Partial results concerning a queuing system are shown below.
The system is processing discrete parts using a first come first
served discipline. Fill the empty cells. The arrival and service
processes are not necessarily Poisson. You should be able to
do this with simple arithmetic. It is not necessary to use the
Queuing Excel add-in.
Quantity
|
Value
|
Units |
Arrival Rate when Empty
|
10
|
per hour |
Type
|
M/M/2/5
|
|
Mean Number in System
|
3.277
|
parts |
Mean Time in System
|
|
hours |
Mean Number in Queue
|
|
parts |
Mean Time in Queue
|
|
hours |
Mean Number in Service
|
|
parts |
Mean Time in Service
|
|
hours |
Throughput Rate
|
|
parts/hour |
Efficiency
|
|
|
Prob. System Full
|
|
|
P(0)
|
0.046
|
|
P(1)
|
0.116
|
|
P(2)
|
0.145
|
|
P(3)
|
0.182
|
|
P(4)
|
0.227
|
|
P(5)
|
0.284
|
|
P(6)
|
0.000
|
|
|