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Mechanical Engineering Principles 4th edition [Pehme köide]

(Professor of Structural Dynamics, University of Portsmouth, UK),
  • Formaat: Paperback / softback, 378 pages, kõrgus x laius: 276x219 mm, kaal: 1060 g, 20 Tables, black and white; 420 Illustrations, black and white
  • Ilmumisaeg: 11-Sep-2019
  • Kirjastus: Routledge
  • ISBN-10: 0367253240
  • ISBN-13: 9780367253240
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  • Formaat: Paperback / softback, 378 pages, kõrgus x laius: 276x219 mm, kaal: 1060 g, 20 Tables, black and white; 420 Illustrations, black and white
  • Ilmumisaeg: 11-Sep-2019
  • Kirjastus: Routledge
  • ISBN-10: 0367253240
  • ISBN-13: 9780367253240
Teised raamatud teemal:

A student-friendly introduction to core mechanical engineering topics.

This book introduces mechanical principles and technology through examples and applications, enabling students to develop a sound understanding of both engineering principles and their use in practice. These theoretical concepts are supported by 400 fully worked problems, 700 further problems with answers, and 300 multiple-choice questions, all of which add up to give the reader a firm grounding on each topic.

Two new chapters are included, covering the basic principles of matrix algebra and the matrix displacement method. The latter will also include guidance on software that can be used via SmartPhones, iPads or laptops. The new edition is up to date with the latest BTEC National specifications and can also be used on undergraduate courses in mechanical, civil, structural, aeronautical and marine engineering, and naval architecture.

A companion website contains the full worked solutions to the problems and revision tests, practical demonstration videos, as well as a glossary and information on the amous engineers mentioned in the text.

