Table 15 Limb expression for type T-P (referring Table 10)
N | Limb 1 | Limb 2 | Limb 3 | Limb 4 | Condition | Index |
|---|---|---|---|---|---|---|
1 | GF16 | / | / | / | / | C-TP-1 |
3 | GF16 | GF1 | GF1 | / | Â | C-TP-6 |
3 | GF16 | GF2 | GF2 | / | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3\) | C-TP-10 |
3 | GF10 | GF3 | GF3 | / | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3\) | C-TP-13 |
3 | GF16 | GF3 | GF3 | / | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3\) | C-TP-14 |
4 | GF16 | GF1 | GF1 | GF1 | / | C-TP-15 |
4 | GF16 | GF2 | GF1 | GF1 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2\) | C-TP-16 |
4 | GF10 | GF3 | GF1 | GF1 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2\) | C-TP-17 |
4 | GF16 | GF3 | GF1 | GF1 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2\) | C-TP-18 |
4 | GF16 | GF2 | GF2 | GF1 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3\) | C-TP-19 |
4 | GF16 | GF2 | GF2 | GF2 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3,4\) | C-TP-22 |
4 | GF10 | GF3 | GF3 | GF1 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3\) | C-TP-23 |
4 | GF10 | GF3 | GF2 | GF2 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3,4\) | C-TP-24 |
4 | GF16 | GF3 | GF3 | GF1 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3\) | C-TP-25 |
4 | GF16 | GF3 | GF2 | GF2 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3,4\) | C-TP-26 |
4 | GF10 | GF3 | GF3 | GF2 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3,4\) | C-TP-27 |
4 | GF16 | GF3 | GF3 | GF2 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3,4\) | C-TP-28 |
4 | GF10 | GF3 | GF3 | GF3 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3,4\) | C-TP-29 |
4 | GF16 | GF3 | GF3 | GF3 | \(\parallel {\text{R}}_{{{\upalpha }}}^{j} ,j = 1,2,3,4\) | C-TP-30 |