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Subject Name: DIGITAL SWITCHING SYSTEMS Subject Code: 10EC82

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Presentation on theme: "Subject Name: DIGITAL SWITCHING SYSTEMS Subject Code: 10EC82"— Presentation transcript:

1 Subject Name: DIGITAL SWITCHING SYSTEMS Subject Code: 10EC82
Prepared By: Farha Kowser, Aparna P Department: Electronics and Communication Engineering Date: 06/4/2015

2 UNIT 4 SWITCHING SYSTEMS 06/4/2015

3 Introduction: A basic requirement for switching systems is to be able to design switching networks having a greater number of outlets than the switches from which they are built. If the traffic offered A increases the number of trunks also increases. As a result the number of crosspoint s increases hence cost will increase. So we can go for Grading or Multistage networks Single stage networks 06/4/2015

4 Grading: This a technique with the help of which we can reduce the number of trunks used by making some trunks common to all the groups. Principle of Grading: If the traffic offered to two groups of incoming trunks is random. Efficiency can be improved by making few trunks common to both the groups.In a group, if the switches search for free outlets sequentially ,the later choice trunks carry least traffic. Hence it is desirable to connect the later choice trunks to both the groups in common Interconnection of trunks based on a principle is called Grading 06/4/2015

5 Example for Grading: In the above example, even though the network shown in fig2 consists of 16 trunks, it can handle same amount of traffic as network of 20 trunks as shown in fig1 Interconnection of trunks based on a principle is called Grading Fig 1: 20 trunks connected in two separate groups. a) Full Diagram b) Grading Diagram Fig 2: 16 trunks interconnected to two groups. a) Full Diagram b) Grading Diagram 06/4/2015

6 Link Systems or Multistage Networks:
Single stage networks suffer from a lot of disadvantages which can be overcome by adopting multistage networks. We have Two stage network Three Stage network Four stage network Two stage networks: A two stage switching network is shown in figure. It consists of two sets of switches primary and secondary switches. The link which connects primary switches to secondary switches are called as A links Multi staage network 06/4/2015

7 Three stage networks: A three stage switching network is shown in figure. It consists of three sets of switches primary, secondary and tertiary switches. The links which connects primary switches to secondary switches are called as A links and The links which connects secondary switches to tertiary switches are called as B links. Multi staage network The comparison of two stage, three stage and four stage switching networks is given in the table 06/4/2015

8 Fig: Comparison of Switching networks
06/4/2015

9 GOS of a link system depends on the way it is used
Grade of Service: In telecommunication engineering, and in particular teletraffic engineering, the quality of voice service is specified by two measures: the grade of service (GoS) and the quality of service (QoS). Grade of service is the probability of a call in a circuit group being blocked or delayed for more than a specified interval, expressed as a vulgar fraction or decimal fraction. This is always with reference to the busy hour when the traffic intensity is the greatest. Grade of service may be viewed independently from the perspective of incoming versus outgoing calls, and is not necessarily equal in each direction or between different source-destination pairs. GOS of a link system depends on the way it is used Mode 1: Connection is required to one particular free outgoing trunk Mode 2: Connection is required to one particular outgoing trunk, but any free trunk on that route may be used. Mode 3: Connection may be made to any free outgoing trunk. 06/4/2015

10 Two stage networks: Three stage networks: Four stage networks:
Hence we have B1 - GOS in mode 1 B2 - GOS in mode 2 B3 - GOS in mode 3 Two stage networks: B1 =1-(1-a)(1-b) B2 = [ a + b(1-a)]g B3 =E1,N (A) Three stage networks: B1 =[a + (1-a) b] g2 B2 = [ B1 + c(1-B1)] g3 Four stage networks: B1 =[1 – (1-a)(1-b)(1-c)] g2 06/4/2015

11 END 06/4/2015


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