Face-centered cubic (cF)

Atom arrangement

Figure 1: Face-centered cubic lattice structure.

Slip systems

\(\textnormal{index}\)
\(\textnormal{slip direction}\)
\(\textnormal{plane normal}\)
\(1\)\([ 0 1 \bar 1]\)\(( 1 1 1)\)
\(2\)\([\bar 1 0 1]\)\(( 1 1 1)\)
\(3\)\([ 1 \bar 1 0]\)\(( 1 1 1)\)
\(4\)\([ 0 \bar 1 \bar 1]\)\((\bar 1 \bar 1 1)\)
\(5\)\([ 1 0 1]\)\((\bar 1 \bar 1 1)\)
\(6\)\([\bar 1 1 0]\)\((\bar 1 \bar 1 1)\)
\(7\)\([ 0 \bar 1 1]\)\(( 1 \bar 1 \bar 1)\)
\(8\)\([\bar 1 0 \bar 1]\)\(( 1 \bar 1 \bar 1)\)
\(9\)\([ 1 1 0]\)\(( 1 \bar 1 \bar 1)\)
\(10\)\([ 0 1 1]\)\((\bar 1 1 \bar 1)\)
\(11\)\([ 1 0 \bar 1]\)\((\bar 1 1 \bar 1)\)
\(12\)\([\bar 1 \bar 1 0]\)\((\bar 1 1 \bar 1)\)
{111} fcc slip system

Figure 2: \(\{1 1 1\}\) slip system

\(\textnormal{index}\)
\(\textnormal{slip direction}\)
\(\textnormal{plane normal}\)
\(13\)\([ 1 1 0]\)\((1 \bar 1 0)\)
\(14\)\([ 1 \bar 1 0]\)\((1 1 0)\)
\(15\)\([ 1 0 1]\)\((1 0 \bar 1)\)
\(16\)\([ 1 0 \bar 1]\)\((1 0 1)\)
\(17\)\([ 0 1 1]\)\((0 1 \bar 1)\)
\(18\)\([ 0 1 \bar 1]\)\((0 1 1)\)
{110} fcc slip system

Figure 3: \(\{1 1 0\}\) slip system

Twin systems

\(\textnormal{index}\)
\(\textnormal{slip direction}\)
\(\textnormal{plane normal}\)
\(1\)\([\bar 2 1 1]\)\(( 1 1 1)\)
\(2\)\([ 1 \bar 2 1]\)\(( 1 1 1)\)
\(3\)\([ 1 1 \bar 2]\)\(( 1 1 1)\)
\(4\)\([ 2 \bar 1 1]\)\((\bar 1 \bar 1 1)\)
\(5\)\([\bar 1 2 1]\)\((\bar 1 \bar 1 1)\)
\(6\)\([\bar 1 \bar 1 \bar 2]\)\((\bar 1 \bar 1 1)\)
\(7\)\([\bar 2 \bar 1 \bar 1]\)\(( 1 \bar 1 \bar 1)\)
\(8\)\([ 1 2 \bar 1]\)\(( 1 \bar 1 \bar 1)\)
\(9\)\([ 1 \bar 1 2]\)\(( 1 \bar 1 \bar 1)\)
\(10\)\([ 2 1 \bar 1]\)\((\bar 1 1 \bar 1)\)
\(11\)\([\bar 1 \bar 2 \bar 1]\)\((\bar 1 1 \bar 1)\)
\(12\)\([\bar 1 1 2]\)\((\bar 1 1 \bar 1)\)
{111} fcc twin system

Figure 3: \(\{1 1 1\}\) twin system

Cleavage systems

\(\textnormal{index}\)
\(\textnormal{slip direction}\)
\(\textnormal{plane normal}\)
\(1\)\([010]\)\((100)\)
\(2\)\([001]\)\((010)\)
\(3\)\([100]\)\((001)\)