A rapid method for calculating the number and orientation of people trapped in natural disasters based on mobile phone detection and positioning
A population and natural disaster technology, applied in the field of safety detection and rescue, can solve problems such as the difficulty of determining the trapped people's location, the lack of information on the number and orientation of the trapped population, the interruption of ground power and mobile communication, etc.
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Embodiment 1
[0206] Embodiment 1 Basic deployment of a group of pseudo base stations
[0207] According to the role characteristics of the master base station and the slave base station, the radiation radius of the wireless wifi, and the detection radius characteristics of the pseudo base station, in order to ensure that the slave base station can transmit the detected mobile phone signal information to the master base station through wireless wifi, and at the same time between each slave base station There is no detection blind area, and the radius R=500m is selected as the distance between each slave base station and the main base station, and the coordinate points of the center points of the four pseudo base stations are {(x 0 ,y 0 ), (x 1 ,y 1 ), (x 2 ,y 2 ), (x 3 ,y 3 )}, where (x 0 ,y 0 ) means the main base station, (x 1 ,y 1 ),(x 2 ,y 2 ),(x 3 ,y 3 ) represents the slave base station, then the deployment of a group of pseudo base stations satisfies the following formu...
Embodiment 2
[0210] Example 2 Pseudo-base station deployment in which the long side of the minimum enclosing rectangle of the vector boundary of the disaster site area is in the horizontal direction
[0211] Let the long side of the smallest enclosing rectangle of the disaster site area = a, the short side = b, the unit is meter, and the coordinates of the four vertices of the vector boundary are respectively {(x 左上 ,y 左上 ),(x 左上 ,y 左上 ),(x 右下 ,y 右下 ),(x 右下 ,y 右下 )};
[0212] When its minimum enclosing rectangle satisfies the following conditions:
[0213] {(a≤1250)∪(b≤864)}
[0214] ②Main base station (x 0 ,y 0 ) starting position "1" (x 01 ,y 01 )for: The positions of the other three slave base stations (x 11 ,y 11 ),(x 21 ,y 21 ),(x 31 ,y 31 ) and the location of the primary base station (x 01 ,y 01 ) satisfies the following formula:
[0215]
[0216] Where n, n' represent the secondary base station, and n'≠n: n, n'=1,2,3;
[0217] The above is the deployment ...
Embodiment 3
[0250] Embodiment 3 Pseudo-base station deployment in which the long side of the minimum outsourcing rectangle of the vector boundary of the disaster site area is in the vertical direction
[0251] Let the long side of the smallest enclosing rectangle of the disaster site area = a, the short side = b, the unit is meter, and the coordinates of the four vertices of the vector boundary are respectively {(x 左上 ,y 左上 ),(x 左上 ,y 左上 ),(x 右下 ,y 右下 ),(x 右下 ,y 右下 )};
[0252] When its minimum enclosing rectangle satisfies the following conditions:
[0253] {(a≤1250)∪(b≤864)}
[0254] main base station (x 0 ,y 0 ) starting position "1" (x 01 ,y 01 )for: The positions of the other three slave base stations (x 11 ,y 11 ),(x 21 ,y 21 ),(x 31 ,y 31 ) and the location of the main base station (x 01 ,y 01 ) satisfies the following formula:
[0255]
[0256] Where n, n' represent the base station, and n'≠n: n, n'=1,2,3
[0257] The above is the deployment method (V) o...
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