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Tiêu đề Cork Stoppers — Vocabulary
Trường học International Organization for Standardization
Chuyên ngành Standardization
Thể loại international standard
Năm xuất bản 1994
Thành phố Geneva
Định dạng
Số trang 11
Dung lượng 555,21 KB

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INTERNATIONAL STANDARD NORME INTERNATIONALE IS0 2569 Third edition Troisirkme Edition 1 994 08 01 Cork stoppers Vocabulary Bouchons en l i&ge Vocabulaire Reference number Numkro de reference IS0 2569[.]

Trang 1

ST A NDA RD

T hir d e it io

T r oisirkme Editio

19 4-0 -01

Ref er enc e n mb r

Numkr o d r ef er enc e

IS0 2 6 : 19 4( E/F)

Trang 2

For ew or d

IS0 (t he Int erna t iona l Orga niza t ion for St a nda rdiza t ion) is a worl wide

f edera t ion of na t iona l sta ndards b dies (IS0 memb r b dies) The w or k

of prepa rin int erna t iona l Sta nda rds is norma lly ca rr ied out t hrou h IS0

which a t echnic a l commite ha s b en est a bls ed ha s t he ri ht to b

represented on t ha t commite Int erna t iona l orga niza t ion , gov ern-

ment a l a nd non-government a l, in laison with ISO, a lso take p r t in t he

w or k IS0 c ola ora tes c losely with t he Int erna t iona l Elec t rot ec hnic a l

Commis ion (IEC) on all mater s of elec t rot ec hnic a l st a nda rdiza t ion

Dr af t Int erna t iona l St a ndards ado ted b y t he t ec hnic al commite s ar e

Int erna t iona l St an a r d req ires a pprova l b y at lea st 7 % of t he memb r

b dies c a st in a v ot e

Int erna t iona l St a nda rd IS0 2 6 wa s pr ep r ed by Technical Commite

lSO/T C 8 , Cor k

(IS0 2 6 :19 5)

Q IS0 19 4

A ll ri hts re erved Unle s ot herwis sec if ie , n pa rt of this p blc atio ma y b reprod c ed

or utizd in any f orm or b y any mean , elec t ronic or me hanic al in lu in p ot oc opy in a nd

micr of ilm, wit ho t p rmisio in writ in f rom t he p blse /Droit s d reprod c tio re erve

A uc n pa tt ie d c et t e p blcat io n p ut &t re reprod it e ni ut ilse s u q elq e f orme q e c e

s it et par au u pro&d , ele t roniq e o mkaniq e, y cmp s la p ot oc opie et le

micr ofims, san Ia c c ord &it d klt eu

Int e a t io a l O a niza t io fo r St an a r diza tio

Cas e p st ale 5 l C -121 Ge ee 2 l Swit zea nd

Pri te in Sw itz r la nd/lmp mo e Suise

Trang 3

A v ant-pr op s

L ’ISO (Orga nisa t ion int erna t iona le de norma lisa t ion) est u e f edera t ion

de I’ISO) L ’ela bora t ion des Nor mes int erna t iona les est en g&-&a l

int eres e p r u e et ude a le droit de f a ire pa t-t ie d comite t ec hniq e cr &

a cet e et L s orga nisa t ion int erna t iona les, gouvernement a les et non

gouv ernement a les, en laison a v ec I’ISO pa rt ic ip nt Bga lement au

t ra va ux L ’ISO c ola bore Btroitement a v ec la Commis ion dlec tro-

t echniq e int erna t iona le (CEI en ce q i c onc erne la norma lisa t ion Blec -

t rot ec hniq e

pub lic a t ion comme Nor mes int erna t iona les req iert I’a pproba t ion de

7 % au moin des comites membr es v ot a nt s

L Nor me int erna t iona le IS0 2 6 a 6t h Bla or ee p r le comite t echniq e

ISOf lC 8 , Likge

(IS0 2 6 :19 5)

Trang 4

NORME INT ERNA T IONA LE

This Int erna t iona l St a nda rd def ines t he t y pes and

genera l c ha ra c t eri t ic s of cor k sto p r s

t hrou h ref er enc e in t his t ex t , c on t it ut e provision

of t his Int erna t iona l Sta nda rd A t t he time of

publc a t ion, t he edit ion in ic a t ed wa s va lid Al

st an ards ar e s bjec t to revision, a nd pa rties to

agreement s b sed on t his Int erna t iona l St a nda rd ar e

enc oura ged to invest iga t e t he p s ibi t y of app lyin

t he most rec ent edit ion of t he sta nda rd in ic a t ed

b low Memb r s of IEC a nd IS0 ma int a in r egist ers

of c urrent ly va lid Int erna t iona l Sta ndards

IS0 6 3:19 6, Cor k - V oc a bula ry

3 Definition

3.1.1

b d

volume of a cor k sto p r def ined b y it s la t era l

s r f ac e, or int en ed to ent er t he neck of t he

c ont a iner (ad ed-to sto p r)

