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    1.0 INTRODUCTION

    Engineers are responsible in choosing the suitable material for a specic

    product. The product must not only full the requirement demanded by the

    customer but also have the safety features which coexist with its function. In

    design, materials selection can be a complex, iterative process that solves a

    particular set of engineering objectives for a given component. aterials

    selection and design are also closely related to the objectives of failure analysis

    and prevention. !y predicting the behaviour of the material upon any changes,

    the engineers are able to choose the suitable material. The level of performance

    of components in service depends on several factors such as inherent properties

    of materials, load or stress system, environment and maintenance. This is an

    important aspect as proven by "mithers #apra, a material experts claim that

    $%& of all failures encountered are in some part due to a poor material choice

    and specication according to their failure diagnostics statistics '(). The failure in

    engineering material component not only caused from the poor material

    selection but also manufacturing defects, exceeding design limits and

    overloading and even inadequate maintenance. !efore manufacturing the

    product, the material needs to be tested to determine the quality of a materialsince this may be one aspect of process control in production plant, to determine

    such properties as strength, hardness, and ductility, to chec* for +aws within a

    material or in a nished component and to assess the li*ely performance of the

    material in a particular service condition. These material testing such as tensile

    test and compression test will provide information about the material as well as

    its performance capabilities.

    lthough many methods of testing on the materials are done, the

    materials may also still fail in service, sometimes with disastrous results whichendanger life of many. In order to avoid such disasters occurring, the designer

    avoids using materials continuously at their maximum allowable stress. This is

    done by employing a factor of safety in the design where the design stress does

    not exceed %- & of the yield stress. nce the material is deformed, the failures

    of the material occur where the material cannot behave according to its original

    form.

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    Figure 1.0 Fractography surface of railway rim crackig. !"#

    ".0 T$%&' OF F(I)UR& IN *(T&RI()

    /ailure of material is caused when the material is deformed due to the

    load or stress system, environment, maintenance or its inherent properties of

    materials as mentioned earlier. The failure of material can be explained the

    stress0strain graph below1

    Figure ".1 'tress +strai Cur,e !-#

    ost of materials possess an elastic limit as shown above. 2hen stress is

    applied, the material will strain in an elastic manner up to a certain point.!eyond this point the strain developed is no longer directly proportional to the

    applied stress, and also, the strain developed is no longer fully recoverable. 3pon

    unloading of the stress elastic strain is recovered but the material will be left in a

    state of permanent, or plastic, strain. 4owever the mechanism of plastic

    behaviour is not the same for all classes of materials and it is necessary to

    consider the various materials groups separately. etals, in general, are

    characteri5ed by possessing high elastic modulus values, and also the ability to

    be strained m a plastic manner. "ome metals will begin to deform plastically at

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    very low values of stress and will yield to a very considerable extent before

    fracture occurs. The failure of material varies according to several factors. There

    are many type of failure of material which includes foreign object damage 7/89,

    fatigue failure, corrosion, creep failure and many more. '$) 8espite from that the

    most common failures are creep failure, fatigue failure and corrosion of the

    material.

    :reep failure happens usually occurs at elevated temperatures since slip

    in the lattice structure is easier at this temperature. Even in designing the steam

    and gas turbines the material for the rotor and stator turbine blade are carefully

    chosen to minimi5e the creep failure. It would be catastrophic if the rapidly

    rotating blades of the rotor touched the stator blades due to dimensional change

    through creep. :reep can be easily dened as gradual extension of a material

    under a constant applied load. :reep is an important factor when designing

    metals when they are required to wor* continuously at high temperatures. The

    phenomena of the creep failure are shown below1

    Figure "." Creep Cur,e !#

    The ;rimary :reep or the (ststage creep are fairly rapid rate but slows

    down as wor* hardening 7strain hardening9 sets in and the strain rate decreases.

