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Statics and Strength of Materials,9780130272645
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Statics and Strength of Materials

by ;
Edition:
4th
ISBN13:

9780130272645

ISBN10:
0130272647
Format:
Hardcover
Pub. Date:
1/1/2001
Publisher(s):
Prentice Hall
List Price: $105.00
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Summary

Appropriate for statics and strength of materials courses in engineering technology programs. Designed to cover statics and strength of materials at an elementary level not requiring calculus, this text presents topics in a clear, simple, direct fashion that avoids information overload and that uses an abundance of worked examples to clarify principles.

Table of Contents

Basic Concepts
1(40)
Introduction
1(1)
Fundamental Quantities: Units
2(1)
SI Style and Usage
3(1)
Conversion of Units
4(1)
Numerical Computations
5(2)
Trigonometric Functions
7(8)
Trigonometric Formulas
15(8)
Linear Equations and Determinants
23(18)
Resultant of Concurrent Forces in a Plane
41(25)
Introduction
41(1)
Graphical Representation of Forces: Vectors
42(1)
Resultant of Two Concurrent Forces: Vectors
42(7)
Resultant of Three or More Concurrent Forces
49(3)
Components of a Force Vector
52(5)
Resultant of Concurrent Forces by Rectangular Components
57(5)
Difference of Two Forces: Vector Differences
62(4)
Equilibrium of Concurrent Forces in a Plane
66(25)
Conditions for Equilibrium
66(1)
Action and Reaction
67(1)
Space Diagram; Free-Body Diagram
68(1)
Construction of a Free-Body Diagram
68(5)
Three Concurrent Forces in Equilibrium
73(8)
Four or More Forces in Equilibrium
81(1)
Equilibrium by Rectangular Component Method
82(9)
Resultant of Nonconcurrent Forces in a Plane
91(27)
Introduction
91(1)
Transmissibility
92(1)
Moment of a Force
93(1)
Theorem of Moments
94(7)
Resultant of Parallel Forces
101(3)
Resultant of Nonparallel Forces
104(4)
Moment of a Couple
108(2)
Resolution of a Force into a Force and Couple
110(4)
Resultant of Distributed Loading
114(4)
Equilibrium of a Rigid Body
118(30)
Introduction
118(1)
Support Conditions for Bodies in a Plane
119(2)
Construction of Free-Body Diagrams
121(3)
Equations for Equilibrium of a Rigid Body
124(14)
Equilibrium of a Two-Force Body
138(2)
Equilibrium of a Three-Force Body
140(2)
Statical Determinacy and Constraint of a Rigid Body
142(6)
Force Analysis of Structures and Machines
148(49)
Introduction
148(1)
Simple Plane Trusses
149(4)
Members Under Special Loading
153(1)
Method of Joints
153(14)
Method of Sections
167(7)
Graphical Method of Joints
174(2)
Maxwell Diagram; Combined Force Diagram
176(5)
Frames and Machines
181(16)
Forces in Space
197(32)
Introduction
197(1)
Components of a Force in Space
198(3)
Resultant of Concurrent Forces in Space
201(4)
Equilibrium of a Concurrent Force System in Space
205(8)
Moment of a Force About an Axis
213(1)
Resultant of Parallel Forces in Space
214(2)
Support Conditions for Bodies in Space
216(2)
Equilibrium of a Rigid Body in Space
218(11)
Friction
229(27)
Introduction
229(1)
Dry or Coulomb Friction
230(2)
Angle of Friction
232(7)
Wedges
239(2)
Square-Threaded Screws: Screw Jacks
241(5)
Axle Friction: Journal Bearings
246(2)
Special Applications
248(3)
Rolling Resistance
251(5)
Center of Gravity, Centroids, and Moments of Inertia of Areas
256(52)
Introduction
256(1)
Center of Gravity
257(1)
Centroid of a Plane Area
258(2)
Centroids by Inspection
260(1)
Centroids of Composite Areas
261(5)
Centroids of Structural Cross Sections
266(9)
Moment of Inertia of a Plane Area
275(5)
Parallel-Axis Theorem
280(1)
Moment of Inertia of Composite Areas
281(14)
Polar Moment of Inertia
295(2)
Radius of Gyration
