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Provides a broad and accessible introduction to the field of aerospace engineering, ideal for semester-long courses
Aerospace engineering, the field of engineering focused on the development of aircraft and spacecraft, is taught at universities in both dedicated aerospace engineering programs as well as in wider mechanical engineering curriculums around the world-yet accessible introductory textbooks covering all essential areas of the subject are rare. Filling this significant gap in the market, Introduction to Aerospace Engineering: Basic Principles of Flight provides beginning students with a strong foundational knowledge of the key concepts they will further explore as they advance through their studies.
Designed to align with the curriculum of a single-semester course, this comprehensive textbook offers a student-friendly presentation that combines the theoretical and practical aspects of aerospace engineering. Clear and concise chapters cover the laws of aerodynamics, pressure, and atmospheric modeling, aircraft configurations, the forces of flight, stability and control, rockets, propulsion, and more. Detailed illustrations, well-defined equations, end-of-chapter summaries, and ample review questions throughout the text ensure students understand the core topics of aerodynamics, propulsion, flight mechanics, and aircraft performance. Drawn from the author's thirty years' experience teaching the subject to countless numbers of university students, this much-needed textbook:
Introduction to Aerospace Engineering: Basic Principles of Flight is the perfect "one stop" textbook for instructors, undergraduates, and graduate students in Introduction to Aerospace Engineering or Introduction to Flight courses in Aerospace Engineering or Mechanical Engineering programs.
Ethirajan Rathakrishnan, PhD, is a Professor of Aerospace Engineering at the Indian Institute of Technology Kanpur, India, where he has more than 30 years' experience teaching Introduction to Aerospace Engineering courses at the undergraduate and graduate levels. He is the Editor-in-Chief for the International Review of Aerospace Engineering and the author of many books on aerospace and mechanical engineering topics. Professor Rathakrishnan is internationally-recognized for his research and development in the area of high-speed jets.
Preface vii
About the Author viii
1 Basics 1
1.1 Introduction 1
1.2 Overview 2
1.3 Modern Era 3
1.3.1 Actual Flights 5
1.3.2 Compressibility Issues 5
1.3.3 Supersonic Speeds 7
1.3.4 Continuity Concept 9
1.4 Conservation Laws 9
1.4.1 Conservation of Mass 9
1.4.2 Conservation of Momentum 10
1.4.3 Conservation of Energy 11
1.5 Incompressible Aerodynamics 11
1.5.1 Subsonic flow 12
1.6 Compressible Aerodynamics 12
1.6.1 Transonic Flow 12
1.6.2 Supersonic Flow 13
1.6.3 Hypersonic Flow 13
1.7 Vocabulary 14
1.7.1 Boundary Layers 14
1.7.2 Turbulence 14
1.8 Aerodynamics in Other Fields 14
1.9 Summary 15
2 International Standard Atmosphere 21
2.1 Layers in the ISA 22
2.1.1 ICAO Standard Atmosphere 22
2.1.2 Temperature Modeling 23
2.2 Pressure Modelling 24
2.2.1 Pressure above the Tropopause 26
2.3 Density Modeling 26
2.3.1 Other standard atmospheres 33
2.4 Relative Density 33
2.5 Altimeter 34
2.6 Summary 34
3 Aircraft Configurations 37
3.1 Structure 38
3.2 Propulsion 38
3.3 Summary 40
4 Low-Speed Aerofoils 43
4.1 Introduction 43
4.2 The Aerofoil 43
4.3 Aerodynamic Forces and Moments on an Aerofoil 44
4.4 Force and Moment Coefficients 45
4.5 Pressure Distribution 46
4.6 Variation of Pressure Distribution with Incidence Angle 50
4.7 The Lift Curve Slope 51
4.8 Profile Drag 53
4.9 Pitching Moment 54
4.10 Movement of Center of Pressure 58
4.11 Finite or Three-Dimensional Wing 59
4.12 Geometrical Parameters of a Finite Wing 59
4.12.1 Leading-edge Radius and Chord Line 60
4.12.2 Mean Camber Line 60
4.12.3 Thickness Distribution 60
4.12.4 Trailing-Edge Angle 61
4.13 Wing Geometrical Parameters 61
4.14 Span wise Flow Variation 65
4.15 Lift and Downwash 67
4.16 The Lift Curve of a Finite Wing 69
4.17 Induced Drag 71
4.18 The Total Drag of a Wing 74
4.19 Aspect Ratio Effect on Aerodynamic Characteristics 76
4.20 Pitching Moment 78
