Cycle of bridges, Computer Networking

CYCLE OF BRIDGES:

 A bridges network can join several segments. One bridge is useded to connect every segment to the rest of the bridge network. This is given in the figure below:

 

1125_CYCLE OF BRIDGES.png

DISTRIBUTED SPANNING TREE:

 If a bridge network creates a cycle, then not all bridges on the network have be allowed to forward broadcast packets.

 The bridges configure themselves automatically to select which bridge will forward broadcast frames and which bridge will not forward packets.  The bridges interact with each other on the network and use Distributed Spanning Tree (DST) algorithm to select which bridge will not forward frames if a cycle happens.

Posted Date: 10/27/2012 9:21:56 AM | Location : United States







Related Discussions:- Cycle of bridges, Assignment Help, Ask Question on Cycle of bridges, Get Answer, Expert's Help, Cycle of bridges Discussions

Write discussion on Cycle of bridges
Your posts are moderated
Related Questions
Simplicity The advantage of this approach is the simplicity  of receiver buffering. The  receiver need not  buffer out of  order packets the sender must maintain the upper an

Q. Common syntax of OpenMP? Every OpenMP directive begins with #pragma omp. The common syntax is   #pragma omp directive-name [Set of clauses]  where omp is an OpenMP key

what is variable ip address

Q. Explain Types of Redundancy Checks? Parity Check Simple Parity Check Two Dimensional Parity Check / Longitudinal Redundancy Check (LRC) CRC (Cyclic Redund

Recognize the two items that TCP and UDP share in common? Ans) TCP and UPD are both layer 4 Transport protocols and both use port number to recognize upper level applications.


Describe DHCP concept

Network Problems Q1  Consider the single-sender CDMA example in Kurose & Ross. What would be the sender's output (for the 2 data bits shown), if the sender's CDMA code were (

State the Nyquist theorem The Nyquist theorem is thermo of mathematics and has nothing to deal with technology. It says that if you have the function whose Fourier spectrum doe