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Моделирование оптического биосенсора на основе наноструктуированного анодного оксида ниобияFDTD-моделирование

High performance collisional PIC plasma simulation with modern GPUs for electrostatic case. The Maxwell equations are solved by the FDTD method. The Poisson equation is solved

Optical heating controlled with a thermoplasmonic metasurface illumination by using FDTD/FEM methods.

System-Level Model for Analysis of Dipole Antenna Response to Electromagnetic Pulse of the antenna are investigated (MoM and FDTD methods are involved).

Light scattering database for interpretation of lidar sounding of cirrus clouds-spherical particles, it is not possible to apply rigorous numerical methods such as FDTD, DDA, PSDT, due to their high

Collective resonances in hybrid photonic-plasmonic nanostructures with the results of exact simulations with Finite-Difference Time-Domain (FDTD) method.

Mode coupling in arrays of Al nanoparticles. The results were obtained employing the finite-difference time-domain method (FDTD) and the generalized Mie

Mode coupling in arrays of Al nanoparticles. The results were obtained employing the finite-difference time-domain method (FDTD) and the generalized Mie

Enhanced Near-Infrared Fluorescent Sensing Using Metal-Dielectric-Metal Plasmonic Array investigated using the finite-difference time-domain (FDTD) method. Results show that the optical properties

Computationaly Efficient Wideband Worst Case Model of Plane Electromagnetic Wave Diffraction by Conductive System Hull- and high-frequency ranges. The use of analytical methods provides the high computational efficiency

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