experimental study of gas tungstun arc welding process paramenets

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  • 8/13/2019 Experimental study of gas tungstun arc welding process paramenets

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    DEVELOPMENT OF MATHEMATICAL MODEL ON GAS

    TUNGSTEN ARC WELDING PROCESS

    1K.ASHOK KUMAR, 2G. SATISH, 3V.LAKSHMI NARAYANA

    1, 2, 3 Department ! Me"#an$"a% En&$neer$n&,S#r$ V$'#n( En&$neer$n& C%%e&e !r Wmen, )NTU*,

    +#$maaram-.3/202, An#ra Prae'#, In$a

    ashokkumark@sve!.e"u.#$, sa%#sh&@sve!.e"u.#$,'akshm#$ara(a$av@sve!.e"u.#$

    A)STRA*T +

    GAS TUNGSTEN ARC WELDING (GTAW) is the quality weld proess! It is pre"erred weldi#$ proess "or

    stai#less steel% low alloy steel% #i&el% o'alt% tita#iu% alui#u% opper% a#d a$#esiu! The prese#t wor&

    ais to ealuate the e""et o" Gas Tu#$ste# Ar Weldi#$ proess paraeters o# the quality o" the weld 'ead!

    The proess paraeters Weldi#$ Curre#t% Wire Diaeter% Wire *eed Speed% Ratio o" wire "eed rate to trael

    speed a#d +late thiess are ta&e# as a i#put aria'les "or this prese#t wor&! The quality o" the weld 'ead a#

    'e assessed 'y the 'ead harateristis suh as +e#etratio#% Rei#"oree#t , Width! E-perie#ts wereo#duted to study the e""ets o" the weldi#$ proess paraeters! Statistially desi$#ed e-perie#ts with .

    proess paraeters (eah at / leels) are o#duted to study the e""et o" these paraeters o# 'ead $eoetry! It

    is "ou#d "ro the a#alysis o" aria#e (AN01A) that the wire "eed rate% trael speed a#d wire diaeter are the

    ai# paraeters that i#"lue#e 'ead $eoetry i# GTAW! 2atheatial odels are deeloped "or depth o"

    pe#etratio#% rei#"oree#t hei$ht a#d 'ead width "or GTAW usi#$ the ultiple re$ressio# a#alysis!

    KY -ORS 3 GTAW% Data*it ersio# 4!5!.4% I% D% W*R% TS% +T!

    1 Intr("t$n

    Gas tungsten arc welding (GTAW), also

    known as tungsten inert gas (TIG) welding, is an arcwelding process that uses a non-consumable tungsten

    electrodeto produce theweld.The weld area is protectedfrom atmospheric contamination b a shielding gas

    (usuall an inert gassuch as argon), and afiller metalis

    normall used, though some welds, known asautogenous welds, do not re!uire it. A constant-current

    welding power suppl produces energ which is

    conducted across the arc through a column of highlioni"ed gas and metal #apors known as aplasma.

    GTAW process is a candidate welding process,as it produces high !ualit and consistent welds and

    pro#ides e$cellent control of heat input. The GTAWprocess uses a non-consumable electrode protected b an

    inert gas. As this process uses a non-consumable

    electrode, e$tra material, if re!uired, is added through afiller wire either manuall or using a wire feeder.

    GTAW is most commonl used to weld thin

    sections of stainless steeland non-ferrous metals such asaluminum, magnesium, and copperallos. The process

    grants the operator greater control o#er the weld thancompeting procedures such as shielded metal arc

    welding and gas metal arc welding, allowing forstronger, higher !ualit welds. %owe#er, it is

    comparati#el more comple$ and difficult to master, and

    furthermore, it is significantl slower than most otherwelding techni!ues. A related process, plasma arc

    welding, uses a slightl different welding torch to create

    a more focused welding arc and as a result is oftenautomated. . TIG welding has become a popular choice

    of welding processes when high !ualit, precisionwelding is re!uired.

    GTAW is fre!uentl referred to as TIGwelding. TIG welding is a commonl used high !ualit

    welding process. TIG welding has become a popularchoice of welding processes when high !ualit, precision

    welding is re!uired.

    In TIG welding an arc is formed between anon-consumable tungsten electrode and the metal being

    welded. Gas is fed through the torch to shield the

    electrode and molten weld pool. If filler wire is used, itis added to the weld pool separatel.