Preface ix
Part One Revision of Mathematics
1(44)
1 Revisionary mathematics
3(17)
1.1 Introduction
3(1)
1.2 Radians and degrees
4(1)
1.3 Measurement of angles
4(1)
1.4 Triangle calculations
5(3)
1.5 Brackets
8(1)
1.6 Fractions
8(2)
1.7 Percentages
10(2)
1.8 Laws of indices
12(2)
1.9 Simultaneous equations
14(4)
Revision Test 1 Revisionary mathematics
18(2)
2 Further revisionary mathematics
20(25)
2.1 Units, prefixes and engineering notation
21(3)
2.2 Metric-US/Imperial conversions
24(4)
2.3 Straight line graphs
28(2)
2.4 Gradients, intercepts and equation of a graph
30(2)
2.5 Practical straight line graphs
32(2)
2.6 Introduction to calculus
34(1)
2.7 Basic differentiation revision
34(2)
2.8 Revision of integration
36(2)
2.9 Definite integrals
38(1)
2.10 Simple vector analysis
39(4)
Revision Test 2 Further revisionary mathematics
43(2)
Part Two Staties and Strength of Materials
45(154)
3 The effects of forces on materials
47(17)
3.1 Introduction
48(1)
3.2 Tensile force
48(1)
3.3 Compressive force
48(1)
3.4 Shear force
48(1)
3.5 Stress
49(1)
3.6 Strain
50(2)
3.7 Elasticity, limit of proportionality and elastic limit
52(1)
3.8 Hooke's law
53(4)
3.9 Ductility, brittleness and malleability
57(1)
3.10 Modulus of rigidity
57(1)
3.11 Thermal strain
57(1)
3.12 Compound bars
58(6)
4 Tensile testing
64(8)
4.1 The tensile test
64(2)
4.2 Worked problems on tensile testing
66(2)
4.3 Further worked problems on tensile testing
68(2)
4.4 Proof stress
70(2)
5 Forces acting at a point
72(15)
5.1 Scalar and vector quantities
72(1)
5.2 Centre of gravity and equilibrium
73(1)
5.3 Forces
73(1)
5.4 The resultant of two coplanar forces
74(1)
5.5 Triangle of forces method
75(1)
5.6 The parallelogram of forces method
76(1)
5.7 Resultant of coplanar forces by calculation
77(1)
5.8 Resultant of more than two coplanar forces
77(2)
5.9 Coplanar forces in equilibrium
79(2)
5.10 Resolution of forces
81(3)
5.11 Summary
84(3)
6 Simply supported beams
87(12)
6.1 The moment of a force
87(1)
6.2 Equilibrium and the principle of moments
88(2)
6.3 Simply supported beams having point loads
90(4)
6.4 Simply supported beams with couples
94(4)
Revision Test 3 Forces, tensile testing and beams
98(1)
7 Forces in structures
99(14)
7.1 Introduction
99(1)
7.2 Worked problems on mechanisms and pin-jointed trusses
100(1)
7.3 Graphical method
101(4)
7.4 Method of joints (a mathematical method)
105(5)
7.5 The method of sections (a mathematical method)
110(3)
8 Bending moment and shear force diagrams
113(15)
8.1 Bending moment (M)
113(1)
8.2 Shearing force (F)
114(1)
8.3 Worked problems on bending moment and shearing force diagrams
114(9)
8.4 Uniformly distributed loads
123(5)
9 First and second moments of area
128(18)
9.1 Centroids
128(1)
9.2 The first moment of area
129(1)
9.3 Centroid of area between a curve and the .x-axis
129(1)
9.4 Centroid of area between a curve and they-axis
129(1)
9.5 Worked problems on centroids of simple shapes
130(1)
9.6 Further worked problems on centroids of simple shapes
131(1)
9.7 Second moments of area of regular sections
132(7)
9.8 Second moment of area for `built-up' sections
139(6)
Revision Test 4 Forces in structures, bending moment and shear force diagrams, and second moments of area
145(1)
10 Bending of beams
146(6)
10.1 Introduction
146(1)
10.2 To prove that σ/y = M/I =E/R
147(1)
10.3 Worked problems on the bending of beams
148(4)
11 Torque
152(10)
11.1 Couple and torque
152(1)
11.2 Work done and power transmitted by a constant torque
153(2)
11.3 Kinetic energy and moment of inertia
155(3)
11.4 Power transmission and efficiency
158(4)
12 Twisting of shafts
162(7)
12.1 To prove that τ/r = T/J = Gθ/L
162(2)
12.2 Worked problems on the twisting of shafts
164(4)
Revision Test 5 Bending of beams, torque and twisting of shafts
168(1)
13 An introduction to matrix algebra
169(9)
13.1 Introduction
169(1)
13.2 Elementary matrix algebra
170(1)
13.3 Addition and subtraction of matrices
171(1)
13.4 Matrix multiplication
171(2)
13.5 Two by two determinants
173(1)
13.6 Three by three determinants
174(4)
14 The matrix displacement method
178(21)
14.1 Introduction
179(1)
14.2 The matrix displacement method
179(1)
14.3 The structural stiffness matrix (K)
180(1)
14.4 Elemental stiffness matrix for a plane rod
181(3)
14.5 Slope-deflection equations
184(1)
14.6 Continuous beams
185(6)
14.7 Analysis of pin-jointed trusses on SmartPhones, tablets and Microsoft computers
191(2)
14.8 Analysis of continuous beams on SmartPhones, tablets and Microsoft computers
193(3)
14.9 Analysis of rigid-jointed plane frames on SmartPhones, tablets and Microsoft computers
196(3)
Part Three Dynamics
199(82)
15 Linear and angular motion
201(9)
15.1 The radian
201(1)
15.2 Linear and angular velocity
201(2)
15.3 Linear and angular acceleration
203(1)
15.4 Further equations of motion
204(2)
15.5 Relative velocity
206(4)
16 Linear momentum and impulse
210(8)
16.1 Linear momentum
210(3)
16.2 Impulse and impulsive forces
213(5)
17 Force, mass and acceleration
218(9)
17.1 Introduction
218(1)
17.2 Newton's laws of motion
219(3)
17.3 Centripetal acceleration
222(1)
17.4 Rotation of a rigid body about a fixed axis
223(1)
17.5 Moment of inertia (I)
224(3)
18 Work, energy and power
227(15)
18.1 Work
227(4)
18.2 Energy
231(1)
18.3 Power
232(3)
18.4 Potential and kinetic energy
235(3)
18.5 Kinetic energy of rotation
238(3)
Revision Test 6 Linear and angular motion, momentum and impulse, force, mass and acceleration, work, energy and power
241(1)
19 Friction
242(11)