297(1)
Determination of Centroids by Integration
298(5)
Determination of Moments of Inertia by Integration
303(5)
Internal Reactions; Stress for Axial Loads
308(41)
Introduction
308(3)
Internal Reactions
311(6)
Stress
317(2)
Stress in an Axially Loaded Member
319(1)
Average Shear Stress
320(2)
Bearing Stress
322(6)
Problems Involving Normal, Shear, and Bearing Stress
328(8)
Allowable Stress; Factor of Safety
336(7)
Further Analysis of Axial Loads: Stresses on Oblique Sections
343(6)
Strain for Axial Loads: Hooke's Law
349(36)
Axial Strain
350(1)
Tension Test and Stress-Strain Diagram
351(4)
Hooke's Law
355(4)
Axially Loaded Members
359(4)
Statically Indeterminate Axially Loaded Members
363(7)
Poisson's Ratio
370(1)
Thermal Deformation; Thermally Induced Stress
371(3)
Additional Mechanical Properties of Materials
374(3)
Strain and Stress Distributions; Saint-Venant's Principle
377(2)
Stress Concentrations
379(3)
Repeated Loading; Fatigue
382(3)
Shear Stresses and Strains; Torsion
385(28)
Introduction
385(1)
Shearing Stress on Planes at Right Angles
386(1)
Shearing Strains
386(1)
Hooke's Law for Shear
387(1)
Torsion of a Circular Shaft
388(4)
Further Comments on the Torsion of a Circular Shaft
392(2)
Problems Involving Deformation and Stress in a Circular Shaft
394(5)
Torsion Test
399(1)
Power Transmission
400(6)
Flange Couplings
406(7)
Shear Forces and Bending Moments in Beams
413(34)
Introduction
413(1)
Types of Beams
414(1)
Beam Reactions
415(2)
Shear Forces and Bending Moments in Beams
417(10)
Shear-Force and Bending-Moment Diagrams
427(4)
Relations among Loads, Shear Forces, and Bending Moments
431(16)
Bending and Shearing Stresses in Beams
447(55)
Introduction
447(1)
Pure Bending of a Symmetrical Beam
448(2)
Deformation Geometry for a Symmetrical Beam in Pure Bending
450(1)
Hooke's Law: Distribution of Bending Stress
451(1)
Bending Stress Formula: Flexure Formula
452(2)
Elastic Section Modulus
454(1)
Problems Involving the Bending Stress Formula
454(12)
Shearing Stress in Beams
466(2)
Horizontal Shearing Stress Formula
468(13)
Shear Flow Formula
481(5)
Design of Beams for Strength
486(16)
Deflection of Beams Due to Bending
502(72)
Introduction
502(1)
Bending-Moment Diagram by Parts
503(9)
Moment-Area Method
512(5)
Deflection of a Cantilever Beam by the Moment-Area Method
517(7)
Deflection of the Simply Supported Beam by the Moment-Area Method
524(8)
Superposition Method
532(6)
Beam Deflections Using Computer Software
538(8)
Statically Indeterminate Beams by the Superposition Method
546(7)
Deflection of Beams by Integration
553(9)
Singularity Functions
562(12)
Combined Stresses and Mohr's Circle
574(44)
Introduction
574(1)
Axial Forces and Bending Moments
575(12)
Unsymmetrical Bending
587(4)
Eccentrically Loaded Members
591(3)
Plane Stress
594(1)
Stress Components on an Oblique Plane
594(2)
Mohr's Circle for Plane Stress
596(4)
Principal Stresses
600(2)
Maximum Shear Stress
602(2)
Axial Stress
604(2)
Biaxial Stress: Thin-Walled Pressure Vessel
606(4)
Pure Shear
610(1)
Combined Stress Problems
611(7)
Columns
618(20)
Introduction
618(2)
Euler Column Formula
620(2)
Effective Length of Columns
622(1)
Further Comments on the Euler Column Formula
623(4)
Tangent Modulus Theory
627(1)
Empirical Column Formulas: Design Formulas
628(10)
Bolted, Riveted, and Welded Structural Connections
638(21)
Introduction
638(1)
Rivets and Bolts
639(1)
Methods of Failure for Bolted Joints
639(3)
Axially Loaded Bolted and Riveted Connections
642(6)
Shear Connections for Building Frames
648(4)
Welds
652(2)
Axially Loaded Welds
654(5)
Appendix 659(33)
Answers to Even-Numbered Problems 692(9)
Index 701


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