转化int:
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)
不转int:
1.matplotlib.pyplot as plt 画图库
2.plt.show() 查看图像
3.plt.plot(x,y,c,linewidth=10) x,y分别是图像坐标轴,linewidth设置折线图线的粗细,c设置线条颜色
4.plt.scatter(x,y,c='red'或c(0,0,0),s=10,edgecolor='none',cmap=plt.cm.Blues) x,y,c和折线图plot函数一样,s设置散点的大小,edgecolor去掉散点的轮廓,cmap颜色渐变参数,小值浅蓝大值深蓝,更多cmap参数https://matplotlib.org/ 点击examples--color examples--colormaps_reference,次时c写法不是直接等于颜色值,而是等于所要根据的点设置颜色的集合,如根据每个点的y值,c=y_value
5.plt.axis([0,4,0,4]) 设置x,y轴范围,前面两个为x轴范围,此函数必须四个参数
6.plt.title("cs",fontsize=14) #设置标题,但是不支持文字
7.plt.xlabel("month",fontsize=14) 设置x轴标题栏 不支持文字
8.plt.ylabel("pay",fontsize=14) 设置y轴标题栏 不支持文字
9.plt.tick_params(axis='both',labelsize=14) 设置卡尺数字的大小
10.plt.savefig('imag.png',bbox_inches='tight') 替换plt.show()可以保存图片,参数2是裁剪图片多余的空白区
11.next() 返回下一行,用法参考读取csv文件绘制图像
12.enumerate()对列表调用可以获取每个元素的索引以及取值
13.print() 多参数输出可以用逗号隔开,如:print(a,b)
14.plt.fill_between(date,airmax,airmin,facecolor='yellow',alpha=0.1)接受一个x轴参数和两个y轴参数,此处是填充最大最小值区间的范围,facecolor颜色,alpha色度深浅
15.datetime.strptime(i[3],'%Y/%m/%d'),datetime.strptime(),转换成日期格式,第一个参数是所需的日期字符串,第二参数是告诉python如何设置字符串,此处传入的为csv文件读取到的日期字符串集合,传单个写法datetime.strptime('2017/3/21','%Y/%m/%d')前后两个参数要对应写法
设置时间和日期格式的实参表:
16.python不支持包含小数的字符串直接转化为整数,但是可以先转化为浮点数再转化为浮点数,int(float(62.1452))
红尘往事,一切随风!