    &igure ' GTAW stem setupThe weld-bead formed b the GTAW process

    plas an important role in determining the mechanicalproperties of the weld and its !ualit. The weld-bead

    geometr also directl affects the comple$it of weld

    mailto:[email protected]:[email protected]:[email protected]:[email protected]:[email protected]://en.wikipedia.org/wiki/Arc_weldinghttp://en.wikipedia.org/wiki/Arc_weldinghttp://en.wikipedia.org/wiki/Tungstenhttp://en.wikipedia.org/wiki/Electrodehttp://en.wikipedia.org/wiki/Weldinghttp://en.wikipedia.org/wiki/Weldinghttp://en.wikipedia.org/wiki/Weldinghttp://en.wikipedia.org/wiki/Shielding_gashttp://en.wikipedia.org/wiki/Inert_gashttp://en.wikipedia.org/wiki/Argonhttp://en.wikipedia.org/wiki/Filler_metalhttp://en.wikipedia.org/wiki/Filler_metalhttp://en.wikipedia.org/wiki/Filler_metalhttp://en.wikipedia.org/wiki/Welding_power_supplyhttp://en.wikipedia.org/wiki/Welding_power_supplyhttp://en.wikipedia.org/wiki/Plasma_(physics)http://en.wikipedia.org/wiki/Plasma_(physics)http://en.wikipedia.org/wiki/Plasma_(physics)http://en.wikipedia.org/wiki/Stainless_steelhttp://en.wikipedia.org/wiki/Stainless_steelhttp://en.wikipedia.org/wiki/Aluminumhttp://en.wikipedia.org/wiki/Magnesiumhttp://en.wikipedia.org/wiki/Copperhttp://en.wikipedia.org/wiki/Shielded_metal_arc_weldinghttp://en.wikipedia.org/wiki/Shielded_metal_arc_weldinghttp://en.wikipedia.org/wiki/Shielded_metal_arc_weldinghttp://en.wikipedia.org/wiki/Gas_metal_arc_weldinghttp://en.wikipedia.org/wiki/Plasma_arc_weldinghttp://en.wikipedia.org/wiki/Plasma_arc_weldingmailto:[email protected]:[email protected]:[email protected]://en.wikipedia.org/wiki/Arc_weldinghttp://en.wikipedia.org/wiki/Arc_weldinghttp://en.wikipedia.org/wiki/Tungstenhttp://en.wikipedia.org/wiki/Electrodehttp://en.wikipedia.org/wiki/Weldinghttp://en.wikipedia.org/wiki/Shielding_gashttp://en.wikipedia.org/wiki/Inert_gashttp://en.wikipedia.org/wiki/Argonhttp://en.wikipedia.org/wiki/Filler_metalhttp://en.wikipedia.org/wiki/Welding_power_supplyhttp://en.wikipedia.org/wiki/Plasma_(physics)http://en.wikipedia.org/wiki/Stainless_steelhttp://en.wikipedia.org/wiki/Aluminumhttp://en.wikipedia.org/wiki/Magnesiumhttp://en.wikipedia.org/wiki/Copperhttp://en.wikipedia.org/wiki/Shielded_metal_arc_weldinghttp://en.wikipedia.org/wiki/Shielded_metal_arc_weldinghttp://en.wikipedia.org/wiki/Gas_metal_arc_weldinghttp://en.wikipedia.org/wiki/Plasma_arc_weldinghttp://en.wikipedia.org/wiki/Plasma_arc_welding
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    schedules. The weld-bead shape parameters such as thebead width, reinforcement height and depth of

    penetration, shown in &igure , are determined b theGTAW process parameters such as current, #oltage,

    welding speed and wire feed rate.

    &igure Weld bead geometr

    2 Stat$'t$"a% e'$&n ! eper$ment' an

    TAGUCHI met#

    A designed e$periment is the simultaneouse#aluation of two or more factors (parameters) for their

    abilit to affect the resultant a#erage or #ariabilit of

    particular product or process characteristics. Toaccomplish this in an effecti#e and statisticall proper

    fashion, the le#els of the factors are #aried in a strategicmanner, the results of the particular test combinations are

    obser#ed, and the complete set of results is anal"ed todetermine the important factors and preferred le#els, and

    to find whether increase or decrease of those le#els willpotentiall lead to further impro#ement. The initial

    e$periments, often referred to as screening e$periments,are used to find the few important, significant factors out

    of man possible factors in#ol#ed with a product orprocess design. This e$periment is tpicall a small

    e$periment with man factors at two le#els. *ater rounds

    of e$periments tpicall in#ol#e few factors at morethan two le#els to determine conditions of furtherimpro#ement.

    21 T#e p#a'e' $n e'$&n ! eper$ment'

    The design of e$periments (+) process is

    di#ided into three main phases as (') the planning phase

    () the conducting phase () the analses phase.The planning phase is b far the most

    important phase for the e$periment to pro#ide thee$pected information. An e$perimenter will learn the

    information from an e$periment, sometimes in apositi#e sense and sometimes in a negati#e sense.

    /ositi#e information is an indication of which factorsand which le#els lead to impro#ed product or process

    performance. 0egati#e information is an indication ofwhich factors don1t lead to impro#ement, but no

    indication of which factors do. If the e$perimentincludes the real, et unknown, influential factors, the

    e$periment will ield negati#e information. In theplanning phase factors and le#els are selected and,

    therefore, it is the most important stage ofe$perimentation. Also, the correct selection of factors

    and le#els is nonstatistical in nature and is moredependent upon product and process e$pertise.