    The extension due to creep is additional to the instantaneous elongation of

    material to be expected when any tensile load is applied. 8uring the secondary

    creep period, the increase in strain is approximately proportional to time. t this

    stage the strain rate is constant and at its lowest value. 8uring the tertiary creep

    period of creep, the strain rate increases rapidly, nec*ing occurs and the test

    piece fails. Thus the initial stress, which was within the elastic range and did notproduce early failure, did eventually result in failure after some period of time.

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    ore than =% & of failures in engineering components are attributed to

    fatigue failure, thus *nowledge of fatigue to be implemented when designing the

    product is very important '>). /atigue failure happens when the material

    subjected to a stress which is alternately applied and removed a very large

    number of times, or which varies between two limiting values, will fracture at a

    very much lower value of stress than in a normal tensile test. The fatigue crac*

    which ultimately causes fatigue failure usually starts at a point of stress

    concentration. The detail on the fatigue failure phenomena will be discussed in

    the next section.

    :orrosion is another type of common failure in metals. :hoosing the right

    material is important in design consideration. Thee environment aspects needs

    to be included since the availability of oxygen in the environment may initiate

    oxidation which than leads to corrosion. In order to avoid corrosion to ta*e place,

    an anti0rust agent should be applied periodically. The corrosion problem can be

    overcome by using a composite material.

    -.0 /O F(TIU& F(I)UR& INITI(T&D FRO* T/& %OINT OF %/$'IC()

    2&/(3IOUR

    /atigue failure can occur at loads considerably lower than tensile or yield

    strengths of material under a static load. /atigue failure is brittle0li*e relativelylittle plastic deformation even in normally ductile materials which is sudden and

    catastrophic. /atigue failure proceeds in three distinct stages1 crac* initiation in

    the areas of stress concentration, incremental crac* propagation and nal

    catastrophic failure. :yclic stresses characteri5ed by maximum, minimum and

    mean stress, the range of stress, the stress amplitude, and the stress ratio.

    !elow shows the cyclic stress curve which leads to fatigue failure. /atigue failure

    may happen below the yield strength with condition of cyclic loading. "tress are

    applied as below where the stress maximum is applied and unloading of the

    stress is done until the stress minimum point. The loading process continue by

    applying the same amount of stress and the pattern of the loading0unloading

    continue which then leads to fatigue failure.

    $

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    Figure -.1 Cyclic 'tress cur,e !4#

    The material having fatigue failure underwent the repeated stress cycle in

    which maximum and minimum stresses are asymmetrical relative to the 5ero

    stress level? mean stress m, range of stress r , and stress amplitude a are

    indicated. "0@ 7"tress0@umber of cycles to failure9 curve denes number of

    cycles0to0failure for given cyclic stress. /or frequencies A 6--45, metals are

    insensitive to frequency? fatigue life in polymers isfrequency dependent. !elow

    shows the "0@ behavior curve.

    Figure -." '+N cur,e !5#

    ccording to the graph above , the higher the magnitude of the stress, the

    smaller the number of cycles the material is capable to sustain before failure.:ertain materials have a fatigue limit or endurance limit which represents a

    stress level below which the material does not fail and can be cycled innitely. If

    the applied stress level is below the endurance limit of the material, the

    structure is said to have an innite life. any non0ferrous metals and alloys, such

    as aluminum, magnesium, and copper alloys, do not exhibit well0dened

    endurance limits. These materials instead display a continuously decreasing "0@

    response, similar to :urve ! in /igure

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    these materials is sometimes dened as the stress that causes failure at (x(-Cor

    %x(-Cloading cycles. 'C)

    /atigue will ultimately occur regardless of the magnitude of the stress. /or

    these materials, the fatigue response is specied as fatigue strength, which is

    dened as the stress level at which failure will occur for some specied number

    of cycles. There are two type of cyclic fatigue namely the high0cyclic fatigue and

    low0cyclic fatigue. 4igh0cyclic fatigue74:/9 is for low stress levels where

    deformations are totally elastic, longer lives result. This requires large numbers

    of cycles are required to produce fatigue failure. This type of failure is associated

    with fatigue lives greater than about (-$to (-=cycles. In contrast, the low0cyclic

    fatigue 7D:/9 is associated with relatively high loads that produce not only elastic

    strain but also some plastic strain during each cycle. :onsequently, fatigue lives

    are relatively short occurs at less than about (-$ to (-% cycles. /igure below

    shows clear diBerence between the two behaviors.

