To ακόλουθο snippet δείχνει με ποιο τρόπο μπορούμε εύκολα να τροποποίησουμε το output του matplotlib κατά το δοκούν και με συνέπεια μεταξύ των γραφημάτων (αν πχ έχουμε να παραγάγουμε πολλά ομοειδή γραφήματα).
import matplotlib.pyplot as plt
import numpy as np
def setAxLinesBW(ax):
"""
Take each Line2D in the axes, ax, and convert the line style to be
suitable for black and white viewing.
"""
MARKERSIZE = 3
COLORMAP = {
'b': {'marker': None, 'dash': (None,None)},
'g': {'marker': None, 'dash': [5,5]},
'r': {'marker': None, 'dash': [5,3,1,3]},
'c': {'marker': None, 'dash': [1,3]},
'm': {'marker': None, 'dash': [5,2,5,2,5,10]},
'y': {'marker': None, 'dash': [5,3,1,2,1,10]},
'k': {'marker': 'o', 'dash': (None,None)} #[1,2,1,10]}
}
for line in ax.get_lines():
origColor = line.get_color()
line.set_color('black')
line.set_dashes(COLORMAP[origColor]['dash'])
line.set_marker(COLORMAP[origColor]['marker'])
line.set_markersize(MARKERSIZE)
def setFigLinesBW(fig):
"""
Take each axes in the figure, and for each line in the axes, make the
line viewable in black and white.
"""
for ax in fig.get_axes():
setAxLinesBW(ax)
xval = np.arange(100)*.01
fig = plt.figure()
ax = fig.add_subplot(211)
ax.plot(xval,np.cos(2*np.pi*xval))
ax.plot(xval,np.cos(3*np.pi*xval))
ax.plot(xval,np.cos(4*np.pi*xval))
ax.plot(xval,np.cos(5*np.pi*xval))
ax.plot(xval,np.cos(6*np.pi*xval))
ax.plot(xval,np.cos(7*np.pi*xval))
ax.plot(xval,np.cos(8*np.pi*xval))
ax = fig.add_subplot(212)
ax.plot(xval,np.cos(2*np.pi*xval))
ax.plot(xval,np.cos(3*np.pi*xval))
ax.plot(xval,np.cos(4*np.pi*xval))
ax.plot(xval,np.cos(5*np.pi*xval))
ax.plot(xval,np.cos(6*np.pi*xval))
ax.plot(xval,np.cos(7*np.pi*xval))
ax.plot(xval,np.cos(8*np.pi*xval))
fig.savefig("colorDemo.png")
setFigLinesBW(fig)
fig.savefig("bwDemo.png")