python_Opencv_滑动条用法
前言:
- 创建一个简单的程序来说明滑动条用法:通过调节滑动条来设定画板颜色。
- 我们要创建一个窗口来显示显色,还有三个滑动条来设置B,G,R 的颜色。
- 当我们滑动滚动条是窗口的颜色也会发生相应改变。
- 默认情况下窗口的起始颜色为黑。
例子:
# -*- coding: utf-8 -*- import cv2
import numpy as np def nothing(x):
pass # 创建一副黑色图像
img=np.zeros((300,512,3),np.uint8) #设置滑动条组件
cv2.namedWindow('image')
cv2.createTrackbar('R','image',0,255,nothing)
cv2.createTrackbar('G','image',0,255,nothing)
cv2.createTrackbar('B','image',0,255,nothing)
# 开关,控制是否启用滑动条
switch='0:OFF\n1:ON'
cv2.createTrackbar(switch,'image',0,1,nothing) while(1):
cv2.imshow('image',img)
k=cv2.waitKey(1)&0xFF
if k==27:
break r=cv2.getTrackbarPos('R','image')
g=cv2.getTrackbarPos('G','image')
b=cv2.getTrackbarPos('B','image')
s=cv2.getTrackbarPos(switch,'image')
if s==0:
img[:]=0
else:
img[:]=[b,g,r] #销毁窗口
cv2.destroyAllWindows()
效果:
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" alt="" width="457" height="458" />
- cv2.getTrackbarPos() 函数的一个参数是滑动条的名字,第二个参数是滑动条被放置窗口的名字,第三个参数是滑动条的默认位置。
- 第四个参数是滑动条的最大值,第五个函数是回调函数,每次滑动条的滑动都会调用回调函数。
- 回调函数通常都会含有一个默认参数,就是滑动条的位置。在本例中这个函数不用做任何事情,我们只需要pass 就可以了。
- 滑动条的另外一个重要应用就是用作开关按钮,如例子中的最后一个就是作为开关,只有为NO的时候其他三个起作用。
例子2:
- 结合绘图的功能,用滑动条做画笔颜色选择器。
- 创建一个画板,可以自选各种颜色的画笔绘画各种图形。
# -*- coding: utf-8 -*- import cv2
import numpy as np def nothing(x):
pass # 当鼠标按下时变为True
drawing=False # 如果mode为true绘制矩形。按下'm' 变成绘制曲线。
mode=True
ix,iy=-1,-1 # 创建回调函数
def draw_circle(event,x,y,flags,param):
r=cv2.getTrackbarPos('R','image')
g=cv2.getTrackbarPos('G','image')
b=cv2.getTrackbarPos('B','image')
color=(b,g,r) global ix,iy,drawing,mode # 当按下左键是返回起始位置坐标
if event==cv2.EVENT_LBUTTONDOWN:
drawing=True
ix,iy=x,y
# 当鼠标左键按下并移动是绘制图形。event 可以查看移动,flag 查看是否按下
elif event==cv2.EVENT_MOUSEMOVE and flags==cv2.EVENT_FLAG_LBUTTON:
if drawing==True:
if mode==True:
cv2.rectangle(img,(ix,iy),(x,y),color,-1)
else:
# 绘制圆圈,小圆点连在一起就成了线,3 代表了笔画的粗细
cv2.circle(img,(x,y),3,color,-1)
# 下面注释掉的代码是起始点为圆心,起点到终点为半径的
# r=int(np.sqrt((x-ix)**2+(y-iy)**2))
# cv2.circle(img,(x,y),r,(0,0,255),-1)
# 当鼠标松开停止绘画。
elif event==cv2.EVENT_LBUTTONUP:
drawing==False
# if mode==True:
# cv2.rectangle(img,(ix,iy),(x,y),(0,255,0),-1)
# else:
# cv2.circle(img,(x,y),5,(0,0,255),-1) img=np.zeros((512,512,3),np.uint8)
cv2.namedWindow('image')
cv2.createTrackbar('R','image',0,255,nothing)
cv2.createTrackbar('G','image',0,255,nothing)
cv2.createTrackbar('B','image',0,255,nothing)
cv2.setMouseCallback('image',draw_circle)
while(1):
cv2.imshow('image',img) k=cv2.waitKey(1)&0xFF
if k==ord('m'):
mode=not mode
elif k==27:
break
效果:
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" alt="" />
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