Method for selecting emergency medical care reaction path
A response path and emergency medical technology, applied in data processing applications, special data processing applications, instruments, etc., can solve problems such as unreliable site selection and unreasonable site selection for rescue materials
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[0050] See figure 1 , figure 1 It is a flow chart of a simple method for selecting the best location for placing medical rescue materials and the best rescue route disclosed in the present invention.
[0051] The inventive method is described in detail below:
[0052] 1. Assumed test conditions
[0053] First, divide the rescue large area system into several small area points Q p {p=1,2,3,4,5,...n}, n=6 in this embodiment, namely Q p {p=1, 2, 3, 4, 5, 6};
[0054] Collect the population of different small areas R p {p=1, 2, 3, 4, 5, 6}, from the area point Q p to area point Q q The shortest distance d pq 、 After considering the influence of surrounding road factors, the ambulance will pq The corresponding different speed v on pq , the quantity m of rescue supplies (ambulances), and the stipulated time τ to arrive at the rescue site;
[0055] Normalization processing: the distance d between different regions pq Corresponding to different speeds v pq Normalized to t...
Embodiment 2
[0095] 2. There is 1 ambulance
[0096] 2.1. Model analysis
[0097] When only one ambulance can be arranged, according to the above data, it is difficult for one ambulance to arrive at the location of the residents who received the call within 8 minutes and cover six areas, so that as many people as possible can call for help. Can be reached within 8 minutes, ie T min ij ≤8min, and make the area where j satisfies the largest population.
[0098] 2.2. Model solution
[0099] No matter which area an ambulance is parked in, the ambulance cannot reach all the calling areas in the city within 8 minutes.
[0100] Table 5-Relationship between ambulance location and the number of people who cannot be covered
[0101]
[0102] Express the data shown in Table 5 with a histogram, such as image 3 shown. From Table 5 and image 3 It can be seen that although no matter where the ambulance is parked, any j€{1, 2, 3, 4, 5, 6} cannot be made, so that T minij ≤8min is always establ...
Embodiment 3
[0105] 3. Extraordinary rescue situations
[0106] 3.1. Model analysis
[0107] Average weighted shortest time for the three ambulances to reach the disaster area:
[0108] Z j - min = Σ i = 1 3 T i 3 , j = 1,2,3,4,5,6
[0109] Among them, Ti represents the shortest time for one of the three ambulances to reach the disaster area.
[0110] The average personal ambulance travel time in the whole city corresponding to the shortest average weighted time of the selected site:
[0111] T = Σ j = 1 ...
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