4.21 The Complete Aircraft 78
4.22 Straight and Level Flight 78
4.23 Total Drag 81
4.24 Reynolds Number Effect 82
4.25 Variation of Drag in Straight and Level Flight 83
4.26 The Minimum Power Condition 91
4.27 Minimum Drag - Velocity Ratio 92
4.28 The Stall 94
4.28.1 The Effect of Wing Section 94
4.28.2 Wing Planform Effect 95
4.29 The Effect of Protuberances 96
4.30 Summary 97
5 High-Lift Devices 103
5.1 Introduction 103
5.2 The Trailing Edge Flap 104
5.3 The Plain Flap 104
5.4 The Split Flap 106
5.5 The Slotted Flap 107
5.6 The Fowler Flap 108
5.7 Comparison of Different Types of Flaps 108
5.8 Flap Effect on Aerodynamic Center and Stability 110
5.9 The Leading Edge Slat 111
5.10 The Leading Edge Flap 112
5.11 Boundary Layer Control 114
5.11.1 Boundary Layer Blowing 114
5.12 Boundary Layer Suction 115
5.13 The Jet Flap 116
5.14 Summary 116
6 Thrust 119
6.1 Introduction 119
6.2 Thrust Generation 120
6.2.1 Types of Jet Engines 123
6.2.1.1 Turbojets 123
6.2.1.2 Turboprops 124
6.2.1.3 Turbofans 125
6.2.1.4 Turboshafts 126
6.2.1.5 Ramjets 126
6.3 Turbojet 126
6.4 Turboprop and Turboshaft Engines 127
6.5 Ramjet and Scramjet 128
6.6 The Ideal Ramjet 130
6.7 Rocket Propulsion 131
6.8 Propeller Engines 132
6.9 Thrust and Momentum 133
6.10 By-pass and Turbofan Engines 133
6.11 The Propeller 134
6.11.1 Working of a Propeller 135
6.11.2 Helix Angle and Blade Angle 136
6.11.3 Advance per Revolution 137
6.11.4 Pitch of a Propeller 138
6.11.5 Propeller Efficiency 139
6.11.6 Tip Speed 140
6.11.7 Variable Pitch 141
6.11.8 Number and Shape of Blades 142
6.12 The Slipstream 143
6.13 Gyroscopic Effect 144
6.14 Swing on Take-off 144
6.15 Thermodynamic Cycles of Jet Propulsion 144
6.15.1 Efficiency 145
6.15.2 Brayton Cycle 145
6.15.3 Ramjet Cycle 146
6.15.4 Turbojet cycle 147
6.15.5 Turbofan Cycle 148
6.16 Summary 148
7 Level Flight 151
7.1 Introduction 151
7.2 The Forces in Level Flight 151
7.3 Equilibrium Condition 152
7.4 Balancing the Forces 153
7.4.1 Control Surface 154
7.4.2 Tail-less and Tail-first Aircraft 155
7.4.3 Forces on Tail Plane 155
7.4.4 Effect of Downwash 157
7.4.5 Varying the Tail Plane Lift 157
7.4.6 Straight and Level Flight 158
7.4.7 Relation between Flight Speed and Angle of Attack 159
7.5 Range Maximum 160
7.5.1 Flying with Minimum Drag 161
7.6 Altitude Effect on Propeller Efficiency 161
7.7 Wind Effect on Range 162
7.8 Endurance of Flight 163
7.9 Range Maximum 163
7.10 Endurance of Jet Engine 164
7.11 Summary 165
8 Gliding 167
8.1 Introduction 167
8.2 Angle of Glide 168
8.3 Effect of weight on Gliding 169
8.4 Endurance of Glide 169
8.5 Gliding Angle 169
8.6 Landing 170
8.7 Stalling Speed 172
8.8 High Lift Aerofoils 173
8.9 Wing Loading 174
8.9.1 Calculation of Minimum Landing Speed 175
8.10 Landing Speed 177
8.11 Short and Vertical Take-off and Landing 178
8.11.1 Gyroplane 178
8.12 The Helicopter 179
8.13 Jet Lift 180
8.14 Hovercraft 180
8.15 Landing 180
8.16 Effect of Flaps on Trim 182
8.17 Summary 184
9 Performance 187
9.1 Introduction 187
9.2 Take-off 187
9.3 Climbing 188
9.4 Power Curves - Propeller Engine 189
9.5 Maximum and Minimum Speeds in Horizontal Flight 190
9.6 Effect of Engine Power Variation 191
9.7 Flight Altitude Effect on Engine Power 191
9.8 Ceiling 193
9.9 Effect of Weight on Performance 193
9.10 Jet Propulsion Effect on Performance 195
9.11 Summary 196
10 Stability and Control 199
10.1 Introduction 199
10.2 Longitudinal Stability 201
10.3 Longitudinal Dihedral 201
10.4 Lateral Stability 203
10.4.1 Dihedral Angle 203
10.4.2 High Wing and Low Center of Gravity 205
10.4.3 Lateral Stability of Aircraft with Sweepback 206
10.4.4 Fin Area and Lateral Stability 206
10.5 Directional Stability 207
10.6 Lateral and Directional Stability 209
10.7 Control of an Aircraft 210
10.8 Balanced Control 211
10.9 Mass Balance 214
10.10 Control at Low Speeds 215
10.11 Power Controls 219
10.12 Dynamic Stability 220
10.13 Summary 220
11 Manoeuvres 223
11.1 Introduction 223
11.2 Acceleration 224
11.3 Pulling out from a Dive 226
11.3.1 The Load Factor 227
11.3.2 Turning 228
11.3.3 Loads During a Turn 229
11.4 Correct Angles of Bank 229
11.5 Other Problems of Turning 230
11.6 Steep Bank 232
11.7 Aerobatics 233
11.8 Inverted Manoeuvres 238
