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Template for the M/M/s Queueing Model
l = 0.5 (mean arrival rate) L = 3 L G4
m = 0.666667 (mean service rate)
Prob(Wq > t) = 0.325949 Rho G10
22 0.00044595
23 0.00033446
24 0.00025085
Template for the M/M/s Queueing Model
l = 10 (mean arrival rate) L = 1 L G4
m = 20 (mean service rate)
Prob(Wq > t) = 0.003369 Rho G10
22 1.1921E-07
23 5.9605E-08
24 2.9802E-08
Template for the M/M/s Queueing Model
l = 15 (mean arrival rate) L = 3 L G4
m = 20 (mean service rate)
22 0.00044595
23 0.00033446
24 0.00025085
27
28
29
30
31
32
33
A B C D E G H I J K
Template for the M/M/s Queueing Model
l = 25 (mean arrival rate) L = 2.05128205 LG4
m = 20 (mean service rate)
Lq = 0.80128205 Lambda C4
Wq = 0.03205128 n F13:F38
00.23076923 0.23076923 Time1 C9
14 0.00064051
15 0.00040032
16 0.0002502
17 0.00015638
18 9.7735E-05
19 6.1084E-05
20 3.8178E-05
0
0.05
0.1
Probability
Number of Customers in System
22 1.4913E-05
23 9.3207E-06
24 5.8254E-06
11
12
13
14
15
16
17
18
19
20
21
A B C D E F G H I J
Template for the M/G/1 Queueing Model
l = 0.2 (mean arrival rate) L = 2.5 LG4
1/m = 4 (expected service time)
s= 1 (standard deviation) Lq G5
s = 1 (# servers) W = 12.5 OneOverMu C5
2.5 1.7 12.5 8.5
4 4 3.2 20 16
33.3 2.5 16.5 12.5
22.8 214 10
12.5 1.7 12.5 8.5
11
12
A B C D E F G H I J
Template for the M/G/1 Queueing Model
l = 0.2 (mean arrival rate) L = 2.263191222 LG4
1/m = 3.314 (expected service time)
Lq = 1.600391222 Lambda C4
s= 4 (standard deviation) Lq G5
s = 1 (# servers) W = 11.31595611 OneOverMu C5
11
12
13
14
15
16
17
A B C D E F G H I J
Template for the M/G/1 Queueing Model
l = 0.2 (mean arrival rate) L = 4 L G4
1/m = 4 (expected service time)
s= 4 (standard deviation) Lq G5
s = 1 (# servers) W = 20 OneOverMu C5
Template for the M/G/1 Queueing Model
l = 0.2 (mean arrival rate) L = 4 L G4
1/m = 4 (expected service time)
s= 4 (standard deviation) Lq G5
s = 1 (# servers) W = 20 OneOverMu C5
0.2 4.5455 8.0655 6.5255 5.4255 4.7655 4.5455
0.2 4.1667 4.0033 3.1633 2.5633 2.2033 2.0833
0.3 3.8462 2.6687 2.0621 1.6287 1.3687 1.2821
0.3 3.5714 2.0129 1.5229 1.1729 0.9629 0.8929
11
12
A B C D E F G H I J
Template for the M/G/1 Queueing Model
l = 30 (mean arrival rate) L = 1.666666667 LG4
1/m = 0.020833 (expected service time)
Lq = 1.041666667 Lambda C4
s= 0.020833 (standard deviation) Lq G5
s = 1 (# servers) W = 0.055555556 OneOverMu C5
11
12
A B C D E F G H I J
Template for the M/G/1 Queueing Model
l = 30 (mean arrival rate) L = 1.145833333 LG4
1/m = 0.020833 (expected service time)
Lq = 0.520833333 Lambda C4
s= 0 (standard deviation) Lq G5
s = 1 (# servers) W = 0.038194444 OneOverMu C5
11
12
13
14
15
16
17
18
23
A B C D E F G H I J
Template for the M/G/1 Queueing Model
l = 30 (mean arrival rate) L = 1.666666667 LG4
1/m = 0.020833 (expected service time)
Lq = 1.041666667 Lambda C4
s= 0.020833 (standard deviation) Lq G5
s = 1 (# servers) W = 0.055555556 OneOverMu C5
Service Service
Time Time
(seconds) (hours)
1.04166667
75 0.02083 1.04166667
62 0.01722 0.55229885
11
12
A B C D E F G H I J
Template for the M/G/1 Queueing Model
l = 0.05 (mean arrival rate) L = 3 L G4
1/m = 15 (expected service time)
s= 15 (standard deviation) Lq G5
s = 1 (# servers) W = 60 OneOverMu C5
11
12
A B C D E F G H I J
Template for the M/G/1 Queueing Model
l = 0.05 (mean arrival rate) L = 3.2439025 LG4
1/m = 16 (expected service time)
s= 11.62 (standard deviation) Lq G5
s = 1 (# servers) W = 64.87805 OneOverMu C5
Template for the M/M/s Queueing Model
l = 2 (mean arrival rate) L = 2.17391304 LG4
m = 1 (mean service rate)
Lq = 0.17391304 Lambda C4
Wq = 0.08695652 n F13:F38
00.13043478 0.130434783 Time1 C9
22 3.3171E-07
23 1.6586E-07
24 8.2928E-08
Number of Customers in System
25
26
27
28
29
30
31
32
33
34
A B C D E G H I J K
Template for the M/M/s Queueing Model
l = 3 (mean arrival rate) L = 4.52830189 LG4
m = 1 (mean service rate)
Lq = 1.52830189 Lambda C4
Wq = 0.50943396 n F13:F38
00.03773585 0.03773585 Time1 C9
12 0.01275023
13 0.00956267
14 0.007172
15 0.005379
16 0.00403425
17 0.00302569
18 0.00226927
19 0.00170195
20 0.00127646
21 0.00095735
0
0.02
0.04
0.06
0.08
0.1
0.12
0.14
0.16
Probability