Research Article

Modeling Relief Demands in an Emergency Supply Chain System under Large-Scale Disasters Based on a Queuing Network

Table 3

The distance between supply point and emergency logistics center.

ā€‰SP(1)SP(2)SP(3)SP(4)SP(5)SP(6)SP(7)SP(8)SP(9)SP(10)

ELC(1)18.2817.0711.9721.636.148.2610.919.7315.308.79
ELC(2)30.7321.4716.245.7120.3920.568.0216.7925.5413.90
ELC(3)22.7122.8817.1216.2214.1914.639.9811.0218.427.56
ELC(4)44.2230.9524.6212.6439.7134.9224.2932.7641.5330.03
ELC(5)39.6228.0127.1615.0732.5627.6914.4925.5133.2520.06
ELC(6)35.8523.5619.2316.4727.8423.139.8921.3628.3914.37
ELC(7)29.7329.6823.6423.0120.3621.4912.7517.9725.7514.71
ELC(8)23.0832.6128.7828.9214.9414.0117.6411.3219.6119.33
ELC(9)25.8436.4333.0332.4920.1511.6522.589.4116.0024.19
ELC(10)30.3846.6642.4041.3928.3120.3930.0817.4214.0531.05