abinit/tests/v6/Refs/t95.out_ep_SBK

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# Seebeck Coefficint as a function of temperature.
# the formalism is isotropic, so non-cubic crystals may be wrong
#
# Columns are:
# temperature[K] S [au] S [SI]
#
# Seebeck for isppol, itrten = 1 1
0.1000000000D+03 -0.7787090322D-01 -0.6710402788D-05
# Seebeck for isppol, itrten = 1 2
0.1000000000D+03 0.3773714409D-02 0.3251939126D-06
# Seebeck for isppol, itrten = 1 3
0.1000000000D+03 0.1664016987D-03 0.1433940505D-07
# Seebeck for isppol, itrten = 1 4
0.1000000000D+03 0.4082655092D-02 0.3518163907D-06
# Seebeck for isppol, itrten = 1 5
0.1000000000D+03 -0.7512551799D-01 -0.6473823527D-05
# Seebeck for isppol, itrten = 1 6
0.1000000000D+03 -0.3899530765D-03 -0.3360359394D-07
# Seebeck for isppol, itrten = 1 7
0.1000000000D+03 0.3940552493D-03 0.3395709224D-07
# Seebeck for isppol, itrten = 1 8
0.1000000000D+03 -0.6821820571D-04 -0.5878596740D-08
# Seebeck for isppol, itrten = 1 9
0.1000000000D+03 -0.3821041803D-01 -0.3292722764D-05