import math
import pylab as plt
import numpy
from numpy import sqrt
from scipy.integrate import quad
import random
numpy.seterr(divide='ignore', invalid='ignore')
def integrand (x):
return sqrt(1-x**2)
q1area, err = quad(integrand,0,1)
print "This program estimates the convergence of Pi to a ratio of one."
while True:
print "Please choose from one of the five following options:"
print " 1. 10^1\n 2. 10^2\n 3. 10^3\n"
choice = int(raw_input())
options = {1,2,3}
if choice == 1:
plt.xlim([0,15])
plt.ylim([-5,5])
x = numpy.linspace(0,15,500)
y = numpy.sqrt(1-x**2)
z = 1+x*0
xcord = []
ycord = []
under = []
above = []
pratiolist = []
yvalues = []
xvalues = range(1,11)
for i in range(10):
xcord.append(random.random())
ycord.append(random.random())
for j in ycord:
if (j <= q1area):
under.append(1)
else:
above.append(1)
punder = len(under)
if punder == 0:
punder = punder + 1
pabove = len(above)
if pabove == 0:
pabove = pabove + 1
pratio = punder / float(pabove)
pratiolist.append(pratio)
for k in pratiolist:
rtpi = k / float(math.pi)
yvalues.append(rtpi)
plt.scatter(xvalues,yvalues,c='b')
plt.plot(x,z,'g')
plt.show()
if choice == 2:
plt.xlim([0,110])
plt.ylim([-5,5])
x = numpy.linspace(0,110,500)
y = numpy.sqrt(1-x**2)
z = 1+x*0
xcord = []
ycord = []
under = []
above = []
pratiolist = []
yvalues = []
xvalues = range(1,101)
for i in range(100):
xcord.append(random.random())
ycord.append(random.random())
for j in ycord:
if (j <= q1area):
under.append(1)
else:
above.append(1)
punder = len(under)
if punder == 0:
punder = punder + 1
pabove = len(above)
if pabove == 0:
pabove = pabove + 1
pratio = punder / float(pabove)
pratiolist.append(pratio)
for k in pratiolist:
rtpi = k / float(math.pi)
yvalues.append(rtpi)
plt.scatter(xvalues,yvalues,c='b')
plt.plot(x,z,'g')
plt.show()
if choice == 3:
plt.xlim([0,1100])
plt.ylim([-5,5])
x = numpy.linspace(0,1100,500)
y = numpy.sqrt(1-x**2)
z = 1+x*0
xcord = []
ycord = []
under = []
above = []
pratiolist = []
yvalues = []
xvalues = range(1,1001)
for i in range(1000):
xcord.append(random.random())
ycord.append(random.random())
for j in ycord:
if (j <= q1area):
under.append(1)
else:
above.append(1)
punder = len(under)
if punder == 0:
punder = punder + 1
pabove = len(above)
if pabove == 0:
pabove = pabove + 1
pratio = punder / float(pabove)
pratiolist.append(pratio)
for k in pratiolist:
rtpi = k / float(math.pi)
yvalues.append(rtpi)
plt.scatter(xvalues,yvalues,c='b')
plt.plot(x,z,'g')
plt.show()
while choice not in options:
print "Not a valid choice!\n"
break
#plt.scatter(xvalues,yvalues,c='b')
#plt.plot(x,z,'g')
#plt.show()
我可以让图表显示的唯一方法是,如果我在每个if = = 1,2,3等的末尾放置break语句,然后放置:
plt.scatter(xvalues,yvalues,c='b')
plt.plot(x,z,'g')
plt.show()
在我的代码底部。这很不方便,我希望我无休止地循环,允许在1,2,3之间进行选择,而不必重新运行程序。为什么Python的图表会在崩溃时崩溃?
通过使用plt.draw(),我能够让图表至少显示但仍然没有响应。
答案 0 :(得分:1)
如果没有回复你的意思是它不再显示提示这是因为plt.show()将导致程序停止直到窗口关闭。你可以用plt.draw()替换plt.show(),但实际上有窗口出现你需要处于交互模式。这是通过在任何绘制调用之前调用plt.ion()来实现的(我把它放在while True之前)。我已经测试了它应该完成你正在寻找的行为。
编辑:由于您没有重绘相同的数据,因此调用draw()会将数据附加到特定的绘图(即,反复输入1将继续添加点)。我不知道你正在寻找什么类型的行为,但如果你想清除这个数字,你可能想在每个分散调用之前调用plt.clf。