Table 2.

Partial dislocation-densities ${\rho }_p$.

${\rho }_1$	$1/6\left[\overline{1},\overline{1},2\right]$	Shockley	${\rho }_8$	$1/6\left[\overline{1},1,\overline{2}\right]$	Shockley	${\rho }_{15}$	$1/3[101]$	Lomer
${\rho }_2$	$1/6\left[\overline{1},2,\overline{1}\right]$		${\rho }_9$	$1/6\left[\overline{1},\overline{2},1\right]$		${\rho }_{16}$	$1/3\left[\overline{1},01\right]$
${\rho }_3$	$1/6\left[2,\overline{1},\overline{1}\right]$		${\rho }_{10}$	$1/6[121]$		${\rho }_{17}$	$1/3\left[01,\overline{1}\right]$
${\rho }_4$	$1/6\left[112\right]$		${\rho }_{11}$	$1/6\left[1,\overline{1},\overline{2}\right]$		${\rho }_{18}$	$1/3\left[1,\overline{1},0\right]$
${\rho }_5$	$1/6\left[\overline{2},1,\overline{1}\right]$		${\rho }_{12}$	$1/6\left[\overline{2},\overline{1},1\right]$	Lomer	${\rho }_{19}$	1/3 [001]	Hirth
${\rho }_6$	$1/6\left[1,\overline{2},\overline{1}\right]$		${\rho }_{13}$	$1/3[110]$		${\rho }_{20}$	1/3 [100]
${\rho }_7$	$1/6[211]$		${\rho }_{14}$	$1/3[011]$		${\rho }_{21}$	1/3 [010]