Cell scanning and GPS trajectory interpolation-based agricultural machinery tillage area measurement and calculation method
A cell and agricultural machinery technology, which is applied in the field of agricultural machinery cultivation area measurement and calculation, can solve the problem of low measurement accuracy and achieve the effect of improving calculation efficiency and high accuracy
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[0019] Specific embodiments one, based on cell scanning and GPS track interpolation method for measuring and calculating the farming area of agricultural machinery,
[0020] Step 1, using the GPS positioning device installed on the agricultural machinery equipment, collecting the latitude and longitude coordinates of the agricultural machinery equipment every time t, and converting the latitude and longitude coordinates collected into XY coordinates under the plane Cartesian coordinate system according to the Gaussian projection transformation method;
[0021] Step 2. Use the time series in step 1 as the original time series. If the distance between adjacent coordinates is greater than the preset value M meters, perform segmentation processing, and M is a positive number;
[0022] After subsection processing, the k-segment coordinate point set C is obtained i , i=1,...,k, and then insert the coordinate points of the original time series into k segment coordinate points in an...
specific Embodiment
[0030] Assume that the latitude and longitude uploaded by the GPS device at a certain moment are longitude and latitude (in degrees).
[0031] Calculate the arc corresponding to 1° as iPI=π / 180.0.
[0032] Such as figure 2 As shown, the method of sub-zonal projection is adopted, so that the deformation of the projection edge will not be too large: ZoneWide=6, that is, a 6° zone.
[0033] The parameters of the coordinate system are selected from the parameters of the Beijing coordinate system in 1954:
[0034] The length of the semi-major axis of the ellipsoid: a=6378137.0
[0035] The length of the semi-minor axis of the ellipsoid: b=6356752.3142
[0036] Convert latitude and longitude to radians longitude1 and latitude1 respectively:
[0037] longitude1=longitude*iPI
[0038] latitude1=latitude*iPI
[0039] Find the band number:
[0040] ProjNo=longitude / ZoneWide
[0041] longitude0=ProjNo*ZoneWide+ZoneWide / 2
[0042] Get the central meridian: longitude2=longi...
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