About: Electrostatic deflection (structural element) is a research topic. Over the lifetime, 3 publications have been published within this topic receiving 51 citations.
TL;DR: 3D modelling of the electrostatic deflection of cantilevers for electric and Kelvin force microscopy using a commercial triangular shaped cantilever with a symmetric pyramidal tip was modelled.
Abstract: The investigation of the nanoscale distribution of electrostatic forces on material surfaces is of paramount importance for the development of nanotechnology, since these confined forces govern many physical processes on which a large number of technological applications are based. For instance, electric force microscopy (EFM) and micro-electro-mechanical-systems (MEMS) are technologies based on an electrostatic interaction between a cantilever and a specimen. In the present work we report on a 3D finite element analysis of the electrostatic deflection of cantilevers for electric and Kelvin force microscopy. A commercial triangular shaped cantilever with a symmetric pyramidal tip was modelled. In addition, the cantilever was modified by a focused ion beam (FIB) in order to reduce its parasitic electrostatic force, and its behaviour was studied by computation analysis. 3D modelling of the electrostatic deflection was realized by using a multiphysics finite element analysis software and it was applied to the real geometry of the cantilevers and probes obtained by using basic CAD tools. The results of the modelling are in good agreement with experimental data.
TL;DR: The components of the nuclear microprobe are considered briefly and various techniques are summarized for the determination of the elements B, C, N, O, F and Si on a routine basis.
Abstract: The components of the nuclear microprobe are considered briefly Various techniques are summarized for the determination of the elements B, C, N, O, F and Si on a routine basis
TL;DR: In this article, an energy minimization method based on a charge-dipole moment interaction potential combined with an empirical many-body potential was proposed for cantilevered finite-length metallic carbon nanotubes.
Abstract: We compute electrostatic field induced deformations of cantilevered finite-length metallic carbon nanotubes using an energy minimization method based on a charge-dipole moment interaction potential combined with an empirical many-body potential. The influence of field strength, field direction, and tube geometry on the electrostatic deflection is investigated for both single- and double-walled tubes. These results could apply to nanoelectromechanical devices based on cantilevered carbon nanotubes.