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Tiêu đề Welding And Allied Processes - Assemblies Made With Soft Solders And Brazing Filler Metals - Mechanical Test Methods
Trường học International Organization For Standardization
Chuyên ngành Welding
Thể loại Tiêu chuẩn
Năm xuất bản 1985
Thành phố Switzerland
Định dạng
Số trang 13
Dung lượng 1,99 MB

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Difu ion phenomena oc ur at the contact s r faces givin rise to, inthe interface, a series of new a lloy diferent from one another and diferent from b th the joinin material and the b as

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INT ER AT I N L OR A IZATION FR ST AN A DIZAT IO *MEX.U H P A A O PrA HM3AlJMR n CTA A PTM3A~CIMWR A lS TlO INTE N T I N LE D NORMALIS T I N

So dag e t te h iq e c n ee - Asemblag se é uté av cde produis d'ap ort debrasag te dre et de brasag fort

-Méth de d'e saimé aniq e

Fir st e ition - 198 5-0 -01

Desc ipto s : weldin , b ra zin - a d s ld rin , b ra ze - a d s ld re joints, t est s, me h nic l t est s, se r te ts, t en io te sts , te t e uipme t

Trang 2

IS0(the InternationalOr ganization for Stand rdization)is a worldwid fe eration of

national stand r ds b dies (IS0 memb r b dies) The work of pre arin International

Stand r ds is normaly car r ie out throu h IS0tec nical commite s Eac memb r

b dy intereste ina s bject for whic a tec nical commite has b en esta ls e has

the rig t to b re resente on that commite International or ganization , govern-

mental and non-gover nmental, in laison with EO, a lso take p rt inthe work

Draf InternationalStand rds a o te by the tec nical commite s are circ late to

the memb r b dies for a proval b fore their ac e tan e as International Stand r ds by

the IS0Cou ci They are a pr ove inac ord n e with IS0proce ur es re uirin at

lea st 7 % a proval by the memb r b dies votin

International Stand rd IS0518 w a s pr ep r ed b Tec nical Commite ISO/TC 4,

Weldin and aled pro es s

I ca nc els and re la c es IS036 8 3-197 8 the s o e of whic w as more lmite

0 International Or ganization for Stand r dization, 19 5 O

Printe in Sw itzerla d

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soft solder s and brazing fi ler metals - Mechanical test

O Introduction

A joint is not a homogene u b dy but a heterogenou as s em-

bly forme from diferent mater ials havin diferent ph sical

and c emical pro erties In the simplest case, it con ists of fi er

metal and the b as e metal Difu ion phenomena oc ur at the

contact s r faces givin rise to, inthe interface, a series of new

a lloy diferent from one another and diferent from b th the

joinin material and the b as e metal

Inthe study of the stren th of s c heter ogene u joints, the

simplfie h p theses of the the ry of elasticity - vald for a

homogene u metal c b dy or st res es due to external forces

tran mite u iformly fromanelement of s rface or volume to

neig b urin elements - are no lon er a plca le

He nce , the notion of "joinin material stren th" ne ds to b

lmite strictly tometal soldifie afer meltin Conversely , the

stren thof an as embly is a fu ctionofthe intrin ic stren th of

the fi er metal and a s e ries of exter nal factors I folows that

tests d sig e to d termine this stren thne d to b car rie out

.ac or din topr ecise con ention , tak in into ac ou t ina di-

tion to the c aracteristic of the joinin material itself

a s e rie s

of external factor s, nota ly:

s a e of the sp cimen;

flu us e d;

-in temp r atur e, he tin rat e, etc ;

- time at joinin temp ratur e;

- joint c lea ra nc e;

- n mb r of tests;

