4,218 publications from this institution
A multislice theory has been developed for including the virtual inelastic scattering in dynamical calculations of high-energy electron diffraction. The effects on elastic waves of all inelastic processes, such as single-electron excitation, plasmon excitation and phonon scattering, can be characterized by a complex correction potential. Its real part describes the virtual inelastic process and its imaginary part represents the inelastic absorption effect. This potential is directly related to the generalized dielectric response function of the crystal.
As a new technology for high-entropy energy harvesting, a triboelectric nanogenerator (TENG) has broad applications in sensor networks and internet of things as a power source, but its average power density is limited by the fixed low-frequency output. Here, a frequency-multiplication TENG based on intrinsic high frequency of tuning fork is proposed which enables converting low-frequency mechanical energy into high-frequency electric energy. A tuning-fork TENG is used to systematically study the effects of intrinsic frequency, dielectric's thickness, and gap distance on its electric performance, and a total transferred charges of 4.3 µC and an average power density of 9.42 mW m-2 are realized at the triggering frequency of 0.2 Hz, which are 71 times and 5.7 times than that of the single-cycle output of conventional contact-separation TENG, respectively. Moreover, the crest factor also decreases from 3.5 to around 1.5. Then, a homemade tuning fork-like TENG is reasonably designed for harvesting ambient wind energy, achieving an average power density of 20.02 mW m-2 at a wind speed of 7 m s-1 . Specially, its impedance resistance is independent of the mechanical triggering frequency, simplifying the back-end power management circuit design. Therefore, the frequency-multiplication TENG shows a great potential for efficient distributed energy harvesting.
A hybrid particle swarm optimization algorithm combing advantages of Particle Swarm Optimization(PSO) algorithm with quasi-Newton method is proposed.The algorithm runs the PSO firstly.The best point of contemporary is used as the initial point of quasi-Newton method when PSO evolutes to a certain extent.Then the algorithm is further optimized using quasi-Newton method.The hybrid algorithm has displayed sufficiently the characteristics of PSO's group search and quasi-Newton method's local strong search.At the same time,it overcomes the disadvantages of high sensitivity to initial point of quasi-Newton method and PSO reducing the search efficiency in later period.Numerical results show that the algorithm has a high convergence speed and solution precision.
Abstract Electron-energy-loss spectroscopy (EELS) in a high-resolution transmission electron microscope can be used to study the excitation of plasmons in nanometre-size particles with high spatial resolution. For isotropic particles of various shapes, models which allow the attribution of the experimental peaks to a certain excitation mechanism and to understand size- or geometry-dependent variations are well established. Recently, locally anisotropic particles such as nested concentric-shell fullerenes and carbon nanotubes have been discovered and have attracted considerable interest. The plasmon losses of these anisotropic particles measured by EELS could contribute to a better understanding of their physical properties, once the theoretical basis for the interpretation is adapted for anisotropic particles. Encouraged by very good qualitative agreement between a model of the plasmons of nested concentric-shell fullerenes based on non-relativistic local dielectric response theory with experimental data, we present here a model for the plasmon excitations of multiwall carbon nanotubes based on the same theoretical approach.