A5006871317- Nonlinear Waves and Solitons
- Fractional Differential Equations Solutions
- Nonlinear Photonic Systems
- Labor Movements and Unions
- Fluid Dynamics and Turbulent Flows
- Black Holes and Theoretical Physics
- Advanced Fiber Laser Technologies
- Fluid Dynamics and Thin Films
- Engineering and Technology Innovations
- Nanofluid Flow and Heat Transfer
- Numerical methods for differential equations
- Geometry and complex manifolds
- Nonlinear Dynamics and Pattern Formation
- Advanced Image Fusion Techniques
- Advanced Image Processing Techniques
- Coastal Management and Development
- Edcuational Technology Systems
- Image and Signal Denoising Methods
Quanzhou Normal University
2025
Southwest Jiaotong University
2019-2023
Diponegoro University
2013
This paper presents a theory of weakly nonlinear wave propagation in superposed fluids the existence magnetic fields. The extended direct algebraic approach has been utilized to draw and examine solitonic solutions (2+1)-dimensional elliptic Schrödinger equation (ENLSE). These obtained are more novel valuable researchers for understanding physical marvels. graphical representation some selected exact is reported with different parametric values show their propagation. Furthermore, examined...
The nonhomogeneous Monge–Ampère equation, read as wxxwyy−wxy2+h(w)=0, is a nonlinear equation involving mixed second derivatives with respect to the spatial variables x and y, along an additional source function h(w). This observed in several fields, including differential geometry, fluid dynamics, magnetohydrodynamics. In this study, Lie symmetry method used obtain detailed classification of equation. Symmetry analysis leads comprehensive resulting specific forms smooth Furthermore,...
The research focuses on optical solitons and employs the generalized auxiliary equation technique to obtain soliton resolutions for nonlinear Kairat-X equation. This considers wave number groups influenced by time velocity dispersion in non-linear mediums. Because of their stability numerous uses signal processing, telecommunications, quantum physics, are appreciated. Novel periodic, exponential, other solutions shown work, dynamics model thoroughly examined using phase portraits,...
Abstract This paper deals with the complexities of nonlinear dynamics within generalized advection-diffusion-reaction equation, which describes intricate transport phenomena involving advection, diffusion, and reaction processes occurring simultaneously. Through utilization Lie symmetry approach, we thoroughly examine this proposed model, transforming partial differential equation into an ordinary using similarity reduction techniques to facilitate a more comprehensive analysis. Exact...
ABSTRAK Pengelolaan air limbah domestik di Kota Cirebon dari rumah tangga, perkantoran dialirkan melalui sistem perpipaan ke 4 lokasi instalasi pengolahan (IPAL). Kondisi keempat IPAL terlihat kurang terawat dan operasional pompa tidak kontinyu. Penelitian ini bertujuan mengetahui efektivitas secara keseluruhan maupun pada masing-masing unit, kendala yang dihadapi. Lokasi penelitian IPAL, pengoperasian kualitas inlet outlet IPAL. Dalam dibatasi 2 (dua) IPAL; yaitu: Kesenden Perumnas Selatan....
Variational based problems are an important class of and have a space improvement in image processing. Boosting techniques been shown capable improving many restoration algorithms. This paper considers four fast adaptive boosting for variational restoration. The frameworks can compute the existing algorithm iteratively. primary idea is to get enhanced result by using output current step as part input next step. Our boost regularization models like total variation (TV) generalized (TGV). For...