Created
June 10, 2022 00:53
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def lines2intersectionTuple(L1, L2): | |
# intersection of xcos(theta)+ysin(theta)=D, input as (theta, D) tuple | |
# the unit of theta is degree | |
theta1 = np.deg2rad(L1[0]) | |
theta2 = np.deg2rad(L2[0]) | |
D1 = L1[1] | |
D2 = L2[1] | |
y = np.round((D1/np.cos(theta1) - D2/np.cos(theta2))/(np.tan(theta1)-np.tan(theta2))) | |
x = np.round((D1/np.cos(theta1) - y*np.tan(theta1))) | |
return(x,y) | |
def points2line(P1, P2): #P1及P2為x,y座標,產生 xcos(theta)+ysin(theta)=D,theta 單位是 degree (範圍 0-180) | |
x1 = P1[0] | |
y1 = P1[1] | |
x2 = P2[0] | |
y2 = P2[1] | |
if x1 == x2: | |
theta = 0 | |
elif y1 == y2: | |
theta = 90 | |
else: | |
theta = np.rad2deg(np.arctan((x1-x2)/(y2-y1))) | |
if theta <0: | |
theta = theta +180 | |
D = x1*np.cos(np.deg2rad(theta)) + y1*np.sin(np.deg2rad(theta)) | |
return theta, D |
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