Problems 8.54-8.70p. 321
Frictionp. 327
Introductionp. 328
Coulomb Frictionp. 331
Problems 9.1-9.62p. 338
Wedgesp. 345
Problems 9.63-9.81p. 349
Square-Threaded Screwsp. 351
Problems 9.82-9.96p. 355
Belt Frictionp. 356
V-beltsp. 358
Bearingsp. 359
Thrust Bearings, Collars, and Clutchesp. 362
Rolling Resistancep. 363
Problems 9.97-9.117p. 364
Moments of Inertiap. 369
Introductionp. 370
Second Moment of an Areap. 370
Determination of the Second Moment of an Area by Integrationp. 371
Polar Moment of Inertiap. 371
Second Moment of an Area about Centroidal Axes for Specific Areasp. 372
Problems 10.1-10.21p. 373
Parallel-Axis Theorem for the Second Moment of Areap. 374
Radius of Gyration of an Areap. 376
Problems 10.22-10.32p. 377
Second Moments of Composite Areasp. 378
Problems 10.33-10.45p. 381
Principal Second Moments of Areap. 382
Product Moment of an Area, or Product Moment of Inertiap. 383
Rotation of Axesp. 383
Problems 10.46-10.59p. 387
Mohr's Circle to Determine Principal Second Moments of Areap. 389
Problems 10.60-10.73p. 391
Eigenvalue Problemp. 392
Problems 10.74-10.87p. 394
Mass Moments of Inertiap. 396
Parallel-Axis Theoremp. 397
Problems 10.88-10.102p. 399
Virtual Workp. 405
Introductionp. 406
Work-By a Force or Momentp. 406
Virtual Workp. 407
Principle of Virtual Work for a System of Connected Rigid Bodiesp. 408
Problems 11.1-11.28p. 411
Finite Work of a Force and Momentp. 415
Problems 11.29-11.34p. 418
Conservative Forces and Potential Energyp. 419
Potential Energy and Equilibriump. 422
Stability of Equilibriump. 423
Problems 11.35-11.60p. 425
Appendixp. 431
Solution of Systems of Linear Equationsp. 431
Gauss-Jordan Reductionp. 431
Inverse of a Matrixp. 433
Solution of Vector Equationsp. 435
Statics Index Dictionaryp. 439
Answersp. 449
Indexp. 465
Table of Contents provided by Ingram. All Rights Reserved.

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