基本信息

---

下载

   友情提示：（无需注册或充值，赞助后即可获取资源下载链接）

---

     嘿，亲！知识可是无价之宝呢，但咱这精心整理的资料也耗费了不少心血呀。小小地破费一下，绝对物超所值哦！如有下载和支付问题，请联系我们QQ(微信同号)：813200300

本次赞助数额为： 2 元　

支付宝支付

微信支付

   源码介绍

---

霍夫变换直线检测源代码.py

#coding:utf-8  import numpy as np import matplotlib.pyplot as plt import os import cv2 "霍夫变换直线检测算法" def lines_detector_hough(edge,ThetaDim = None,DistStep = None,threshold = None,halfThetaWindowSize = 2,halfDistWindowSize = None): '''  :param edge: 经过边缘检测得到的二值图  :param ThetaDim: hough空间中theta轴的刻度数量(将[0,pi)均分为多少份),反应theta轴的粒度,越大粒度越细  :param DistStep: hough空间中dist轴的划分粒度,即dist轴的最小单位长度  :param threshold: 投票表决认定存在直线的起始阈值  :return: 返回检测出的所有直线的参数(theta,dist)  '''  imgsize = edge.shape if ThetaDim == None:
        ThetaDim = 90 #90个区间，相当于4度一区间  if DistStep == None:
        DistStep = 1  MaxDist = np.sqrt(imgsize[0]**2  imgsize[1]**2) #对角线的长度  DistDim = int(np.ceil(MaxDist/DistStep)) #r的刻度数量   if halfDistWindowSize == None:
        halfDistWindowSize = int(DistDim/50)
    accumulator = np.zeros((ThetaDim,DistDim)) # theta的范围是[0,pi). 在这里将[0,pi)进行了线性映射.类似的,也对Dist轴进行了线性映射   sinTheta = [np.sin(t*np.pi/ThetaDim) for t in range(ThetaDim)]
    cosTheta = [np.cos(t*np.pi/ThetaDim) for t in range(ThetaDim)] for i in range(imgsize[0]): for j in range(imgsize[1]): if not edge[i,j] == 0: for k in range(ThetaDim):
                    accumulator[k][int(round((i*cosTheta[k] j*sinTheta[k])*DistDim/MaxDist))]  = 1   M = accumulator.max() if threshold == None:
        threshold = int(M*2.3875/10) #大于投票数的都是直线  result = np.array(np.where(accumulator > threshold)) # 阈值化  temp = [[],[]] for i in range(result.shape[1]):
        eight_neiborhood = accumulator[max(0, result[0,i] - halfThetaWindowSize 1):min(result[0,i]   halfThetaWindowSize, accumulator.shape[0]), max(0, result[1,i] - halfDistWindowSize 1):min(result[1,i]   halfDistWindowSize, accumulator.shape[1])] if (accumulator[result[0,i],result[1,i]] >= eight_neiborhood).all():
            temp[0].append(result[0,i])
            temp[1].append(result[1,i])
    result = np.array(temp) # 非极大值抑制   result = result.astype(np.float64)
    result[0] = result[0]*np.pi/ThetaDim #最终角度0  result[1] = result[1]*MaxDist/DistDim #最终距离r   return result #划红线的函数 def drawLines(lines,edge,color = (255,0,0),err = 3): if len(edge.shape) == 2:
        result = np.dstack((edge,edge,edge)) else:
        result = edge
    Cos = np.cos(lines[0])
    Sin = np.sin(lines[0]) for i in range(edge.shape[0]): for j in range(edge.shape[1]):
            e = np.abs(lines[1] - i*Cos - j*Sin) if (e < err).any():
                result[i,j] = color return result #读取图片 if __name__=='__main__':
    pic_path = 'C:/Users/lixin/Desktop/科研/论文资料/霍夫变换/000/'  pics = os.listdir(pic_path) for i in pics: if i[-5:] == '.jpeg' or i[-4:] == '.jpg':
            img = plt.imread(pic_path i)
            blurred = cv2.GaussianBlur(img, (3, 3), 0) #卷积高斯去噪  plt.imshow(blurred,cmap='gray')
            plt.axis('off')
            plt.show() #灰度化  生成二值图  if not len(blurred.shape) == 2:
                gray = cv2.cvtColor(blurred, cv2.COLOR_RGB2GRAY) else:
                gray = blurred
            edge = cv2.Canny(gray, 50, 150) # 二值图 (0 或 255) 得到 canny边缘检测的结果  #返回直线的参数  根据原始图像上画红线  lines = lines_detector_hough(edge)
            final_img = drawLines(lines,blurred)
            
            plt.imshow(final_img,cmap='gray')
            plt.axis('off')
            plt.show()