Abstract
In order to obtain the average windward area of the natural fragments in finite element method, a simulation model of the average windward area is established based on the Monte Carlo Subdivision Projection Method. The projection boundary of the fragments is obtained. Based on the cross multiplication, the simulation program of the windward area of the FE natural fragment is compiled. According to the concave and convex polygon vertices of the different quadrants, the average windward area of the finite element fragments is solved. The results show that the average windward area simulation program based on cross multiplication is applicable to the area of concave and convex polygons; the results of different quadrants of the same polygon are exactly the same; the program is applicable to the average windward area of simulation fragments with arbitrary irregular shape.
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