    Figure -.- '+N cur,e with )CF a6 /CF. !4#

    7.0 /O F(TIU& F(I)UR& INITI(T&D FRO* T/& %OINT OF

    *ICRO'TRUCTUR&

    /ailure of material usually found when the material already deformed as it

    can clearly see by na*ed eyes. 4owever the fatigue failure process can be

    observe from the microstructure view. The fatigue failure process can be divided

    >

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    into three phases. In the rst phase namely crac* initiation phase. s the crac*

    initiated a fatigue crac* propagates along high shear stress planes 7$% degrees9

    . This is *nown as stage I or the short crac* growth propagation stage. The crac*

    propagates until it is caused to decelerate by a microstructural barrier such as a

    grain boundary, inclusions, or pearlitic 5ones, which cannot accommodate the

    initial crac* growth direction. Therefore, grain renement is capable of increasing

    fatigue strength of the material by the insertion of a large quantity of

    microstructural barriers, i.e. grain boundaries, which have to be overcome in the

    stage I of propagation. "urface mechanical treatments such as shot peening and

    surface rolling, contribute to the increase in the number of microstructural

    barriers per unit length due to the +attening of the grains.

    In the crac* propagation phase, the stress intensity factor increases as a

    consequence of crac* growth or higher applied loads, slips start to develop in

    diBerent planes close to the crac* tip, initiating this crac* propagation stage.

    "ome of the crac* join together and begin to propagate through the material in a

    direction that is perpendicular to the maximum tensile stress. Eventually, the

    growth of one or a few crac* of the larger crac*s will loading, the growth of the

    dominate crac* or crac*s will continue until the remaining un0crac*ed section of

    the component can no longer support the load. t this point, the fracture

    toughness is exceeded and the remaining cross0section of the material

    experiences rapid fracture. /inally, stage III is related to unstable crac* growth

    as max approaches I:. t this stage, crac* growth is controlled by static modes of

    failure and is very sensitive to the microstructure, load ratio, and stress state

    7plane stress or plane strain loading9. acroscopically, the fatigue fracture

    surface can be divided into two distinct regions. The rst region corresponds to

    the stable fatigue crac* growth and presents a smooth appearance due to the

    friction between the crac* wa*e face. :oncentric mar*s *nown as Fbeach mar*sG

    can be seen on the fatigue fracture surface, as a result of successive arrests or a

    decrease in the rate of fatigue crac* growth due to a temporary load drop, or due

    to an overload that introduces a compressive residual stress eld ahead of the

    crac* tip. Therapid overload fracture is the nal stage which is the failure where

    the material is permanently deformed. The process can be clearly seen from the

    gure below.

    =

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    Figure 7.1 'tages i Fatigue Failure !8#

    The eBect of fatigue failure also can be seen by na*ed eyes. !y examining

    the fracture side of the failure, two distinct regions can be felt. ne being smooth

    or burnished as a result of the material. The microstructure are as below 1

    Figure 7." The surface of a fatigue fracture !8#

    !eachmar*s, or clamshell mar*s, may be seen in fatigue failures of materials

    that are used for a period of time, allowed to rest for an equivalent time period

    and the loaded again as in factory usage. "triations are thought to be steps in

    crac* propagation, were the distance depends on the stress range. !eachmar*s

    may contain thousands of striations as shown below1

    C

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    Figure 7.- 2eachmark as the result of fatigue failure !8#

