[HTML][HTML] Theoretical modeling of nonlinear optical properties in spheroidal CdTe/ZnTe core/shell quantum dot embedded in various dielectric matrices
The theoretical investigation of the electronic and nonlinear optical properties in spheroid-
shaped CdTe/ZnTe core/shell quantum dots (CSQDs) embedded into two commonly …
shaped CdTe/ZnTe core/shell quantum dots (CSQDs) embedded into two commonly …
Simultaneous effect study of eccentricity and capping matrix on effective dielectric function in spheroidal CdSe/ZnSe core/shell quantum dot
N Yahyaoui, A Jbeli, N Zeiri, S Saadaoui… - Micro and Nanostructures, 2022 - Elsevier
We have investigated, in this paper, the simultaneous effect of eccentricity and
encapsulating matrix on the effective dielectric function ε eff in spheroid-shaped CdSe/ZnSe …
encapsulating matrix on the effective dielectric function ε eff in spheroid-shaped CdSe/ZnSe …
Software for computing the spheroidal wave functions using arbitrary precision arithmetic
R Adelman, NA Gumerov, R Duraiswami - arXiv preprint arXiv:1408.0074, 2014 - arxiv.org
The spheroidal wave functions, which are the solutions to the Helmholtz equation in
spheroidal coordinates, are notoriously difficult to compute. Because of this, practically no …
spheroidal coordinates, are notoriously difficult to compute. Because of this, practically no …
Exact solutions to the angular Teukolsky equation with s≠ 0
CY Chen, XH Wang, Y You, DS Sun… - … in Theoretical Physics, 2022 - iopscience.iop.org
We first convert the angular Teukolsky equation under the special condition of τ≠ 0, s≠ 0,
m= 0 into a confluent Heun differential equation (CHDE) by taking different function …
m= 0 into a confluent Heun differential equation (CHDE) by taking different function …
Global maps of ground magnetometer data
CL Waters, JW Gjerloev, M Dupont… - Journal of Geophysical …, 2015 - Wiley Online Library
A statistical‐based method combined with basis function expansion techniques is described
in order to provide extensive maps of the ground level perturbation magnetic field from 40∘ …
in order to provide extensive maps of the ground level perturbation magnetic field from 40∘ …
Statistically Optimized Near‐Field Acoustic Holography Using Prolate Spheroidal Wave Functions
X Zhang, J Lou, J Lu, R Li, S Zhu - Shock and Vibration, 2023 - Wiley Online Library
Near‐field acoustic holography (NAH) is an effective tool for realizing accurate sound field
reconstruction in three‐dimensional space on the prerequisite that appropriate elementary …
reconstruction in three‐dimensional space on the prerequisite that appropriate elementary …
Simulating photoacoustic waves produced by individual biological particles with spheroidal wave functions
Y Li, H Fang, C Min, X Yuan - Scientific reports, 2015 - nature.com
Under the usual approximation of treating a biological particle as a spheroidal droplet, we
consider the analysis of its size and shape with the high frequency photoacoustics and …
consider the analysis of its size and shape with the high frequency photoacoustics and …
The visualization of the angular probability distribution for the angular Teukolsky equation with m ≠ 0
CY Chen, DS Sun, GH Sun, XH Wang… - … Journal of Quantum …, 2021 - Wiley Online Library
We present the exact solutions of the angular Teukolsky equation with m≠ 0 given by a
confluent Heun function. This equation is first transformed to a confluent Heun differential …
confluent Heun function. This equation is first transformed to a confluent Heun differential …
Sound Field Reconstruction Using Prolate Spheroidal Wave Functions and Sparse Regularization
X Zhang, J Lou, S Zhu, J Lu, R Li - Sensors, 2023 - mdpi.com
Near-field acoustic holography (NAH) based on compressing sensing (CS) theory enables
accurate reconstruction of sound fields using a limited number of sampling points. However …
accurate reconstruction of sound fields using a limited number of sampling points. However …
Adaptive radial basis function and Hermite function pseudospectral methods for computing eigenvalues of the prolate spheroidal wave equation for very large …
Asymptotic approximations show that the lowest modes of the prolate spheroidal wave
equation are concentrated with an O (1/c) length scale where c is the “bandwidth” parameter …
equation are concentrated with an O (1/c) length scale where c is the “bandwidth” parameter …