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CNT-REINFORCED IRON AND TITANIUM NANOCOMPOSITES: STRENGTH AND DEFORMATION MECHANISMS
BRUNO FARIA1, CÁTIA GUARDA1, NUNO SILVESTRE2, JOSÉ N. CANONGIA LOPES1
1 Centro de Química Estrutural, Department of Chemical and Biological Engineering, Instituto Superior Técnico,
Universidade de Lisboa, Portugal
2 IDMEC, Dept. of Mechanical Engineering, Instituto Superior Técnico,
Universidade de Lisboa, Portugal
SUPPLEMENTAL INFORMATION
SI.1 Potential Energy and Stress vs Equilibration time for pure Metals and for
Nanocomposites.
a) b)
Figure S.1. Evolution of a) Potential energy and b) Stress with Equilibration time, in Ti and CNT-Ti
nanocomposites. Note that equilibration time used in all simulations is 150 ps. In the Figures, equilibration time is
extended to 750 ps to show that longer equilibration times are not necessary, since the variation interval in
potential energy and stress remains constant.
a) b)
Figure S.2. Evolution of a) Potential energy and b) Stress with Equilibration time, in Fe and Fe-CNT
nanocomposites. Note that equilibration time used in all simulations is 150 ps. In the Figures, equilibration time is
extended to 750 ps to show that longer equilibration times are not necessary, since the variation interval in
potential energy and stress remains constant.
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a) b)
Figure S.3. Variation, with the strain (-0.60≤ ≤+0.90) of: a) Interfacial Energy for CNT-Fe/ case A (green) and
CNT-Fe/case B (blue); b) Interfacial Energy for CNT-Ti/ case A (green) and CNT-Ti/case B (blue).
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SI.2 Deformed configurations for pristine Fe and Fe nanocomposites under tensile
and compressive loading
a1) = 0.15 a2) = 0.20 a3) = 0.30
b1) = 0.15 b2) = 0.20 b3) = 0.25
Dislocations: -Red:Other - Magenta: <100> -Blue: <110> -Green: ½ <111>
Orientation Z (rad)
0.3 -0.3
Figure S.4. Structural deformations of pristine Fe: a) for several strains under tensile loading; b) for several
strains under compressive loading (Longitudinal/diagonal slice view)
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a1) = 0.15 a2) = 0.20 a3) = 0.30
b1) = 0.15 b2) = 0.20 b3) = 0.25
Dislocations: -Red:Other - Magenta: <100> -Blue: <110> -Green: ½ <111>
Orientation Z (rad)
0.3 -0.3
Figure S.5. Structural deformations of CNT-Fe/A: a) for several strains under tensile loading; b) for several
strains under compressive loading (Longitudinal/diagonal slice view)
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a1) = 0.15 a2) = 0.20 a3) = 0.30
b1) = 0.15 b2) = 0.20 b3) = 0.25
Dislocations: -Red:Other - Magenta: <100> -Blue: <110> -Green: ½ <111>
Orientation Z (rad)
0.3 -0.3
Figure S.6. Structural deformations of CNT-Fe/B: a) for several strains under tensile loading; b) for several
strains under compressive loading (Longitudinal/diagonal slice view)
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SI.2 Deformed configurations for pristine Ti and Ti nanocomposites under tensile
and compressive loading
a1) = 0.15 a2) = 0.20 a2) = 0.30
b1) = 0.15 b2) = 0.20 b3) = 0.25
Dislocations: -Red: Other - Magenta: ¿1100>¿ -Blue: ¿0001>¿ -Yellow: 13<12 13>¿
-Green: 13<12 10>¿ -Orange:
13<11 00>¿
Orientation Z (rad)
0.3 -0.3
Figure S.7. Structural deformations of pristine Ti: a) for several strains under tensile loading; b) for several strains
under compressive loading (Longitudinal/diagonal slice view)
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a1) = 0.15 a2) = 0.20 a2) = 0.30
b1) = 0.15 b2) = 0.20 b3) = 0.25
Dislocations: -Red: Other - Magenta: ¿1100>¿ -Blue: ¿0001>¿ -Yellow: 13<12 13>¿
-Green: 13<12 10>¿ -Orange:
13<11 00>¿
Orientation Z (rad)
0.3 -0.3
Figure S.8. Structural deformations of CNT-Ti/A: a) for several strains under tensile loading; b) for several
strains under compressive loading (Longitudinal/diagonal slice view)
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a1) = 0.15 a2) = 0.20 a2) = 0.30
b1) = 0.15 b2) = 0.20 b3) = 0.25
Dislocations: -Red: Other - Magenta: ¿1100>¿ -Blue: ¿0001>¿ -Yellow: 13<12 13>¿
-Green: 13<12 10>¿ -Orange:
13<11 00>¿
Orientation Z (rad)
0.3 -0.3
Figure S.9. Structural deformations of CNT-Ti/B: a) for several strains under tensile loading; b) for several strains
under compressive loading (Longitudinal/diagonal slice view)
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