Date of the eperiment % -1,1)*+2 Due date %+21,1)*+2
section % #
1
% Table .f 3ontents 4age number
Description
4age +
.b5ective 6 introduction
4age )
Setups
4age ,
procedure
4age #
3alculations
4age 9 4age 2 4age :
S1( curves for cold 7or8ed steel and aluminum Discussion 3onclusion and references
2
.b5ectives % 11-T To und unders ersta tand nd the beh behavi avior or of di dier erent ent mat materi erials als und under er uc uctua tuatin ting g (cyclic or periodic) loads in service. 2-To dierentiate the appearance of fatigue fracture from other types of fractures.
% Introduction Fatigue is is a progressive and localized structural damage occurs hen the components are sub!ected to uctuating or cyclic loading such as suspended bridges" rails" or airplane ings. Though the uctuating load is normally less than the yield strength of the materials" it results in fracture behaviour hich is more severe than that achieved from static loading.
#atigue atigue fai failur lures es are are the there refor fore e unp unpre redic dictab table" le" and pr provi ovide de hig high-r h-ris$ is$ situations" if the operators are not aare of material behaviour hen sub!ected to fatigue loading. #atigue failures can be easily observed from its uni%ue characteristics of fracture surfaces" revealing as a beach mar$ pattern as shon in &g.1 (a)" fatigu fat igue e fai failur lures es ar are e als also o dri driven ven by sev sever ere e env envir ironm onment ent.. #or e' e'amp ample" le" corrosion fatigue is a combined situation of fatigue loading in a corrosive environment as illustrated in &g 1 (b). #atigue life is inuenced by a &nish" microstructure" microstructure" vari va riet ety y of fa fact ctor ors" s" such such as temperature" temperature " surface &nish" o'idizing or inert inert che chemic micals als"" re resid sidual ual str stress esses" es" con contac tactt presence of o'idizing (fretting fretting)" )" etc.
#ig.1 a) # #atigue atigue surface b) corr corrosion osion
% Setups % Fatigue testing machine1+ *ne of the machines used to determine the fatigue limit is the fatigue testing machine! +n this machine a standard specimen is used here it is supported in a rotating chuc$ at one end and at the other end ith a load (p) applied through a ball race. +n this type of cantilever loading each point innthe circumfer circumference ofpress the specimen is sub!ected to stres stress s bet betee een ten tensio sion n andence com compr ession ion. . To &nd the fat fatigu igue e alternate lim limit" it" di dier erent ent .specimens are tested at dierent loading till failure occurs
#ig.2 #atigue testing
)1 Test specimens % T To o materials ar are e tested " one shos a fatigue limit (ferr (ferrous ous metal" cold or$ steel ) and the other does not sho this limit (non-ferrous metal" cold or$ ,luminum ).
#ig. cold or$ aluminum
#ig.2 cold or$ steel
%4rocedure 1-elect to materials" one shos a fatigue limit (ferrous metal) and the other does not sho this limit (non-ferro (non-ferrous us metal). 2-Ta$e at least to standard specimens from each material. -/ount the specimen in the machine and &' it properly" then apply the re%uired re%uir ed load by the loading system. -/a$e sure" that the reading of the revolution counter is zero" and then start the machine. 0-hen the specimen is bro$en" read the number of revolutions (cycles)" as indicated by the revolution counter of the machine. MY σ
=
I
-3eterm -3ete rmine ine the app applie lied d str stress ess from from the re relat lation ion as e'plain e'plained ed above. 44-T Tabulat abulate e the obt obtain ained ed resul results" ts" tog togeth ether er it ith h the giv given en re resul sults ts fr from om previous tests. 5-#rom these results" plot the -6 diagram for each tested material" on the same graph paper. 7-8ompare the obtained -6 diagram ith the diagram given in the lab handout and 19-:'amine the appearance of the fracture for each sample ith the pictures also provided in the handout .
#ig #atigue test procedure using fati ue testin machine 0
3alculation ,fter performing the fatigue test" ma'imum stress that as obtained that caused the sample to brea$ ill be calculated using the formula M
σ =
y
I
here / is the bending moment (6.m) and + is the second moment of π D
4
64
( m 4 )
) and y half the thic$n thic$ness ess of the s sample ample (y;3t >t have a de& de&nit nite e fatigu fatigue e limit .
11
3onclusion % +1 #atigue is a normal phenomenon that ill cause a material to fail eventu eve ntuall ally y und under er alt alter ernat nate e loa loadin ding" g" re regar gardle dless ss of the num number ber of cycles. )1 #atigue is tested using the fatigue testing machine and its value is obtained from plotting the -6 curve" here stress is calculated MY σ
=
I
,1
#1 91 21
using the formula #ati atigue gue ae aecte cted d by des design ign" surfac face e %ua %ualit lity" y" materi material al typ type" e" gra grain in " sur size" siz e" dir directi ection on of loa loadin ding" g" gra grain in siz size e and tem temper peratu aturre and oth other er factors. 8old or$ing increases the fatigue strength. 3uctile materials have a loer fatigue limit than brittle materials. #atigue fracture shape diers in structure from other fractures used from other types of failures" as it consist of three zones ( initial crac$ zone" propagation zone
:1 +annd &nal the is larger brittle
fruaccttiulere m zoante d e)rials propagation zone than that of the materials.
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