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Results of small anisotropy (SVD) analysis:
Qxx Qyy Qzz Qxy Qyz Qxz
1.00026e+00 2.02958e-01 1.04277e+00 2.79668e-01 1.16581e-01 -1.19407e-01
D_tensor
2.45467e-01 -5.59335e-01 2.38814e-01
-5.59335e-01 1.84007e+00 -2.33163e-01
2.38814e-01 -2.33163e-01 1.60450e-01
D eigenvalues
-6.56384e-02 2.49102e-01 2.06253e+00
D eigenvectors (in columns)
7.49722e-01 1.40939e-01 -6.46571e-01
5.85121e-01 3.15212e-01 7.47178e-01
3.09114e-01 -9.38497e-01 1.53855e-01
Dav, Daniso, Drhomb
7.48663e-01 2.24842e+01 2.39554e-01
taueff(obs) taueff(calc)
1 2.81880e-01 2.81331e-01
2 2.03235e-01 2.01143e-01
3 1.63822e-01 1.63262e-01
4 2.59195e-01 2.58131e-01
5 1.81913e-01 1.82040e-01
6 1.54770e-01 1.55584e-01
7 5.38739e-01 5.41556e-01
8 5.61122e-01 5.42986e-01
9 8.31288e-01 8.79664e-01
10 1.64836e-01 1.65957e-01
chisq for above is 0.0026852
Same diffusion tensor, but full anisotropy:
chi_squared for SVD tensor is 1.7373
taueff(obs) taueff(calc)
1 2.81880e-01 4.27852e-01
2 2.03235e-01 4.17031e-01
3 1.63822e-01 3.81690e-01
4 2.59195e-01 3.78666e-01
5 1.81913e-01 4.56028e-01
6 1.54770e-01 5.45193e-01
7 5.38739e-01 1.09401e+00
8 5.61122e-01 1.11569e+00
9 8.31288e-01 1.54016e+00
10 1.64836e-01 6.77312e-01
Output from amoeba:
Qxx Qyy Qzz Qxy Qyz Qxz
1.18962e+00 4.99770e-01 1.91638e+00 3.97216e-01 3.58124e-01 7.12701e-02
Final chisq = 0.016415
Dav, aniostropy, rhombicity:
1.20192e+00 1.16510e+01 7.78773e-01
D tensor eigenvalues:
-4.66180e-01 9.94459e-01 3.07749e+00
D tensor eigenvectors (in columns):
2.07049e-01 2.72577e-01 9.39592e-01
9.03140e-01 3.15978e-01 -2.90682e-01
-3.76124e-01 9.08768e-01 -1.80752e-01
taueff(obs) taueff(calc)
1 2.81880e-01 2.87525e-01
2 2.03235e-01 1.50939e-01
3 1.63822e-01 2.09652e-01
4 2.59195e-01 2.80297e-01
5 1.81913e-01 1.16042e-01
6 1.54770e-01 1.85284e-01
7 5.38739e-01 5.26651e-01
8 5.61122e-01 5.58224e-01
9 8.31288e-01 8.10922e-01
10 1.64836e-01 2.37386e-01
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