hdlc-121021124652-phpapp02
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ASSINGMENT 2(CN)
ON
High-Level Data Link
Control
BY UMESH GUPTA
B.TECH CSE
BTC/10/064
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CONTENTS
Introdut!on
H"#C St$t!on% $nd Con&'ur$t!on% H"#C Con&'ur$t!on
H"#C Or$t!on$* Mod%
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and receie co""ands and responses without any per"ission fro" any
other stations on the link.
HDLC Confguration!he three configurations defined by HDLC:
Unbalanced Configuration:!he unbalanced configuration in an HDLC
link consists of a pri"ary station and one or "ore secondary stations. !he
unbalanced occurs because one stations controls the other stations.
Balanced Configuration: !he balanced configuration in an HDLC linkconsists of two or "ore co"bined stations. 'ach of the stations has e$ual
and co"pli"entary responsibility co"pared to each other.
Symmetrical Configuration:It consists of two independent point to
point# unbalanced station configurations. In this configuration# each
station has a pri"ary and secondary status. 'ach station is logically
considered as two stations.
HDLC Oerational !odesT% tr od% o or$t!on% $r9
Nor"al #esonse !ode (N#!)$T r!$r %t$t!on
!n!t!$t% tr$n%r% to t %ond$r %t$t!on. T %ond$r%t$t!on $n on* tr$n%!t $ r%on% -n $nd on* -n
!t !% !n%trutd to do %o + t r!$r %t$t!on.
%s&nchronous #esonse !ode (%#!)$ T r!$r
%t$t!on do%n7t !n!t!$t tr$n%r% to t %ond$r %t$t!on.In $t t %ond$r %t$t!on do% not $ to -$!t tor! 5*!!t r!%%!on ro t r!$r %t$t!on totr$n%r $n r$%. T r$% $ + or t$n :u%t$3no-*d'nt r$%.
%s&nchronous 'alanced !ode (%'!)$T!% od u%%o+!nd %t$t!on%. Tr !% no nd or r!%%!on on t
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$rt o $n %t$t!on !n t!% od. T!% !% +$u% o+!nd%t$t!on% do not r;u!r $n %ort o !n%trut!on% to ror$n t$%3 on t *!n3.
H"#C $*%o d&n% tr non,or$t!on$* od%. T% trnon,or$t!on$* od% $r9
Nor"al Disconnected !ode (ND!)
%s&nchronous Disconnected !ode (%D!)
Initialiation !ode (I!)
T t-o d!%onntd od% (N"M $nd A"M) d!8r ro tor$t!on$* od% !n t$t t %ond$r %t$t!on !% *o'!$**d!%onntd ro t *!n3. T IM od !% d!8rnt ro tor$t!on% od% !n t$t t %ond$r %t$t!on7% d$t$ *!n3ontro* ro'r$ !% !n nd o r'nr$t!on or !t !% !n nd o $n5$n' o $r$tr% to + u%d !n $n or$t!on$* od.