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CHAPTER 9
COMPOSITE MATERIALS AND
MECHANICAL DESIGN
Carl Zweben
Lockheed Martin Missiles and Space—Valley Forge Operations
King of Prussia, Pennsylvania
9.1 INTRODUCTION
131
9.5.3
Electronic Packaging and
Thermal Control
9.1.1 Classes and Characteristics
of Composite Materials
168
132
9.5.4
Internal Combustion
Engines
9.1.2 Comparative Properties of
Composite Materials 133
9.1.3 Manufacturing Considerations 136
168
9.5.5
Transportation
170
9.5.6
Process Industries, High-
Temperature Applications,
and Wear-, Corrosion-,
and Oxidation-Resistant
Equipment
9.2 REINFORCEMENTS AND
MATRIX MATERIALS
136
176
9.2.1 Reinforcements
137
9.2.2 Matrix Materials
139
9.5.7
Offshore and Onshore Oil
Exploration and Production
Equipment
178
9.3 PROPERTIES OF COMPOSITE
MATERIALS
9.5.8
Dimensionally Stable
Devices
143
9.3.1 Mechanical Properties of
Composite Materials
178
144
9.5.9
Biomedical Applications
179
9.3.2 Physical Properties of
Composite Materials
9.5.10 Sports and Leisure
Equipment
153
180
9.5.11 Marine Structures
182
9.4 PROCESSES
161
9.5.12 Miscellaneous Applications
182
9.4.1 Polymer Matrix Composites
163
9.4.2 Metal Matrix Composites
163
9.6 DESIGNANDANALYSIS
184
9.4.3 Ceramic Matrix Composites
163
9.6.1 Polymer Matrix Composites
185
9.4.4 Carbon/Carbon Composites
163
9.6.2 Metal Matrix Composites
187
9.6.3 Ceramic Matrix Composites
187
9.6.4 Carbon/Carbon Composites
187
9.5 APPLICATIONS
163
9.5.1 Aerospace and Defense
164
9.5.2 Machine Components
166
9.1 INTRODUCTION
The development of composite materials and related design and manufacturing technologies is one
of the most important advances in the history of materials. Composites are multifunctional materials
having unprecedented mechanical and physical properties that can be tailored to meet the require-
ments of a particular application. Many composites also exhibit great resistance to high-temperature
corrosion and oxidation and wear. These unique characteristics provide the mechanical engineer with
design opportunities not possible with conventional monolithic (unreinforced) materials. Composites
technology also makes possible the use of an entire class of solid materials, ceramics, in applications
for which monolithic versions are unsuited because of their great strength scatter and poor resistance
to mechanical and thermal shock. Further, many manufacturing processes for composites are well
adapted to the fabrication of large, complex structures, which allows consolidation of parts, reducing
manufacturing costs.
Mechanical Engineers' Handbook, 2nd ed., Edited by Myer Kutz.
ISBN 0-471-13007-9 © 1998 John Wiley & Sons, Inc.
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Composites are important materials that are now used widely, not only in the aerospace industry,
but also in a large and increasing number of commercial mechanical engineering applications, such
as internal combustion engines; machine components; thermal control and electronic packaging; au-
tomobile, train, and aircraft structures and mechanical components, such as brakes, drive shafts,
flywheels, tanks, and pressure vessels; dimensionally stable components; process industries equipment
requiring resistance to high-temperature corrosion, oxidation, and wear; offshore and onshore oil
exploration and production; marine structures; sports and leisure equipment; and biomedical devices.
It should be noted that biological structural materials occurring in nature are typically some type
of composite. Common examples are wood, bamboo, bone, teeth, and shell. Further, use of artificial
composite materials is not new. Straw-reinforced mud bricks were employed in biblical times. Using
modern terminology, discussed later, this material would be classified as an organic fiber-reinforced
ceramic matrix composite.
In this chapter, we consider the properties of reinforcements and matrix materials (Section 9.2),
properties of composites (Section 9.3), how they are made (Section 9.4), their use in mechanical
engineering applications (Section 9.5), and special design considerations for composites (Section 9.6).