    .0 R&CO**&ND(TION' (ND DI'CU''ION ON 'O*& *&('UR&' TO

    %R&3&NT F(TIU& F(I)UR&

    The fatigue failure ends the life of the product. 4ow the lifespan of the

    material can be prolong by ta*en measures that may prevent the fatigue failure

    of the material. !efore manufacturing the product prevention can be made

    during the design process by eliminate or reduce stress raisers by streamlining

    the part or component, avoid sharp surface tears resulting from punching,

    stamping, shearing, or other processes, prevent the development of surface

    discontinuities during processing and reduce or eliminate tensile residual

    stresses caused by manufacturing. ther than that , secondary process ofstrengthening mechanism can be apply after it is manufactured can also be done

    to avoid the failure of the material. "trengthening mechanism alters the

    properties of the material. Its ability to withstand load not only restricted below

    the yield strength. The load can be applied above the yield strength as shown

    below1

    Figure .1 The rage of strai har6eig a9ility o the stress strai cur,e !10#

    H

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    ne of the strengthening mechanism is the wor* hardening in which

    dislocations interact with each other by generating stress elds in the material.

    The interaction between the stress elds of dislocations can impede dislocation

    motion by repulsive or attractive interactions. dditionally, if two dislocations

    cross, dislocation line entanglement occurs, causing the formation of a jog which

    opposes dislocation motion. These entanglements and jogs act as pinning points,

    which oppose dislocation motion. Increasing the dislocation density increases the

    yield strength which results in a higher shear stress required to move the

    dislocations. "econdly is alloying or solid solution hardening. "olute atoms of one

    element are added to another, resulting in either substitutional or interstitial

    point defects in the crystal. The solute atoms cause lattice distortions thatimpede dislocation motion, increasing the yield stress of the material. "olute

    atoms have stress elds around them which can interact with those of

    dislocations. The presence of solute atoms imparts compressive or tensile

    stresses to the lattice, depending on solute si5e, which interfere with nearby

    dislocations, causing the solute atoms to act as potential barriers to dislocation

    propagation. Increasing the concentration of the solute atoms will increase the

    yield strength of a material.

    ;recipitation hardening is another method in which second phase

    precipitates act as pinning points in a similar manner to solutes, though the

    particles are not necessarily single atoms. 8islocation in the atomic arrangement

    will overcome the slip from happening. lthough these measures can be ta*en to

    reduce the fatigue failure, upon high loading and repeated loading may also

    cause failure when the load exceeds %-& of the yield strength.

    :.0 DI'CU''ION (ND CONC)UDIN R&*(R;'

    /ailure on material is a common problem encounter in the industries.

    easures were ta*en before the manufacturing process by choosing the right

    material that suits the function as well as able to have long lifespan that may.

    This is important as it avoid endangering the society which uses these materials.

    4owever choosing the suitable material alone does not ensure to prolong the life

    span of the material. ne of the common failures is fatigue failure which result

    from the repetitive loading on the material despite the load is below the yield

    (-

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    strength. The cyclic loading causes crac* initiation on the material followed by

    the crac* propagation. 2hen ample amount of stress concentration and

    intensity occur at the crac* , the failure of the material occur. The failure is

    permanent where it can no longer turn to its original form. The fatigue failure can

    be reduce by strengthening mechanism such as wor* hardening and

    precipitation hardening. These activities help to increase the strength of the

    material.

    4.0 R&F&R&NC&'

    '() Faterial "election,G 'nline). vailable1

    http1www.smithersrapra.comexpert0supportfailure0preventionmaterial0

    selection. 'ccessed = June 6-(%).

    '6) Ku, L.M. Diu and 4.:., F/ailure odes and aterials ;erformance of #ailway

    2heels,GJournal of Materials Engineering and Performance, vol. Nol H 7@o %9,

    p. %C-O%C$, ct 6---.

    ' June 6-(%).

    ((

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    '(-

    )

    F8eformation 7Engineering9,G 'nline). vailable1

    http1en.wi*ipedia.orgwi*i8eformationP7engineering9. 'ccessed > June

    6-(%).

    (6