National Natural Science Foundation of China(Grant Nos.11674312,52174161,51702003,12174161 and 61775087);Anhui University of Science and Technology(Grant No.2023CX2141)。
The third-harmonic generation(THG)coefficient for a spherical quantum dot system with inversely quadratic Hellmann plus inversely quadratic potential is investigated theoretically,considering the regulation of quantum...
supported by the National Natural Science Foundation of China(Nos.12101572,12371256);2023 Shanxi Province Graduate Innovation Project(No.2023KY614);the 19th Graduate Science and Technology Project of North University of China(No.20231943)。
In this paper,we mainly focus on proving the existence of lump solutions to a generalized(3+1)-dimensional nonlinear differential equation.Hirota’s bilinear method and a quadratic function method are employed to deri...
the National Natural Science Foundation of China(Grant Nos.51702003,61775087,11674312,52174161 and 12174161);the Provincial Foundation for Excellent Top Talents of Colleges and Universities of Anhui Province of China(Grant No.gxgwfx2019016);the Anhui Provincial Natural Science Foundation,China(Grant Nos.1808085ME130 and 1508085QF140);University Outstanding Young Talents Support Program Fund(Grant No.gxyqZ D2018039)。
We examine the profile of second harmonic generation(SHG)for GaAs/GaAlAs spherical quantum dots(QDs)of Woods-Saxon(WS)plus attractive inversely quadratic(AIQ)potential under the joint influence of additional factors(p...
In this work,we determine the Fisher and Shannon entropies,the expectation values and the squeeze state for a noncentral inversely quadratic plus exponential Mie-type potential analytically.The proposed potential is s...
Supported by the National Natural Science Foundation of China under Grant Nos.11771352 and 11371293
We present a variety of superintegrable systems in polar coordinates possessing a cubic and a quadratic integral of motion, where Noether integrals of kinetic energy are used to build the integrals. In addition, the a...
Supported by National Natural Science Foundation of China under Grant No.61134002
The stochastic multiresonance behavior for a fractional linear oscillator with random system frequency is investigated. The fluctuation of the system frequency is a quadratic trichotomous noise, the memory kernel of t...
Supported by the National Natural Science Foundation of Zhejiang Province under Grant No.LZ15A050001;the National Natural Science Foundation of China under Grant No.11675146
The consistent tanh expansion(CTE) method is applied to the(2+1)-dimensional Boussinesq equation which describes the propagation of ultrashort pulse in quadratic nonlinear medium. The interaction solutions are explici...
Supported by the State Key Program for Basic Research in China under Grant No.2012CB921802; the National Natural Science Foundations of China under Grant Nos.91321312,11321063 and 11422438
We propose the generation of photonic EPR state from quadratic waveguide array. Both the propagation constant and the nonlinearity in the array are designed to possess a periodical modulation along the propagation dir...
We present the bound state solution of Schr6dinger equation in D dimensions for quadratic exponential-type potential for arbitrary l-state. We use generalized parametric Nikiforov-Uvarov method to obtain the energy le...
Supported by the National Natural Science Foundation of China under Grant No.10975125
We obtain the energy spectrum and all the corresponding eigenfunctions of N-body Bose and Fermi systems with Quadratic Pair Potentials in one dimension. The original first excited state or energy level is disappeared ...