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图示,求C点到AB线段的垂线,且交点于B点.
A点: X = 0.0000 Y = 1.0000 Z = 0.0000
B点: X = 2.0000 Y = 3.0000 Z = 0.0000
要求通过解析几何算法,求C点坐标, (通过作图得出C点坐标为 X = 2.7071 Y = 2.2929 Z = 0.0000)
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找到解法了
已知Kab=1.7 那么Kbc=-1/Kab=-.588235294117647 再用x^2+y^2=R^2公式推导 x = r/sqrt(1+Kbc^2) y = r/ sqrt ( 1+ (1/Kbc)^2) 调试通过的程序如下: Sub LSs() Dim Aa(2) As Variant Aa(0) = Array(10, 33) Aa(1) = Array(20, 50) Dim pp(0 To 2) As Double, ppp(0 To 2) As Double Dim kkk As Double Kab = (Aa(1)(1) - Aa(0)(1)) / (Aa(1)(0) - Aa(0)(0)) kkk = -1 / Kab For jj = 0 To 1 pp(jj) = Aa(1)(jj) Next jj ppp(0) = pp(0) + 5 / Sqr(1 + kkk ^ 2) ppp(1) = pp(1) - 5 / Sqr(1 + (1 / kkk) ^ 2) Set ll = ThisDrawing.ModelSpace.AddLine(pp, ppp) ll.color = 1 End Sub
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