L presente Nor me int erna t iona le def init les p rt ies

c on t it ut ives, les p rincip aux t y pes et les ca r ac ter i -

t iq es genera les des b uc hon en lege

L nor me s ivant e c ont ient des disp sit ion q i, p r

s it e de la ref erenc e q i en f ait e, c on t it uent des dis-

p sit ion va la bles p ur la pr esent e Nor me int erna -

t iona le Au moment de la publc a t ion, ledit ion in i-

q e et a it en vig eur Tout e nor me est s jete a rev i-

sion et les p rt ies prena nt es des ac or ds f on & s r

la pr&ente Nor me int erna t iona le sont invit ees a

rec herc her la p s ibi t e d’a pplq er I’edit ion la p lu

rec ente de la norme in iq e ci-a res L s membr es

de la CEI et de I’ISO p s edent le regist r e des

don e

IS0 6 3:19 6, L iege - V oc a bula ire

3 D6f inition

V oir IS0 6 3

3.1.1

c or ps

volume d b uc hon delmit e p r la s rf ac e la t era le

ou dest ine a Qt r e int rod it da ns le c ol d rec ipient

(b uc hon 5 tete)

Trang 5

3.1.2

roule

la t era l s rf ac e of a cor k sto p r

3.1.2

roule

s rf ac e lat kale d’u b uc hon

3.1.3

f la nge

p r t which in a n a dd d-t op st op er (3.2.1.5) ha s t he

la rgest diameter

3.1.3

tQte

(v oir 3.2.1.5)

3.1.4

en s

b ses of t he c y lin er, of t he f r ust um or of t he pri m,

de en in on t he s a pe of t he sto p r

3.1.4

b ut s

ou de pr i me, dont le b uc hon B la for me

NOTE - The e d int en e to b in c ont ac t w ith t he

pr od ct to b e st op pered is t er me t he “inf erior en ”

