module1.bas
来自「gps控制网设计 gps控制网设计 gps控制网设计」· BAS 代码 · 共 84 行
BAS
84 行
Attribute VB_Name = "Module1"
Private Type Kzdxx
dh As Integer
Name As String
X As Single
Y As Single
End Type
Public ii As Integer
Public wdxy() As Kzdxx
Type wx
bh As Integer
dh1 As Integer
dh2 As Integer
End Type
Public wxsj() As wx
Public jj As Integer
Private Declare Sub Sleep Lib "kernel32" (ByVal dwMilliseconds As Long)
Public wtbl As Long
Public tybl As Long
Public yzdgs As Integer '已知点个数
Public bca%, bcb%, bcc%, bcd% '仪器标称精度
Public Kzwmc As String '控制网名称
Public newfilename As String
Public tydx As Integer '调整椭圆大小
'找所选点号
Public Function zwdh(X As Single, Y As Single, kd() As Kzdxx, k As Integer) As Integer
Dim i As Integer
For i = 1 To k
jl = Sqr((X - kd(i).X) ^ 2 + (Y - kd(i).Y) ^ 2)
If jl <= 150 * frmkzwsj.dqbl Then
zwdh = i
Exit Function
End If
Next i
End Function
'找所选边号
Public Function zjxh(x1 As Single, y1 As Single, kd() As Kzdxx, W() As wx, q As Integer) As Integer
Dim i As Integer
Dim s() As Single
Dim s1() As Single
Dim jl() As Single
Dim aa As Single
Dim cc As Single
ReDim s(1 To q)
ReDim s1(1 To q)
ReDim jl(1 To q)
For i = 1 To q
aa = (kd(W(i).dh1).Y - kd(W(i).dh2).Y) / (kd(W(i).dh2).X - kd(W(i).dh1).X)
cc = (kd(W(i).dh1).X * kd(W(i).dh2).Y - kd(W(i).dh2).X * kd(W(i).dh1).Y) / (kd(W(i).dh2).X - kd(W(i).dh1).X)
s(i) = Abs(aa * x1 + y1 + cc) / (aa * aa + 1) ^ 0.5
s1(i) = Sqr((x1 - (kd(W(i).dh1).X + kd(W(i).dh2).X) / 2) ^ 2 + (y1 - (kd(W(i).dh1).Y + kd(W(i).dh2).Y) / 2) ^ 2)
jl(i) = Sqr((kd(W(i).dh1).X - kd(W(i).dh2).X) ^ 2 + (kd(W(i).dh1).Y - kd(W(i).dh2).Y) ^ 2)
Next i
For i = 1 To q
If s(i) < 100 * frmkzwsj.dqbl And s1(i) < jl(i) / 2 Then
min1 = s1(i)
zjxh = i
Exit For
End If
Next i
End Function
Sub Cgdy(filename As String)
Dim X
X = Shell("c:\Wordpad " + filename, 1)
End Sub
'根据两端点号找基线
Public Function zjxh2(qdh As Integer, zdh As Integer, ww() As wx, nb As Integer) As Integer
Dim i%
For i = 1 To nb
If ww(i).dh1 = qdh Or ww(i).dh2 = qdh Then
If ww(i).dh1 = zdh Or ww(i).dh2 = zdh Then
zjxh2 = i
Exit For
End If
End If
Next i
End Function
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