State Kendal’s notation for representing queuing models.Reg. No. 9 5 1 7
Question
State Kendal’s notation for representing queuing models.Reg. No. 9 5 1 7
Solution
Kendall's notation is a system used to represent queuing models. It consists of three components: A/B/C.
The first component, A, represents the arrival process of customers. It can be one of the following: M for a Poisson arrival process, D for a deterministic arrival process, G for a general arrival process, or E for an exponential arrival process.
The second component, B, represents the service time distribution. It can be one of the following: M for a Poisson service time distribution, D for a deterministic service time distribution, G for a general service time distribution, or E for an exponential service time distribution.
The third component, C, represents the number of servers in the system. It can be a positive integer or the symbol ∞ for an infinite number of servers.
By combining these three components, we can represent different queuing models. For example, if the arrival process is Poisson, the service time distribution is exponential, and there is a single server, the notation would be M/M/1.
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