Crowd panic spreading modeling method under disaster conditions on the basis of kinematics ball model
A modeling method and kinematics technology, applied in the field of crowd panic propagation modeling, which can solve problems such as the lack of operational analysis methods, the inability to establish mathematical models, and the lack of time-varying panic propagation models.
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Embodiment 1
[0064] This embodiment provides a one-dimensional panic propagation model, and the specific modeling process is as follows.
[0065] Disasters are the triggering conditions for the spread of panic among crowds. The disaster factors are mapped to the panic propagation model, and the disaster factors affect the speed of evacuating individuals. Define the rule θ as:
[0066] μ D A ( ( h d i s ) t ) = m i n { 1 , Σ s = 1 n μ t 0 ( ...
Embodiment 2
[0095] This embodiment provides a two-dimensional panic propagation model, and the specific modeling process is as follows.
[0096] On the basis of the one-dimensional panic propagation model in Example 1, the one-dimensional model is extended to establish a two-dimensional panic propagation model. The two-dimensional propagation model considers the entire plane, which is more convincing and reliable.
[0097] (1) Under normal circumstances (such as image 3 )
[0098] The normal situation refers to the natural movement state of the crowd without disasters. The distance between the evacuated individuals is randomly distributed, and there are social forces (self-thrust and other-thrust) among the evacuated individuals. A classic social force model is established. This method transforms the social force model into momentum to analyze the spread of panic.
[0099]
[0100] in is the total momentum before the collision, is the total momentum after the collision. m i is...
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