Cables for Installations and Industry - Draka
Cables for Installations and Industry - Draka
Cables for Installations and Industry - Draka
You also want an ePaper? Increase the reach of your titles
YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.
42<br />
DATA TRANS MIS SION CA BLES<br />
All auto ma tion ca bles, such as in stru men ta tion, sig nal <strong>and</strong><br />
data net work ca bles, are data trans mis sion ca bles.<br />
They are cop per ca bles with a maxi mum op er at ing<br />
volt age of 75 V or op ti cal fi bre ca bles.<br />
They trans mit in <strong>for</strong> ma tion in an elec tric or op ti cal <strong>for</strong>m.<br />
The trans mit ted in <strong>for</strong> ma tion may con sist of speech, sound,<br />
mov ing or still pic tures, text, data, meas ur ing or con trol<br />
data or it may be the sig nal of a fire de tec tor or<br />
a bur glar alarm.<br />
The trans mit ted sig nal may be ana log or digi tal.<br />
The ca pac ity of an ana log trans mis sion is meas ured by<br />
a b<strong>and</strong> width which is the fre quency range re quired to<br />
trans mit a cer tain sig nal. In digi tal trans mis sion a cer tain<br />
number of sig nals are trans mit ted in a time unit <strong>and</strong> this is<br />
called trans mis sion speed. A cer tain trans mis sion speed<br />
cor re sponds to a cer tain b<strong>and</strong> width. That is why the term<br />
b<strong>and</strong> width can also be used in digi tal trans mis sion.<br />
The b<strong>and</strong> width re quired by a digi tal sig nal is al ways<br />
wider than that of a cor re spond ing ana log sig nal.<br />
Ca ble de sign<br />
Data trans mis sion ca bles are di vided into three groups:<br />
sym met ri cal ca bles, co ax ial ca bles <strong>and</strong> op ti cal fi bre<br />
ca bles.<br />
a)<br />
b)<br />
c)<br />
conductor<br />
insulation<br />
inner conductor<br />
insulation<br />
outer conductor<br />
core<br />
shell<br />
(a) The ba sic struc ture of a sym met ri cal pair, (b) a co ax ial<br />
pair <strong>and</strong> (c) an op ti cal fi bre.<br />
A sym met ri cal ca ble con sist of one or sev eral sym met ri cal<br />
pairs. A pair con sists of two or four iden ti cal in su lated<br />
con duc tors which are mutually twisted into a pair.<br />
The con duc tors of a pair are alike in their elec tric<br />
dis po si tion. Sym met ri cal ca bles are either screened or<br />
un screened.<br />
A co ax ial pair is the ba sic ele ment of the co ax ial ca ble.<br />
It con sists of two con duc tors, an in ner con duc tor <strong>and</strong><br />
an outer con duc tor. These are dif fer ent in their struc ture<br />
<strong>and</strong> elec tric dis po si tion. The cy lin dri cal outer con duc tor<br />
is con cen tri cally around the in ner con duc tor.<br />
In an op ti cal fi bre ca ble, the sig nal pro ceeds in the <strong>for</strong>m of<br />
light along the op ti cal fi bre. The fi bre, con sist ing of a core<br />
<strong>and</strong> a shell, is made from quartz glass or plas tic.<br />
The re frac tive in dex of the core is higher than that of<br />
the shell, <strong>and</strong> this causes a re flec tion when the light hits<br />
the shell.<br />
GE NE RAL<br />
De pend ing on the dif fer ent in stal la tion con di tions,<br />
the ca bles are also di vided into in door ca bles <strong>and</strong> out door<br />
ca bles. Sel fex tin guish ing <strong>and</strong> bend abil ity are typi cal<br />
prop er ties of in door ca bles. They are also lighter in<br />
con struc tion <strong>and</strong> smaller in size than the cor re sponding<br />
out door ca bles. The serv ice tem pera ture range of out door<br />
ca bles is wide. They are re sis tant to e.g. hu mid ity, sun light<br />
<strong>and</strong> han dling in out door con di tions. De pend ing on<br />
the in stal lat ion site, out door ca bles can also be di vided<br />
into duct, bur ied, sub ma rine <strong>and</strong> aer ial ca bles.<br />
ELEC TRI CAL PROP ER TIES<br />
The trans mis sion ca pac ity of the ca ble is es sen tially<br />
ef fected by re sis tance, ca paci tance, im ped ance,<br />
at tenua tion <strong>and</strong> cros stalk.<br />
Re sis tance<br />
Re sis tance is caused by the con duc tor to<br />
the elec tric cur rent <strong>and</strong> it is de pend ent on the cross<br />
sec tion <strong>and</strong> the ma te rial of the con duc tor,<br />
the tem pera ture, the sig nal fre quency <strong>and</strong> the metals<br />
close to the con duc tor.<br />
For twisted- pair ca bles it is given as loop re sis tance which<br />
in cludes the ef fect of both the sup ply con duc tor <strong>and</strong><br />
the re turn con duc tor. The re sis tance is given per unit of<br />
the length, i.e Ω /km.<br />
Ca paci tance<br />
Ca paci tance is in er tia to volt age changes be tween<br />
the con duc tors of a pair. It is de pend ent on the di ame ter of<br />
the con duc tors, the dis tance be tween them,<br />
the in su la tion, the ma te rial around the in su la tion <strong>and</strong><br />
the elec tric po ten tial of the in su la tion.<br />
The ca paci tance in creases if the dis tance be tween<br />
the con duc tors is re duced or if the di ame ter of<br />
the con duc tors in creases. It is di rectly pro por tional to<br />
the di elec tric con stant which is spe cific to every in su la tion<br />
ma te rial. The ca paci tance is given per unit of the length,<br />
i.e. nF/km.<br />
Im ped ance<br />
Im ped ance gives the ra tio of the volt age be tween<br />
the con duc tors to the cur rent car ried therein. It is also<br />
known as surge im ped ance or char ac ter is tic im ped ance.<br />
With trans mis sion ca bles all these terms have the same<br />
mean ing. The unit of im ped ance is ohm (Ω).<br />
The im ped ance of ho mo ge ne ous pair is con stant across<br />
the whole length of the pair. The volt age <strong>and</strong> the cur rent<br />
are at tenu ated but their ra tio is con stant, i.e. equal to<br />
the im ped ance. The im ped ance is there <strong>for</strong>e one of<br />
the char ac ter is tics of a pair. At low fre quen cies,<br />
the im ped ance is sig nifi cant only with long ca bles.<br />
For ex am ple at a fre quency be low 29 kHz it be gins to have<br />
sig nifi cance if the ca ble is longer than 1,000 m.<br />
At a fre quency of 1,000 kHz or higher, the im ped ance is<br />
very im por tant <strong>for</strong> match ing. This means that<br />
the im ped ance of the unit or com po nent con nected to<br />
the pair must be equiva lent to that of the pair.