11.9 Abnormal Weather 239
11.10 Manoeuvrability 239
11.11 Summary 240
12 Rockets 243
12.1 Introduction 243
12.2 Chemical Rocket 244
12.3 Engine design 246
12.4 Thrust Generation 248
12.5 Specific Impulse 249
12.6 Rocket Equation 250
12.7 Efficiency 252
12.8 Trajectories 253
12.8.1 Newton's Laws of Motion 254
12.8.2 Newton's Laws of Gravitation 254
12.8.3 Kepler's Laws of Planetary Motion 254
12.8.4 Some Important Equations of Orbital Dynamics 255
12.8.5 Lagrange Points 255
12.8.6 Hohmann Minimum-Energy Trajectory 256
12.8.7 Gravity Assist 256
12.9 High-Exhaust-Velocity, Low-Thrust Trajectories 257
12.9.1 High-Exhaust-Velocity Rocket Equation 258
12.10 Plasma and Electric Propulsion 259
12.10.1 Types of Plasma Engines 260
12.11 Pulsed Plasma Thruster 261
12.11.1Operating Principle 261
12.12 Summary 265
12.13 Exercise Problems 267
References 268
Index 271
Aerodynamics is the study of forces and the resulting motion of objects through the air. This word is coined with the two Greek words: aerios, concerning the air, and dynamis, meaning force. Judging from the story of Daedalus and Icarus,1 humans have been interested in aerodynamics and flying for thousands of years, although flying in a heavier-than-air machine has been possible only in the last century. Aerodynamics affects the motion of high-speed flying machines, such as aircraft and rockets, and low-speed machines, such as cars, trains, and so on. Therefore, aerodynamics may be described as a branch of dynamics concerned with studying the motion of air, particularly when it interacts with a solid object. Aerodynamics is a subfield of fluid dynamics and gas dynamics. It is often used synonymously with gas dynamics, with the difference being that gas dynamics applies to all gases.
Understanding the flow field around an object is essential for calculating the forces and moments acting on the object. Typical properties calculated for a flow field include velocity, pressure, density, and temperature as a function of spatial position and time. Aerodynamics allows the definition and solution of equations for the conservation of mass, momentum, and energy in air. The use of aerodynamics through mathematical analysis, empirical approximations, wind tunnel experimentation, and computer simulations forms the scientific basis for heavier-than-air flight and a number of other technologies.
Aerodynamic problems can be classified according to the flow environment. External aerodynamics is the study of flow around solid objects of various shapes. Evaluating the lift and drag on an airplane or the shock waves that form in front of the nose of a rocket are examples of external aerodynamics. Internal aerodynamics is the study of flow through passages in solid objects. For instance, internal aerodynamics encompasses the study of the airflow through a jet engine.
Aerodynamic problems can also be classified according to whether the flow speed is below, near or above the speed of sound. A problem is called subsonic if all the speeds in the problem are less than the speed of sound, transonic if speeds both below and above the speed of sound are present, supersonic if the flow speed is greater than the speed of sound, and hypersonic if the flow speed is more than five times the speed of sound.
The influence of viscosity in the flow dictates a third classification. Some problems may encounter only very small viscous effects on the solution; therefore the viscosity can be considered to be negligible. The approximations made in solving these problems is the viscous effect that can be regarded as negligible. These are called inviscid flows. Flows for which viscosity cannot be neglected are called viscous flows.
Humans have been harnessing aerodynamic forces for thousands of years with sailboats and windmills [1]. Images and stories of flight have appeared throughout recorded history [2], such as the legendary story of Icarus and Daedalus [3]. Although observations of some aerodynamic effects such as wind resistance (for example, drag) were recorded by Aristotle, Leonardo da Vinci, and Galileo Galilei, very little effort was made to develop a rigorous quantitative theory of airflow prior to the seventeenth century.
