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High-harmonic-generation-inspired preparation of optical vortex arrays with arbitrary-order topological charges
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作者 Wuhong Zhang Lixiang Chen 《Chinese Optics Letters》 SCIE EI CAS CSCD 2018年第3期1-5,共5页
In the process of high-harmonic generation with a Laguerre-Gaussian (LG) mode, it was well established that the topological charge could be of an N-fold increase due to angular momentum conservation. Here, by mimick... In the process of high-harmonic generation with a Laguerre-Gaussian (LG) mode, it was well established that the topological charge could be of an N-fold increase due to angular momentum conservation. Here, by mimicking the effect of high-harmonic generation, we devise a simple algorithm to generate optical vortex arrays carrying arbitrary topological charges with a single phase-only spatial light modulator. By initially preparing a coaxial superposition of suitable low-order LG modes, we demonstrate experimentally that the topological charges of the embedded vortices can be multiplied and transformed into arbitrarily high orders on demand, while the array structure remains unchanged. Our algorithm offers a concise way to efficiently manipulate the structured light beams and holds promise in optical micromanipulation and remote sensing. 展开更多
关键词 LG High-harmonic-generation-inspired preparation of optical vortex arrays with arbitrary-order topological charges SLM
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An Absolutely Stabilized Virtual Element Method for the Incompressible Stokes Equations
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作者 Xi Zhang Minfu Feng 《Advances in Applied Mathematics and Mechanics》 2025年第6期1625-1653,共29页
In this paper,we propose an absolutely stabilized mixed virtual element method(mixed VEM)for the incompressible Stokes equations.We employ the C0-conforming virtual element space for the velocity and discontinuous pol... In this paper,we propose an absolutely stabilized mixed virtual element method(mixed VEM)for the incompressible Stokes equations.We employ the C0-conforming virtual element space for the velocity and discontinuous polynomial space for the pressure.The velocity-pressure pair contains“arbitrary-order”polynomials,and stability is guaranteed by the“absolutely stabilized finite element formulation”originally introduced in[21].We establish error estimates in the energy norm for both velocity and pressure,as well as an L^(2)-error estimate for the velocity.Several numerical experiments validate the theoretical analysis. 展开更多
关键词 Absolutely stabilized mixed VEM incompressible Stokes equation arbitrary-order polynomials
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