Method for generating extrapolation boundary of continental shelf 200 nautical miles away
A continental shelf, boundary technology, applied in special data processing applications, instruments, electrical digital data processing, etc., can solve problems such as insufficient support for the generation of FOS delimitation boundaries
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Embodiment 1
[0047] like figure 1 The flow shown:
[0048] (1) Input variables. The initial variables are input from the outside: the starting point G of the extrapolation arc, the radius r of the extrapolation and the direction D of the extrapolation. The starting point of the extrapolation arc is also the coordinate point of the center of the extrapolation arc, which is given by the user, and the series of fixed points form the initial data set G={g i (x i ,y i )}. The extrapolation radius is determined by the type of extrapolation arc. The extrapolation radius r of FOS+60M line, 350M line and 2500m+100M line is 60 nautical miles, 350 nautical miles and 100 nautical miles respectively. The extrapolation direction D is the extension direction of the extrapolation arc, and the FOS+60M line, 350M line and 2500m+100M line are all extrapolated towards the sea.
[0049] (2) Generate an extrapolated arc.
[0050] According to the initial fixed-point set G={g i (x i ,y i )}, with (x i...
Embodiment 2
[0078] Figure 2 to Figure 7 shows the point from a given continental slope foot (G 1 ~G 4 ) The process of generating FOS+60M lines:
[0079] (1) Input variables. The initial variables are input from the outside: the starting point G of the extrapolation arc, the radius r of the extrapolation and the direction D of the extrapolation. Initial data set G={g i (x i ,y i )}, the extrapolation radius r=60 nautical miles, and the extrapolation direction is due east.
[0080] Such as figure 2 shown.
[0081] (2) Generate extrapolated arcs.
[0082] According to the initial data set G={g i (x i ,y i )}, with g i (x i ,y i ) point as the center of the circle, with 60 nautical miles as the radius r, to generate spherical extrapolation arc a i . Traverse the initial data set G={g i (x i ,y i )}, forming the data set Arc 0 ={a i}, each extrapolated arc a i Including the coordinates of the center of the circle (x i ,y i ) and the extrapolated radius value r.
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