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Tip of the Day
Language: VB
Expertise: Advanced
Nov 15, 2006

WEBINAR:

On-Demand

Application Security Testing: An Integral Part of DevOps


Calculate the Angle Between Two Lines

This code shows you how to calculate the angle between two lines using vectors and an inverse cosine function:

Public Function getAngleBetweenLinesVect(commonX As Single, commonY As Single, X1 As Single, 
Y1 As Single, Y2 As Single, X2 As Single) As Double
'check if both the lines are the same, if they are exit the function
If (commonY = Y1 And commonX = X1) Or (commonY = Y2 And commonX = X2) Or 
(Y1 = Y2 And X1 = X2) Then


Else
Dim differenceX1 As Double, differenceX2 As Double, differenceY1 As Double, differenceY2 As Double
'set the variables 
differenceX1 = commonX - X1
differenceY1 = commonY - Y1
differenceX2 = commonX - X2
differenceY2 = commonY - Y2

'applying the angle between two lines vector rule, calculate the angle
'in radians
getAngleBetweenLinesVect = invCos(((differenceX1 * differenceX2) + (differenceY1 * differenceY2)) / _
(Sqr(CDbl(differenceX1) ^ 2 + CDbl(differenceY1) ^ 2) * Sqr(CDbl(differenceX2) ^ 2 + 
CDbl(differenceY2) ^ 2)))

End If

End Function

'the inverse cos function. Returns and angle.
Public Function invCos(X As Double) As Double

If X > 1 Or X < -1 Then
'if the ratio supplies is outside the acceptable range.    
ElseIf X = 1 Then
    invCos = 0
ElseIf X = -1 Then
    invCos = Pi
Else
    invCos = (Atn(-X / Sqr(-X * X + 1)) + 2 * Atn(1))
End If

End Function
Richard Bunt
 
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