-

-comp sition and stren th of b ase metal;

ge metry and state of the s rface of the joint

brazin or sold rin tec nique u e (he t sourc e, join-

metho u e to interpret the r es lts;

nature and s iz e of faults at the fracture s rface

To u d rstand the stren th of a joine a ssembly, this Inter

national Stand rd alows the d termination of the folowin

c aracteristic :

a) for brazin fi er metal

-temp rature or hot

-temp rature or hot

the in tantane u ten ie stren th, c old, at ambient

the in tantane u s e r stren th, cold, at ambient

-the cr ee stren th at elevate temp r atur es;

b) for sof sold r

-temp rature or hot

-hot the in tantane u s he ar stren th, cold, at ambient

the cr ee stren th, cold, atambient temp rature or

for a given brazin fi er met a l, flu and b as e metal

So that the tests are re ro u ible and c omp rable, it is imp r

tant to u e ten ie and s e ar sp cimen of a wel-d fine typ

and have r ecour se to a p rec ise o eratin metho This Inter

national Stand rd me ts this o jective

1

Scope and field of appl c tion

This International Stand rd d fines the prin iples and the

tec nique of the tests d sig e tod termine the con entional

mec anical c aracteristic of a ssembles pro u e with sof

sold rs and brazin fi er metals: it also sp cifies a- metho of

interpretin the res lts o taine

This International Stand rd is a plca le to joinin mater ials

and their flu es whic are u e for sold rin and brazin of fer

rou and non-ferou metals and aloy

2 1.1 Con entionals e r stren th

For the d termination of the con entional s he ar stren th, an

a ssembly of two fite p iec es is u e with pr ed termine joint

cle r an e so that the br aze joint is s bject to a s ea r str es

when a ten ie force is a ple to the sp cimen

Two sp cimen are pro ose (se fig res 1and 21 , the o erator

havin a c oice b twe n the two The typ of sp cimen c osen

s al b note inthe test re ort

2.1.2 Con entionalten ie stren th

For the d termination of the con entionalten ie stren th, an

a ssembly ma de end-to-end on two ba rs with a pre etermine

joint cle r an e atthe extremities is us ed

Fig r e 3 gives the dimen ion of the ten ie sp cimen

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2.2 Ch ic of ba e metal an joint cle ranc

In or der too tainfracture at the joint the b ase metal s a ll b

c hosen, as far as p s ible, so that the fractur e lo d of the

br a ze a ssembly is lower than the loa d cor r esp ndin to the

ela stic lmit of the b ase metal

In pr a ct ice, if da ta is r equire for a sp cific a pplc a tion, the

p r ent metal for the sp c imen s a ll b the metal u e for the

comp nents in the cas e b in c on id red Simia r ly , the joint

c lea r a nc e inthe sp cimen s al b that u e inthe a plcation

The b as e metal and the joint c le ranc e s a ll b indicate inthe

test r ep r t

2.3 Preparatio of the surfa e

Bef or e the br azin o er ation, the s r f a ces to b br a ze ne d to

b clea n and c le r of oxid s, gre ase , oi, pa int etc A pr oces

a nd a cle nin agent s ite to the r equirements of the b as e

meta l s a ll b u e

Simiar l , the sp ec imen s a ll p os s e s s, at the joints, a s r face

conditioncor resp ndin to a r ou h es , Ra,b tw een 1,6 and

3,2 pm if they are c op er or co p r a lloy and a rou h es

b twe n 1,6 and 6,3 Iim if they are in non-aloye ste l

If the tests a r e d sig e for a p rtic lar case, the s r face con-

ditions a ll b that corr esp ndin tothe cas e u d r con id r -

at ion

The cle nin pro u t and proc es as wel as the s r face con-

dition at the joints s al b indicate inthe test r ep r t

2.4 Appl c tio of joining materiel an flux

The comp nent p r ts of the sp ec imen are a ssemble ina v er -

tical p sition, and the joinin ma terial, inan a pro r iate form

(w ir e, p wd r , etc is place at one sid of the joint ins f-

ficient quantity to fi the joint afer meltin

I it is neces a r y tou e a flu , a teste flu s ita le for the fi er

ma ter ia l and the b se metal s al b u e ; the u e of the flu

s a ll conformto the man factur er ’ in tru tion

The c aracter i tic of the flu s al b d taie in the test

r ep r t

2.5 He ting co ditio s

A s p ort d sig e to hold the sp cimen v er tica lly , in the

p sitionindicate in fig r es 1, 2 and 3, can b u e In order to

a v oid a ny lo d onthe joint durin co ln , this s p ort s a ll not

o stru t the contraction and exp n ion of the sp ec imen

as embly

In the cas e of he tin with an oxy -a cety lene f la me, the a -

pa r a tu s owninfig re 4 can b u e This con ists of a b se

pla te (1)onwhic is mou te a sp cimen s p ort (21, a c lamp-

in s stem (3) and a pivotin s p ort (4) for the blow-pip

s own s hematicaly at r ef er enc e p int (5 )