9.1.1 Classes and Characteristics of Composite Materials
There is no universally accepted definition of a composite material. For the purpose of this work, we
consider a composite to be a material consisting of two or more distinct phases, bonded together. 1
Solid materials can be divided into four categories: polymers, metals, ceramics, and carbon, which
we consider as a separate class because of its unique characteristics. We find both reinforcements
and matrix materials in all four categories. This gives us the ability to create a limitless number of
new material systems with unique properties that cannot be obtained with any single monolithic
material. Table 9.1 shows the types of material combinations now in use.
Composites are usually classified by the type of material used for the matrix. The four primary
categories of composites are polymer matrix composites (PMCs), metal matrix composites (MMCs),
ceramic matrix composites (CMCs), and carbon/carbon composites (CCCs). At this time, PMCs are
the most widely used class of composites. However, there are important applications of the other
types, which are indicative of their great potential in mechanical engineering applications.
Figure 9.1 shows the main types of reinforcements used in composite materials: aligned contin-
uous fibers, discontinuous fibers, whiskers (elongated single crystals), particles, and numerous forms
of fibrous architectures produced by textile technology, such as fabrics and braids. Increasingly,
designers are using hybrid composites that combine different types of reinforcements to achieve more
efficiency and to reduce cost.
A common way to represent fiber-reinforced composites is to show the fiber and matrix separated
by a slash. For example, carbon fiber-reinforced epoxy is typically written "carbon/epoxy," or,
"C/Ep." We represent particle reinforcements by enclosing them in parentheses followed by "p";
thus, silicon carbide (SiC) particle-reinforced aluminum appears as "(SiC)p/Al."
Composites are strongly heterogeneous materials; that is, the properties of a composite vary
considerably from point to point in the material, depending on which material phase the point is
located in. Monolithic ceramics and metallic alloys are usually considered to be homogeneous ma-
terials, to a first approximation.
Many artificial composites, especially those reinforced with fibers, are anisotropic, which means
their properties vary with direction (the properties of isotropic materials are the same in every direc-
tion). This is a characteristic they share with a widely used natural fibrous composite, wood. As for
wood, when structures made from artificial fibrous composites are required to carry load in more
than one direction, they are used in laminated form.
Many fiber-reinforced composites, especially PMCs, MMCs, and CCCs, do not display plastic
behavior as metals do, which makes them more sensitive to stress concentrations. However, the
absence of plastic deformation does not mean that composites are brittle materials like monolithic
ceramics. The heterogeneous nature of composites results in complex failure mechanisms that im-
part toughness. Fiber-reinforced materials have been found to produce durable, reliable structural
components in countless applications. The unique characteristics of composite materials, especially
anisotropy, require the use of special design methods, which are discussed in Section 9.6.
Table 9.1 Types of Composite Materials
Matrix
Reinforcement
Polymer
Metal
Ceramic
Carbon
Polymer
X
X
X
X
Metal
X
X
X
X
Ceramic
X
X
X
X
Carbon
X
X
X
X
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Fig. 9.1 Reinforcement forms.
9.1.2 Comparative Properties of Composite Materials
There are a large and increasing number of materials that fall in each of the four types of composites,
making generalization difficult. However, as a class of materials, composites tend to have the follow-
ing characteristics: high strength; high modulus; low density; excellent resistance to fatigue, creep,
creep rupture, corrosion, and wear; and low coefficient of thermal expansion (CTE). As for monolithic
materials, each of the four classes of composites has its own particular attributes. For example, CMCs
tend to have particularly good resistance to corrosion, oxidation, and wear, along with high-
temperature capability.
F 7 Or applications in which both mechanical properties and low weight are important, useful figures
of merit are specific strength (strength divided by specific gravity or density) and specific stiffness
(stiffness divided by specific gravity or density). Figure 9.2 presents specific stiffness and specific
tensile strength of conventional structural metals (steel, titanium, aluminum, magnesium, and beryl-
lium), two engineering ceramics (silicon nitride and alumina), and selected composite materials. The
composites are PMCs reinforced with selected continuous fibers—carbon, aramid, E-glass, and
boron—and an MMC, aluminum containing silicon carbide particles. Also shown is beryl-
lium-aluminum, which can be considered a type of metal matrix composite, rather than an alloy,
because the mutual solubility of the constituents at room temperature is low.
