def unwrap_wls(phase):
"""
The fastest one but is innacurate.
TODO: use lasso method
"""
rows, cols = phase.shape
wrowdiff = wrapped_diff(phase, 1, 0, pi)
wrowdiff = np.concatenate((wrowdiff, np.zeros((1, cols))), 0)
wcoldiff = wrapped_diff(phase, 1, 1, pi)
wcoldiff = np.concatenate((wcoldiff, np.zeros((rows, 1))), 1)
rhox = np.diff(np.concatenate((np.zeros((1, cols)),
wrowdiff), 0), axis=0)
rhoy =np.diff(np.concatenate((np.zeros((rows, 1)),
wcoldiff), 1), axis=1)
rho = rhox + rhoy
dct = get_sdct(rho)
col = np.mgrid[pi / cols:pi + pi / cols: pi / cols]
row = np.mgrid[pi / rows:pi + pi / rows: pi / rows]
cosines = 2 * (np.cos(row)[:, np.newaxis] + np.cos(col) - 2)
try:
phiinv = dct / cosines
except:
phiinv = dct / cosines[:-1, :-1]
unwrapped = get_idct(phiinv)
return unwrapped
def unwrap_multiphase(*phases):
rows, cols = shape = phases[0].shape
assert all((phase.shape == shape for phase in phases))
rhos = []
for phase in phases:
wrowdiff = wrapped_diff(phase, 1, 0, pi)
wrowdiff = np.concatenate((wrowdiff, np.zeros((1, cols))), 0)
wcoldiff = wrapped_diff(phase, 1, 1, pi)
wcoldiff = np.concatenate((wcoldiff, np.zeros((rows, 1))), 1)
rhox = np.diff(np.concatenate((np.zeros((1, cols)),
wrowdiff), 0), axis=0)
rhoy =np.diff(np.concatenate((np.zeros((rows, 1)),
wcoldiff), 1), axis=1)
rhos.append(rhox + rhoy)
rho = np.mean(rhos, 0)
dct = get_sdct(rho)
col = np.mgrid[pi / cols:pi + pi / cols: pi / cols]
row = np.mgrid[pi / rows:pi + pi / rows: pi / rows]
cosines = 2 * (np.cos(row)[:, np.newaxis] + np.cos(col) - 2)
try:
phiinv = dct / cosines
except:
phiinv = dct / cosines[:-1, :-1]
unwrapped = get_idct(phiinv)
return rho, unwrapped