Other jg in arr an ements can b u e to s it the c osen

he tin metho

The as embly is r a ise tothe joinin temp r atur e by mea ns of

the selecte he tin metho (torc , indu tion, f ur nac e, etc If

it is not hea te u iformly ov er the complete len th (for

exa mple, torc hea tin , indu tion he tin ) it is es ential to

en ur e thatthe u iformjoinin temp r atur e is reac he ov er a

distan e of 10 mmeither sid of the joint

Su gestion

I he tin is c arr ie out by torc or indu tion, the sp cimen

he tin c yc le s ould b s c that the meltin temp r atur e

of the joinin mater ial is r eac he in 4 to 60 s , the he tin

c cle b in prolon e for 5 s afer this temp r atur e ha s

b en r ea che W ith the ex e tion of p r tic lar sp cifica-

tion , the sp cimen ne d to b maintaine at the brazin

temp ratur e for a p r io of 10 to 3 s

Al the o er atin condition s a ll b enter ed in the test r ep r t

NOTE - I the sp ci m en s h ave to b mae in order to ob tain f un-

damental nformation, the he atin condition are lef to the init ia t ive of

the test controle r

2.6 Number of spe imens

2.6.1

at ambient temp r ature or cold

Fiv e sp c imen are neces a r y to d ter mine the stren th

2.6.2 Fiv e toten sp ec imen a r e nec es ary toplot a c r ve of

stren that hig temp r atur e or u d r c r ee

Afer joinin , the ten ie and s e r sp c imen are mac ine a c -

cordin to fig r es 1, 2 and 3 in s c a way thatthe stren th

pr op r ties of the joint wi not b influen e

Al tests are c arr ie out injg ona mac ine p s es in (pr efe-

r ably) a dju ta ble c lamps in ord r to avoid pa r a sitic

b ndin stres es inthe sp c imen The s ea r tests onthe sp -

c imen s owninfig r es 1and 2 a r e c arr ie out withthe mou -

tin a r r a ngement s s own infig r es 5 and 6

The joint stren th expres e inmega pa sca ls (MPa) is o taine

by dividin the fracture lo d expres e in newton by the s r -

f ac e area of the braze joint’) expres e in squa r e mi metr es

The r es lts ofthe fracture examination s a ll b note in the test

r ep r t

For the in tantane u s ea r and ten ie tests at cold, at

ambient temp r atur e (b twe n 18 and 2 OC) or at hottemp -

r a ture, imp sin of the lo d ne ds to b ca r rie out withthe

test mac ine r eg late [rate of displacement expres e in

micrometres p r second (pm/s) or reg lation of force ex-

pr es e innewton p r second (N/s)lso as to b comp tible

with the c ar acter i tic of the fi er meta l s bmite to the

tests

1)

If faults h ave a p ar ed in the fractured s rface, the surface s al b analy ed a d the presen e of faults indicate d in the test re ort

2

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The in tantane u hots e ar orten ie sp cimen s al b e put

u d r lo d ona ten ie mac ine e uip e witha furnace The

sp cimen temp rature s al b sta i ze for 1 h b fore imp -

sin the lo d and furnace temp rature reg lation s al b e within

+I %

For cr ee test sp c imen , a cre plfracture mac ine s al b

u e The temp rature s al b sta i ze for 2 hb fore imp s-

in the lo d and furnace temp rature reg lation s al b within

f 1 % If cre p is carr ie out at amtjent temp r atur e, the later

re uirement is a question of judgment

The fracture s rface ne ds to b examine and the res lts of

the examinations al b e note in the test re ort

3.1

tensie te ts at ambient temperature

Interpretatio of instantaneo s she r an

To faci tate the a plcation of the in tantane u s he ar test

r es lts at ambient temp r ature, it is p s ible to us e a statistical

interpretation by calc latin the mea n and stand rd d viation

of the test res lts

This me an, 5 and stand rd d viation, s, are d termine as

folows:

- c Xi

x=

-n

Sin e the r es lts are for a given joinin mater ial, the mea n value

can b fixe totend toa minimum Mo

This proce ure can b explaine as folows:

- the ratios b twe n the varia i ty due to the test

metho and the varia i ty due to the joinin mater ial itself

are not known;

- to fix a ran e of "minimum toleran es" d mands

severa l prelminary tests for a ll the typ s of existin joinin

mater ials:

- the n mb r of tests re uire to evaluate the "minimum

toler an es" is gener aly hig er than that re uire for the

evaluation of me n

Und r these condition and con id rin the r es lts of n t est s,

one fixes as a rule to ac e t a joinin mater ial of a given

clas ificationwhen it is c ar acter i e by a minimum me n Mo

s c that

- the pro a i ty of ac e tin a joinin material for whic

the mea n stren th is le ss thanMo is at most e ual to a smal

n mb r

j?(c stomer's risk )

- a joinin material givin a lar ge the retical pro ortion P

of res lts hig er thanMo is ac e te ina large n mb r of

cas es ( - a), a b in the man facturer's risk

I S0 518 -1985 (E)

T hese condition s al b resp cte whatever the u known

stand rd d viation c aracterizin the b haviour of the joinin

material durin the test

Each joinin material is con id r ed to fulfi the fixe condition

con ernin M, if the mea n Xofthe r es lts xi of n tests satisfies

the condition :

Y- ks

>

Mo

I one fixes the risk a - B = 0,l for P = 1 %, one finds by

referin to existin var ia le sampln ta les that

for n = 5

k = 0,68

o

Und r these condition , i?b in the mea n of five tests, one

s ould ha v e

Y- 0,6 s > Mo

The calc lation k and n is b se on the fact that in a first

a proximation, the res lts folow a normal law The u certain

var ia le

folows Stud nt's law (if the mea n is Mo)or a d centre

Stud nt's law of 1,21 6 fi (whenP = 1 %), and k and n

va lues are d termine by the two condition :

Pr (t> k n) = a = 0,l ít centre )

Pr (t> k n) = j = 0,l ( decentre )

The en isage risk s ee ms r easona le for the fixe test condi-

tion b ca use it imples a smal n mb r of tests w hic , from an

economic viewp int is far from neglgible

3.2 Hot instantaneo s she r te t

The hot in tantane u s ea r tests p rmit the plotin of the

c rve for fracture s tre ss , in mega a sc als, as a fu ction of

temp r atur e, ind gr ees Celsiu

Fig r e 7 s ows an example of a c rve o taine from thre

temp rature tests

3.3 Cre p she r te ts

Withone or severa l temp r atur es, the o jective of these tests is

to plot one or several c rves:

Fr acture s tre s s, in mega pas a ls =

f (time to fr acture, in

hours)

The st res es ne d tob c osen ins c a way as too tainfrac-

ture times b twe n0,l and IO3 h For sp cial cas es , it wi b e

p s ible to researc h st res es givin fracture times of IO5 or

IO6 h

Fig r e 8gives a metho for presentin the res lts

Trang 6

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-Te t pie e d tais

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Dime sio s in mi metr es, s rfa e

ro g n s v lue s in micrometre

Fier metal

Te t pie e before brazin

Te t pie e afer ma hinin

Fig re 1 - T p e I s hea rin te t p ie c e dime ns io s

Trang 7

D ime sio ns in mi metes , sura e

ro ug n ss valu s in micr ome tr e s

X A ccordin t o ga p

.Ga outlet

Fi er me ta l

7

Te t pie e d tais ' Te t pie e before brazin or sold rin Te t pie e afer ma hinin

F ig r e 2 - T y pe I shea r in te t pie e dimensio s

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