Table 4

The optimal solution for small size example by the exact method

The average waiting time in the systemThe average waiting time in the queueThe average number of vehicles in the systemThe average number of vehicles in the queueProbability of existence of 0 vehicles in the system
w110.667wq110.0090L110.674Lq110.0098π0110.510
w120.606wq120.0071L120.674Lq120.0098π0210.492
w130.556wq130.0064L130.674Lq130.0098π0120.510
w210.489wq210.0040L210.741Lq210.0801π0220.482
w221.028wq220.1135L220.726Lq220.0599π0130.511
w230.728wq230.0632L230.735Lq230.0720π0230.488
Probability of existence of n vehiclesProbability of existence of n vehiclesProbability of existence of n vehiclesResponse time
π1110.340π3210.037π6112.0805*104r1214
π1120.340π3220.036π6122.0806*104r1221
π1130.340π3230.037π6132.0807*104r1231
π1210.328π4110.006π6210.001r2212
π1220.322π4120.006π6220.001r2222
π1230.325π4130.006π6230.001r2232
π2110.113π4210.012π7116.2381*105r3113
π2120.113π4220.012π7126.2405*105r3124
π2130.113π4230.012π7136.2425*105r3134
π2210.109π5110.001π7214.6109*104r4112
π2220.107π5120.001π7224.5216*104r4122
π2230.108π5130.001π7234.5735*104r4132
π3110.025π5210.004π8211.5374*104r5111
π3120.025π5220.004π8221.5076*104r5121
π3130.025π5230.004π8231.5249*104r5131

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