19.1 Introduction to friction
242(1)
19.2 Coefficient of friction
243(1)
19.3 Applications of friction
244(1)
19.4 Friction on an inclined plane
245(1)
19.5 Motion up a plane with the pulling force P parallel to the plane
245(1)
19.6 Motion down a plane with the pulling force P parallel to the plane
246(1)
19.7 Motion up a plane due to a horizontal force P
246(3)
19.8 The efficiency of a screw jack
249(4)
20 Motion in a circle
253(9)
20.1 Introduction
253(2)
20.2 Motion on a curved banked track
255(1)
20.3 Conical pendulum
256(2)
20.4 Motion in a vertical circle
258(2)
20.5 Centrifugal clutch
260(2)
21 Simple harmonic motion
262(7)
21.1 Introduction to simple harmonic motion (SHM)
262(1)
21.2 The spring-mass system
263(2)
21.3 The simple pendulum
265(1)
21.4 The compound pendulum
266(1)
21.5 Torsional vibrations
267(2)
22 Simple machines
269(12)
22.1 Machines
269(1)
22.2 Force ratio, movement ratio and efficiency
269(2)
22.3 Pulleys
271(2)
22.4 The screw-jack
273(1)
22.5 Gear trains
273(2)
22.6 Levers
275(4)
Revision Test 7 Friction, motion in a circle, simple harmonic motion and simple machines
279(2)
Part Four Heat Transfer and Fluid Mechanics
281(79)
23 Heat energy and transfer
283(13)
23.1 Introduction
284(1)
23.2 The measurement of temperature
285(1)
23.3 Specific heat capacity
285(2)
23.4 Change of state
287(1)
23.5 Latent heats of fusion and vaporisation
288(1)
23.6 A simple refrigerator
289(1)
23.7 Conduction, convection and radiation
290(1)
23.8 Vacuum flask
290(1)
23.9 Use of insulation in conserving fuel
291(1)
23.10 Thermal efficiency
291(1)
23.11 Calorific value and combustion
291(1)
23.12 Heat exchangers
291(5)
24 Thermal expansion
296(9)
24.1 Introduction
296(1)
24.2 Practical applications of thermal expansion
297(1)
24.3 Expansion and contraction of water
297(1)
24.4 Coefficient of linear expansion
297(2)
24.5 Coefficient of superficial expansion
299(1)
24.6 Coefficient of cubic expansion
300(4)
Revision Test 8 Heat energy and transfer, and thermal expansion
304(1)
25 Hydrostatics
305(21)
25.1 Pressure
306(1)
25.2 Density
307(2)
25.3 Fluid pressure
309(1)
25.4 Atmospheric pressure
310(1)
25.5 Archimedes' principle
311(2)
25.6 Measurement of pressure
313(1)
25.7 Barometers
313(2)
25.8 Absolute and gauge pressure
315(1)
25.9 The manometer
315(1)
25.10 The Bourdon pressure gauge
316(1)
25.11 Vacuum gauges
317(1)
25.12 Hydrostatic pressure on submerged surfaces
318(1)
25.13 Hydrostatic thrust on curved surfaces
319(1)
25.14 Buoyancy
319(1)
25.15 The stability of floating bodies
319(7)
26 Fluid flow
326(12)
26.1 Differential pressure flowmeters
326(1)
26.2 Orifice plate
327(1)
26.3 Venturi tube
328(1)
26.4 Flow nozzle
328(1)
26.5 Pitot-static tube
328(2)
26.6 Mechanical flowmeters
330(1)
26.7 Deflecting vane flowmeter
330(1)
26.8 Turbine type meters
330(1)
26.9 Float and tapered-tube meter
331(1)
26.10 Electromagnetic flowmeter
331(1)
26.11 Hot-wire anemometer
332(1)
26.12 Choice of flowmeter
332(1)
26.13 Equation of continuity
333(1)
26.14 Bernoulli's equation
333(2)
26.15 Impact of a jet on a stationary plate
335(3)
27 Ideal gas laws
338(11)
27.1 Boyle's law
338(2)
27.2 Charles' law
340(1)
27.3 The pressure or Gay-Lussac's law
341(1)
27.4 Dalton's law of partial pressure
342(1)
27.5 Characteristic gas equation
343(1)
27.6 Worked problems on the characteristic gas equation
343(2)
27.7 Further worked problems on the characteristic gas equation
345(4)
28 The measurement of temperature
349(11)
28.1 Liquid-in-glass thermometer
349(2)
28.2 Thermocouples
351(1)
28.3 Resistance thermometers
352(2)
28.4 Thermistors
354(1)
28.5 Pyrometers
354(2)
28.6 Temperature indicating paints and crayons
356(1)
28.7 Bimetallic thermometers
356(1)
28.8 Mercury-in-steel thermometer
356(1)
28.9 Gas thermometers
356(1)
28.10 Choice of measuring devices
357(2)
Revision Test 9 Hydrostatics, fluid flow, gas laws and temperature measurement
359(1)
A list of formulae for mechanical engineering principles 360(5)
Metric to Imperial conversions and vice versa 365(1)
Greek alphabet 366(1)
Glossary of terms 367(5)
Answers to multiple-choice questions 372(2)
Index 374
John Bird is the former Head of Applied Electronics in the Faculty of Technology at Highbury College, Portsmouth, UK. More recently, he has combined freelance lecturing at the University of Portsmouth with Examiner responsibilities for Advanced Mathematics with City and Guilds and examining for the International Baccalaureate Organisation. He is the author of over 135 textbooks on engineering and mathematical subjects with worldwide sales of over one million copies. He is a chartered engineer, a chartered mathematician, a chartered scientist and a Fellow of three professional institutions and is currently lecturing at the Defence School of Marine Engineering in the Defence College of Technical Training at H.M.S. Sultan, Gosport, Hampshire, UK, one of the largest technical training establishments in Europe.

Carl Ross gained his first degree in Naval Architecture from Kings College, Durham University, his PhD in Structural Engineering from the Victoria University of Manchester, and was awarded his DSc in Ocean Engineering from the CNAA, London. His research in the field of engineering led to advances in the design of submarine pressure hulls. His publications and guest lectures to date exceed some 300 papers, books, etc., and he was Professor of Structural Dynamics at the University of Portsmouth, UK.

Carl Rosss websites have an enormous content on science, technology and education.