Algorithm and verification of distance between two coordinates
Source: Internet
Author: User
After reading the latitude and longitude distance between two points, it is said that it was obtained from Google. Algorithm So I decided to verify it.
East to west to a VB Code Is found to be correct through computation.
The two coordinate points 30,120 and 31,121 are used for verification, which is very similar to the calculation result in MapInfo.
Later, we calculated the coordinate system directly as a Cartesian coordinate system, and found that the error was very large.
Therefore, we still use the Cartesian coordinate system method to calculate the latitude and add a 0.86 parameter, which is similar to the result.
If you do not upload files, paste the Code directly. The Code is as follows: (five texts and three buttons)
Const Earth_radius = 6378.137
Const Pi = 3.1415926535898
Function Rad (byval d As Double ) As Double
Rad = D * Pi / 180
End Function
Function Getdistance (LAT1 As Double , Lng1 As Double , LAT2 As Double , Lng2 As Double ) As Double
Dim Radlat1 As Double , Radlat2 As Double
Dim A As Double , B As Double , S As Double , Temp As Double
Radlat1 = Rad (LAT1)
Radlat2 = Rad (LAT2)
A = Radlat1 - Radlat2
B = Rad (lng1) - Rad (lng2)
Temp = Sqr ( Sin ( / 2 ) ^ 2 + Cos (Radlat1) * Cos (Radlat2) * Sin (B / 2 ) ^ 2 )
S = 2 * ATN (Temp / Sqr ( - Temp * Temp + 1 )) ' No arcsin function. I found one online.
S = S * Earth_radius
Getdistance = S
End Function
Private Sub Commandmediaclick ()
Text5.text = STR (getdistance (Val (text1.text), Val (text2.text), Val (text3.text), Val (text4.text )))
End sub
Private Sub Command2_click ()
Text5.text = STR (( Sqr (Val (text3.text) - Val (text1.text )) ^ 2 + (Val (text4.text) - Val (text2.text )) ^ 2 )) * 111.3199338 )
End sub
Private Sub Command3_click ()
Text5.text = STR (( Sqr (Val (text3.text) * 0.86 - Val (text1.text) * 0.86 ) ^ 2 + (Val (text4.text) - Val (text2.text )) ^ 2 )) * 111.3199338 )
End sub
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