NOTE - L e bo t d c6tB d prod it A b uc her est dit

(< out inf &ie r a

3.1.4.1

t op

la r ger diameter en of a t ap r ed st op er

3.1.4.1

gr os b ut

b ut de p lu gra nd diametr e d’u b ouchon c oniq e

3.1.4.2

p int

sma ller diameter en of a ta er ed sto p r

3.1.4.2

p int e

b ut de moin re diamktr e d’u b ouchon c oniq e

3.2.1 l

cy lin ric al sto p r

sto p r which ha s t he s a pe of a cy lin er generat ed

b y rot a t in a rec t a ngle a rou d one of it s pa ra llel

sides

3.2.1.1

b ouchon a y a nt la for me d’u c ylin re droit de

rkvolut ion

3.2.1.2

ta er ed sto p r

st op er w hic ha s t he sha p e of a frustum

3.2.1.2

b uchon a y ant la forme d’u tr on d c dn

3.2.1.3

t ap r ed cy lin ric al sto p r

st op e pa r t of w hic is t a p ered a nd ju t a posed to

a not her cy lin ric al p r t

3.2.1.3

b uchon c y lin ro-c oniq e

b uchon dont u e p t -t ie de for me cy lin riq e est

ju t a po&e A u e a ut re de for me c oniq e

3.2.1.4

ha nd-imit a t ion sto p r

sto p r in t he s a pe of a ri ht rec t a ng la r pr i m

w ith rou ded la t era l ed es

3.2.1.4

b uc hon imit a t ion ma in

b uc hon a y a nt la for me d’u pr i me q a dra ng la ire

droit et B a rkt es la t et ra les ar r on ies

NOTE - Ne p as utiser le t er me tc o c o faGo main,

Trang 6

3.2.1.5

diameter sma ller t han t ha t of t he to

NOT E - W hen t he t op is made of a dif f erent mat erial

fr om t he b dy , t he mat erial s ould b stated: f or ex a mple,

sto p r with wood or pla st ic to

3.2.1.6

b un

sto p r f or la rge b tt lenec ks wit h lent ic ula r channels

c ros in t he sto p r fr om to to b tom

NOT E - The b ck or b ely or b t h may have b ee

remov ed fr om t hese sto p r s

3.2.2.1 Na t ura l c or kw ood

3.2.2.1.2 Sev era l piec es glued t oget her

3.2.2.1.3

def ect

3.2.2.3 A ssoc ia t ion of piec es simply c ut

a gglomer a ted cor k

3.2.3 A c c ordin to t y pe of finis h

3.2.3.1

a bra sion to mak e them pla ne a nd p rpen ic ula r to

t he ax is, wit hout a lt eri g it s s a pe

3.2.3.2

sto p r whose la t era l s rf a c e ha s b en f inis ed b y

a bra sion

3.2.3.3

sto p r which ha s b en s bjected to clea nin of t he

lent ic els of one or of b t h en s

3.2.1.5

b uc hon i t &e

b uc hon dont le cor ps c ylin riq e ou c oniq e a u

diametr e inf erieur B celui de la t&e

NOT E - L rsq e la t i2te nest p s d mQme c on t it ua nt

q e le cor ps, prec iser le mat er iau, p r ex emple b uc hon B

tGte de b is, A t6te de pla st iq e

3.2.1.6

b uc hon p ur de larges goulot s a y a nt d s canaux

lent ic ula ires de b ut a b ut

NOT E - Ces b uchon p uvent a voit et6 de ourvus de

leur c r oirte, de leur mie ou des deux

eles

3.2.2.1.3

b ouchon & b ut miroir

def a ut

3.2.2.3 A ssoc ia t ion de pi&es de IiBge

de lbge

3.2.3 D’a r &s la finit ion

3.2.3.1

p rpen ic ula ires B I’ax e sa ns en modif ier la for me

3.2.3.2

b uchon dont le roule a BtB s umis a u e finit ion

p r a bra sion

3.2.3.3

b ouchon 6 b ut net

des deu b ut s ont BtB net t oy es

Trang 7

3.2.3.4

a bra sion at one or b t h en s

3.2.3.5

sto p r with c amf er ed ed es at one or b t h en s

3.2.3.6

d led sto p r

sto p r with one or severa l lon it udinal p rf orat ion

sto p r s

3.3.1

len t h

dist a nc e b t w een t he t wo en s of a sto p r

3.3.2

u der-f la nge len t h

len t h of t he b d of an ad ed-to sto p r

3.3.3.1

diameter of a cy lin ric al sto p r

diamet er of t he media n sec t ion of t he b d

3.3.3.2

diamet er s of a ta er ed sto p r

diameter s of t he t wo en s

3.3.3.3

diameter s of t he f la nge a nd of t he b d

3.3.3.4

diameter of a st op er f or spa rkln wine

diameter of t he media n sec t ion of t he b d

3.2.3.4

b uc hon B b ut a rron i

b uc hon dont les a&es de I’u ou des deu b ut s

ont et6 a rron ies p r a bra sion

3.2.3.5

b uc hon c ha nf reine

b ouchon dont les a&es de I’u ou des deu b ut s

ont et6 a bat t ues

3.2.3.6

b ouchon p r f or e

b ouchon present a nt u e ou plu ieurs p rf ora t ion

lon it udina les

3.3.1

lon ueur

dist a nc e ent re les deu b ut s d’u b uchon

3.3.2

3.3.3.1

diametr e de la zone mediane d cor ps

3.3.3.2

diametr es des b ut s

3.3.3.3

diametr es de la t&e et d cor ps

3.3.3.4

diametr e de la zone media ne d cor ps

Trang 8

A

a dd d-t op st op er 3.2.1.5

B

b od 3.1.1

b n 3.2.1.6

C

c ham red st op er 3.2.3.5

c lea n-e d st op er 3.2.3.3

c y lin ric a l st op er 3.2.1.1

D

diameter o f a c y lin ric al st op er

3.3.3.1

diameter o f a st op er for s a rkln

win 3.3.3.4

dia meters o f a n a dd d-t op sto p r 3.3.3.3

diameters o f a t apered st op er 3.3.3.2

d le sto p r 3.2.3.6

E

e d 3.1.4

F

f lang 3.1.3

H

han -imitatio st op er 3.2.1.4

L

le gth 3.3.1

M

mirr or-e d sto p r 3.2.2.1.3

P

p int 3.1.4.2

R

roule 3.1.2

rou d d st op er 3.2.3.4

S

sa nd d-b d sto p r 3.2.3.2

sa nd d-e d st op er 3.2.3.1

T

t a pered c y lin ric a l st op er 3.2.1.3

t a pered st op er 3.2.1.2

to 3.1.4.1

U

u d r-f la ng le gth 3.3.2

Trang 9

B

b uc ho a b ut a rron i 3.2.3.4

b uc ho a b ut mir oir 3.2.2.1.3

b u h n ir b ut n t 3.2.3.3

b u h n B t are 3.2.1.5

b uc ho c ha nfrein 3.2.3.5

b u h n c oniq e 3.2.1.2

b u h n c rout e-mie 3.2.1.6

b u h n c y lin ri u 3.2.1.1

b u h n c y lin ro-c oniq e 3.2.1.3

b u h n imitatio main 3.2.1.4

b u h n me le e b ut 3.2.3.1

b uc ho p erforo 3.2.3.6

b uc ho Po c e s r le roule 3.2.3.2

b uts 3.1.4

C

c orps 3.1.1

D

diametre d s b u h n p ur vin

mo se x 3.3.3.4

diametre d’u b uc ho

c y lin ri u 3.3.3.1

diametres d s b u h n a t e 3.3.3.3

diamktr es d’u b uh n c oniq e 3.3.3.2

G

gros b ut 3.1.4.1

L

lo g e r 3.3.1

lo g e r s u t&e 3.3.2

P

p int e 3.1.4.2

R

roule 3.1.2

T

t e 3.1.3

Trang 10

ICS 7 10 0 ; 5 10 0 ;01.0 0.7 ;01.0 0.5

Dec pt o : c ork, st op ers, voc ab la n/./Dec ript eurs: l&g , b u h n, voc a b ulaire

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