In 1505, Leonardo da Vinci wrote the Codex (an ancient manuscript text in book form) on the Flight of Birds, one of the earliest treatises on aerodynamics. He was the first to note that the centre of gravity of a flying bird does not coincide with its centre of pressure, and he describes the construction of an ornithopter with flapping wings similar to birds.
Sir Isaac Newton was the first to develop a theory of air resistance [4], making him one of the first aerodynamicists. As a part of that theory, Newton considered that drag was due to the dimensions of the body, the density of the fluid, and the velocity raised to the second power. These all turned out to be correct for low-speed flow. Newton also developed a law for the drag force on a flat plate inclined towards the direction of the fluid flow. Using for the drag force, for the density, for the area of the flat plate, for the flow velocity, and for the inclination angle, his law was expressed as
This equation is incorrect for the calculation of drag in most cases. Drag on a flat plate is closer to being linear with the angle of inclination as opposed to acting quadratically at low angles. The Newton formula can lead one to believe that flight is more difficult than it actually is, due to this overprediction of drag, and thus required thrust, which might have contributed to a delay in human flight. However, it is more correct for a very slender plate when the angle becomes large and flow separation occurs or if the flow speed is supersonic [5].
In 1738, the Dutch-Swiss mathematician Daniel Bernoulli published Hydrodynamica. In this book Bernoulli described the fundamental relationship among pressure, density, and velocity, in particular Bernoulli's principle, which is one method to calculate aerodynamic lift [6]. More general equations of fluid flow - the Euler equations - were published by Leonhard Euler in 1757. The Euler equations were extended to incorporate the effects of viscosity in the first half of the eighteenth century, resulting in the Navier-Stokes equations.
Sir George Cayley is credited as the first person to identify the four aerodynamic forces of flight - weight, lift, drag, and thrust - and the relationships between them [7,8]. Cayley believed that the drag on a flying machine must be counteracted to enable level flight to occur. He also looked into the nature of aerodynamic shapes with low drag. Among the shapes he investigated were the cross sections of trout. This may appear counterintuitive; however, the bodies of fish are shaped to produce very low resistance as they travel through water. Their cross sections are sometimes very close to that of modern low-drag aerofoils.
Air resistance experiments were carried out by investigators throughout the eighteenth and nineteenth centuries. Drag theories were developed by Jean le Rond d'Alembert [9], Gustav Kirchhoff [10], and Lord Rayleigh [11]. Equations for fluid flow with friction were developed by Claude-Louis Navier [12] and George Gabriel Stokes [13]. To simulate fluid flow, many experiments involved immersing objects in streams of water or simply dropping them off the top of a tall building. Towards the end of this time period, Gustave Eiffel used his Eiffel Tower to assist in the drop testing of flat plates.
A more precise way to measure resistance is to place an object within an artificial, uniform stream of air where the velocity is known. The first person to experiment in this fashion was Francis Herbert Wenham, who in doing so constructed the first wind tunnel in 1871. Wenham was also a member of the first professional organisation dedicated to aeronautics, the Royal Aeronautical Society of the United Kingdom. Objects placed in wind tunnel as models are almost always smaller than in practice, so a method was needed to relate small-scale models to their real-life counterparts. This was achieved with the invention of the dimensionless Reynolds number by Osborne Reynolds [14]. In 1883, Reynolds also experimentally studied laminar to turbulent flow transition.
By the late nineteenth century, two problems were identified before heavier-than-air flight could be realised. The first was the creation of low-drag, high-lift aerodynamic wings. The second problem was how to determine the power needed for sustained flight. During this time, the groundwork was laid down for modern-day fluid dynamics and aerodynamics, with other less scientifically inclined enthusiasts testing various flying machines with little success.
In 1889, Charles Renard, a French aeronautical engineer, became the first person to reasonably predict the power needed for sustained flight [15]. Renard and German physicist Hermann von Helmholtz explored the wing loading (weight-to-wing-area ratio) of birds, eventually concluding that humans could not fly under their own power by attaching wings onto their arms. Otto Lilienthal, following the work of Sir George Cayley, was the first person to become highly successful with glider flights. Lilienthal believed that thin, curved aerofoils would produce high lift and low drag.
Octave Chanute provided a great service to those interested in aerodynamics and flying machines by publishing a book outlining all of the research conducted around the world up to 1997 [16].
With the information contained in Chanute's book, the personal assistance of Chanute himself, and research carried out in their own wind tunnel, the Wright brothers gained enough knowledge of aerodynamics to fly the first powered aircraft on 17 December 1903. The Wright brothers' flight confirmed or disproved a number of aerodynamic theories. Newton's drag force theory was finally proved incorrect. This first widely publicised flight led to a more organised effort between aviators and scientists, leading the way to modern aerodynamics.
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