res = 300
chi = (0, py.pi)
phi = (0, 2 * py.pi)
v = 1.000001 / n #
w = 0.9 * f.MaxW(n, m, v) # Example values
n, m, v, w, chi, phi, a, proj, axes = p.VarProd(res,
variables=(n, m, v, w, chi,
phi, a))
ch = f.ChAngle(n, m, v, w)
conc = f.Concurrence(n, m, v, w, chi, phi, a)
conc2 = f.Concurrence(n, m, v, w, chi, py.pi, a)
if sphere is True:
k = 1.1 * p.Delta(ch - axes[0], 0.02) * p.Delta(axes[1], 0.02) * py.amax(z)
if type(z) is not tuple:
z = (z, )
z = z + (k, )
labels = ('$C(\chi)$', '$\\theta_C$', '$|\mathcal{M}_{1,2-}|^2$',
'$|\mathcal{M}_{1,2+}|^2$')
fig, ax = p.MultPlot((chi, ),
conc,
title='',
labels=labels,
xlabel='$\chi$',
ylabel='',
labelsize=25,
projection='polar',
sphere=sphere)