The carbon fibers represented in Figure 9.2 are made from several types of precursor materials:
polyacrilonitrile (PAN), petroleum pitch, and coal tar pitch. Characteristics of the two types of pitch-
based fibers tend to be similar but very different from those made from PAN. Several types of carbon
fibers are represented: standard-modulus (SM) PAN, ultrahigh-strength (UHS) PAN, ultrahigh-
modulus (UHM) PAN, and ultrahigh-modulus (UHM) pitch. These fibers are discussed in Section
9.2. It should be noted that there are dozens of different kinds of commercial carbon fibers, and new
ones are continually being developed.
Because the properties of fiber-reinforced composites depend strongly on fiber orientation, fiber-
reinforced polymers are represented by lines. The upper end corresponds to the axial properties of a
unidirectional laminate, in which all the fibers are aligned in one direction. The lower end represents
a quasi-isotropic laminate having equal stiffness and approximately equal strength characteristics in
all directions in the plane of the fibers.
As Figure 9.2 shows, composites offer order-of-magnitude improvements over metals in both
specific strength and stiffness. It has been observed that order-of-magnitude improvements in key
properties typically produce revolutionary effects in a technology. Consequently, it is not surprising
that composites are having such a dramatic influence in engineering applications.
In addition to their exceptional static strength properties, fiber-reinforced polymers also have
excellent resistance to fatigue loading. Figure 9.3 shows how the number of cycles to failure (N)
varies with maximum stress (S) for aluminum and selected unidirectional PMCs subjected to tension-
tension fatigue. The ratio of minimum stress to maximum stress (R) is 0.1. The composites consist
of epoxy matrices reinforced with key fibers: aramid, boron, SM carbon, high-strength (HS) glass,
and E-glass. Because of their excellent fatigue resistance, composites have largely replaced metals
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Specific Modulus (MPa)
Fig. 9.2 Specific tensile strength (tensile strength divided by density) as a function of
specific modulus (modulus divided by density) of composite materials and monolithic
metals and ceramics.
in fatigue-critical aerospace applications, such as helicopter rotor blades. Composites also are being
used in commercial fatigue-critical applications, such as automobile springs (see Section 9.5).
The outstanding mechanical properties of composite materials have been a key reason for their
extensive use in structures. However, composites also have important physical properties, especially
low, tailorable CTE and high-thermal conductivity, that are key reasons for their selection in an
increasing number of applications.
Many composites, such as PMCs reinforced with carbon and aramid fibers, and silicon carbide
particle-reinforced aluminum, have low CTEs, which are advantageous in applications requiring di-
mensional stability. By appropriate selection of reinforcements and matrix materials, it is possible to
produce composites with near-zero CTEs.
Coefficient of thermal expansion tailorability provides a way to minimize thermal stresses and
distortions that often arise when dissimilar materials are joined. For example, Figure 9.4 shows how
the CTE of silicon carbide particle-reinforced aluminum varies with particle content. By varying the
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Number of Cycles to Failure, K
Fig. 9.3 Number of cycles to failure as a function of maximum stress for aluminum and
unidirectional polymer matrix composites subjected to tension-tension fatigue with a stress
ratio, R = 0.1 (from Ref. 2).
amount of reinforcement, it is possible to match the CTEs of a variety of key engineering materials,
such as steel, titanium, and alumina (aluminum oxide).
The ability to tailor CTE is particularly important in applications such as electronic packaging,
where thermal stresses can cause failure of ceramic substrates, semiconductors, and solder joints.
Another unique and increasingly important property of some composites is their exceptionally
high-thermal conductivity. This is leading to increasing use of composites in applications for which
heat dissipation is a key design consideration. In addition, the low densities of composites make them
Particle Volume Content (%)
Fig. 9.4 Variation of coefficient of thermal expansion with particle volume fraction for silicon
carbide particle-reinforced aluminum (from Ref. 3).
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