With the following code I am producing an obstacle on a 2D Cartesian grid (used later as input for some simulations) by defining the area where the obstacle is located as 1 and 0 everywhere else.
I wanted to plot it using a contour plot, but had some troubles producing a binary filled contour plot (side question: how to achieve that?) and so decided to plot the array as an image.
Here is the code:
import numpy as np, matplotlib.pyplot as plt
# create spatial coordinates
N_x, N_y = 161, 161
x = np.linspace( .0, .80, N_x )
y = np.linspace( .0, .80, N_y )
# define obstacle
obst_diameter = .3
obst_center = (.4,.2)
# 2D array defining obstacle structure: 1=obstacle, 0=nothing
metal = np.zeros( (N_x, N_y), dtype=int )
for ii in range(N_x):
for jj in range(N_y):
if ( x[ii] >= (obst_center[0]-obst_diameter/2)
and x[ii] <= (obst_center[0]+obst_diameter/2)
and y[jj] >= (obst_center[1]-obst_diameter/2)
and y[jj] <= (obst_center[1]+obst_diameter/2)
):
metal[jj,ii] = 1.
# do the plotting (contour and imshow)
xx, yy = np.meshgrid( x, y )
fig = plt.figure( figsize=(20,10) )
ax1 = fig.add_subplot( 1,2,1, aspect='equal' )
cont_obst = ax1.contour( xx, yy, metal, colors='k', levels=[0,1] )
ax1.plot( obst_center[0], obst_center[1], marker='*', markersize=30, color='yellow' )
ax1.set_xlabel( 'x in m' )
ax1.set_ylabel( 'y in m' )
ax2 = fig.add_subplot( 1,2, 2, aspect='equal' )
ax2.imshow( metal, cmap='Greys', interpolation='none',
extent=[np.min(x), np.max(x), np.min(y), np.max(y)] )
ax2.plot( obst_center[0], obst_center[1], marker='*', markersize=30, color='yellow' )
ax2.set_xlabel( 'x in m' )
ax2.set_ylabel( 'y in m' )
plt.savefig( 'another_plot.png', bbox_inches='tight' )
The resulting image looks as follows, with the contour plot on the left and the imshow plot on the right (the center of the obstacle is marked with a yellow star).

Obviously, the two plots are different. What is the reason for this, i.e. what am I missing here?
The origin for matplotlib's imshow function is the top left corner. If you change the relevant line to:
ax2.imshow( metal, cmap='Greys', interpolation='none',
extent=[np.min(x), np.max(x), np.min(y), np.max(y)], origin='lower')
It will fix this issue.
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