    The second most important phase is the

    conducting phase, where test results are actuallcollected. If e$periments are well planned and

    conducted, the analsis is much easier and more likel toield positi#e information about factors and le#els.

    In the analsis phase is the positi#e or negati#einformation concerning the selected factors and le#els is

    generated based on the pre#ious two phases. This phaseis most statistical in nature of the three phases of the

    +.

    22 Ta&("#$ met#

    Although fractional factorial design allows a

    fraction of the total number of runs re!uired in thefactorial design, there are no general guidelines for its

    application or the analsis of the results obtained b

    performing the e$periments. Taguchi1s approachcomplements these two important areas. &irst, he clearl

    defines a set of general designs for factorial e$periments

    that co#er man applications. The special set of designsconsists of orthogonal arras (A). The use of these

    arras helps to determine the least number of

    e$periments needed for a gi#en set of factors. Acomparison of number of e$periments in factorial designand Taguchi design is presented in Table '. econd, he

    de#ised a standard method for analsis of the results.The combination of standard e$perimental design

    techni!ues and analsis methods in the Taguchiapproach produces consistenc and reproducibilit

    rarel found in an other statistical method.

    Table ' 2omparison of &actorial design and Taguchidesign

    &actors *e#el

    &actorial design

    Total no. ofe$periments

    Taguchi

    +esign

    3() 3

    4() 3

    3 '5(3) 4

    6 '4(6) 4

    '7 654('7) '5

    3 4'(3) 8

    7 3(7) '4

    Taguchi has established orthogonal arras

    (A) to describe a large number of e$perimental

    situations. The smbolic designation for these arrascarries the ke information on the si"e of the e$periment.

    &or e$ample, designated arra *'4 re!uires '4 trail runs9*8 re!uires 8 e$periments and so on. The #ertical

    columns of the arras ac!uire a special combinatorial

    propert i.e., in an pair of columns in an A, allcombinations of the treatment (of the two factors

    assigned to this pair) occur and the do so an e!ualnumber of times. This propert is called the balancing

    propert of As. This balancing propert permits theuse of simple arithmetic to find the effect of the

    e$perimental factors on the response under stud.Taguchi has tabulated '4 basic orthogonal arras that we

    call standard orthogonal arras. The standard orthogonal

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    arras along with the number of columns at differentle#els for these arras are listed in Table ..

    Table tandard rthogonal Arras

    rthogona

    l Arra

    0umbe

    r of:ows

    ;a$imu

    m 0o offactors

    ;a$imum no of

    columns At thesele#els

    3 7

    *3*4

    *8*'

    34

    8'

    6

    3''

    6-

    ''

    --

    3-

    --

    --

    --

    --

    *'5

    *1'5*'4

    *7

    '5

    '5'4

    7

    '7

    74

    5

    '7

    -'

    -

    -

    -6

    -

    -

    7-

    -

    -

    --

    5

    *6**1

    *5*15

    6

    55

    ''' A - fA B =e

    @ > @ - f@ B =e

    2 > 2 - f2 B =ee > e - (fA Cf@Cf2) =e

    Per"ent Cntr$5(t$n

    The percent contribution of each factor is the

    ratio of the factor sum to the total, e$pressed in percent

    /A > A B '

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    64

    8'

    fficienc E >

    F of dilution >

    The e$perimenters log after translating factors

    and their le#el #alues using *'4 arra is gi#en in Table 7

    Table. 7$perimenters log sheet for GTAW

    $perim

    -ental0umber

    2urrent(A)

    Wire

    +iameter(mm)

    Wire&eed

    :ate(mm?m

    in)

    :atio ofwire feed

    rate totra#el

    speed

    /late

    Thickness(mm)

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    '<

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    mm thick plate. The change in penetration depth isabout

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    ii. Wire feed rate (factor 2) has the ne$t largest effecton bead width. @ increasing the feed rate from

    '

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    &igure 6 shows the relationship betweene$perimental #alue and predicted #alue of depth of

    penetration in Gas Tungsten Arc Welding. It is obser#edfrom the figure that the #alues predicted b penetration

    model (!n. 7.') are in good agreement withe$perimental #alues. The e$perimental and predicted

    #alues of penetration and percentage error are gi#en inTable '. It can be obser#ed from the table that the

    percentage error is less than 8F in all the cases e$ceptone. %ence it is concluded that the model can predict the

    depth of penetration in GTAW with good accurac.

    &igure 6 /redicted #alue =s $perimental #alue of

    penetration in GTAWTable ' 2omparison between predicted #alue and

    e$perimental #alue of penetration in GTAWL

    $p.0o. /enetration(/) mm 2alculated(/) :esidual F rror

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    '') Q;etals %andbook, 4th dition, =ol-'/roperties and selection of metals of American

    societ for metals.') Q;aterials %andbook @ AW.

    ') QThe /rocedure %andbook of Arc Welding'thdition, @ *incoln.

    '3) Q;echanical ;etallurg @ *innert.