Influences of surface effect and nonlocal effect on nanobridges bent by a force at an arbitrary axial position

@article{He2016InfluencesOS,
  title={Influences of surface effect and nonlocal effect on nanobridges bent by a force at an arbitrary axial position},
  author={Jin He},
  journal={2016 IEEE 16th International Conference on Nanotechnology (IEEE-NANO)},
  year={2016},
  pages={881-883}
}
  • Jin He
  • Published 2016 in
    2016 IEEE 16th International Conference on…
Surface effect and nonlocal effect are incorporated into classical Euler beam equation to study the static bending behavior of nanobridges. The generalized Young-Laplace equation and core-shell model are used to model the surface effect. The nonlocal effect is introduced in bending moment equation. Results show that a positive surface tension causes the… CONTINUE READING