A5073868348- Fractional Differential Equations Solutions
- Differential Equations and Numerical Methods
- Numerical methods for differential equations
- Environmental Quality and Pollution
- Nonlinear Waves and Solitons
- Numerical methods in inverse problems
- Wastewater Treatment and Nitrogen Removal
- Geomechanics and Mining Engineering
- Electromagnetic Simulation and Numerical Methods
- Matrix Theory and Algorithms
- Geoscience and Mining Technology
- Phosphorus and nutrient management
- Water Treatment and Disinfection
- Soft Robotics and Applications
- Water Quality Monitoring and Analysis
- Modular Robots and Swarm Intelligence
- Mathematical and Theoretical Epidemiology and Ecology Models
- Nonlinear Differential Equations Analysis
- Mining and Gasification Technologies
- Mathematical Biology Tumor Growth
- Stability and Controllability of Differential Equations
- Electromagnetic Scattering and Analysis
- Geotechnical and Geomechanical Engineering
- Hemostasis and retained surgical items
- Water Quality and Pollution Assessment
Northeast Forestry University
2020-2025
Hubei University
2023
Harbin Institute of Technology
2008-2021
Harbin University
2021
State Council of the People's Republic of China
2021
Heilongjiang Bayi Agricultural University
2017-2019
Northeastern University
2019
Huazhong Agricultural University
2019
Ministry of Agriculture and Rural Affairs
2019
Tianjin University of Finance and Economics
2015
The climbing capabilities of living creatures such as geckos, tree frogs, and inchworms provide a promising platform for exploiting biomimetic soft robots, but achieving this promise remains grand challenge in materials science engineering. Inspired by the adhesive characteristics gecko toes gait inchworms, here, we exploit synergetic interactions functional material components design hybrid structure holistic robot, which can climb on walls ceilings different textures including glass,...
The biocompatibility of iron-polysaccharide complexes has been well-documented. Herein, a stable thrombo-resistant coating was fabricated by consecutive adsorption Fe (III) and polysaccharides including heparin (Hep) dextran sulfate (DS) onto various surface layer-by-layer self-assembly technique via both electrostatic interaction chemical complexation process. absorbance at 350 nm increased linearly with the number Fe3+/Hep multilayer, indicating formation multilayer structure uniform...
Abstract In this paper, a multilevel correction scheme is proposed to solve the Steklov eigenvalue problem by nonconforming finite element methods. With new scheme, accuracy of eigenpair approximations can be improved after each step which only needs source on finer space and an coarsest space. This increase overall efficiency solving problems method. Furthermore, as same direct methods, method also produce lower-bound eigenvalues.
We developed a driving module which enables the transmission of motion from liquid metal droplet out alkaline solution environment and its output readily meets some application scenarios that need low-speed rotation.
Abstract An efficient numerical method with high accuracy both in time and space is proposed for solving ‐dimensional fractional diffusion equation spectral Laplacian. The main idea discretizing the by an ‐stage implicit Runge‐Kutta approximating a Galerkin Fourier‐like basis functions. In view of orthogonality, mass matrix identity stiffness diagonal, which makes high‐dimensional problems. showed to be stable convergent at least order time, when classical () algebraically stable. As another...
Flocculation can remove large amounts of nitrogen and phosphorus from wastewater, the resulting nitrogen- phosphorus-rich floc be used to produce organic fertilizer. For biogas slurries containing high levels phosphorus, ordinary flocculants no longer meet flocculation requirements. In this study, fully utilize advantages two achieve efficient removal rates a slurry, chitosan (CTS) polyaluminum chloride (PAC) were as composite agent flocculate pig slurries. The response surface method was...
In this letter, we consider a stochastic generalized logistic equation with Markovian switching. We obtain critical value which has the property that if is negative, then trivial solution of model stochastically globally asymptotically stable; positive, positive recurrent and unique ergodic stationary distribution. find out close relationship probability distribution Markov chain.
A novel Si–Al porous clay material W (reprocessed from ceramic waste) was used for Acidovorax sp. strain PM3 immobilization to promote the growth of strains and improve nitrogen phosphorus removal performance in water treatment systems. The characterized by X-ray diffraction, Fourier-transform infrared spectroscopy, scanning electron microscopy indicating that a type mullite with 63.52 m 2 /g specific surface area. After immobilization, maximum biomass increased 2.7 times rate rates chemical...
In this paper, we discussed the gangue on mining area that have bad economic and environmental impact. It has been shown coal accumulation could seriously prevent regional ecological sustainable development. Pollution control technology is key to solve problem. So analyzed it divided into three categories: prophylaxis treatment of pollution geologic hazard, hill vegetation restoration comprehensive utilization technology.
Abstract We introduce an iterative algorithm for finding a common element of the set solutions quasivariational inclusion problems and fixed points strict pseudocontractions in framework Hilbert spaces. The results presented this paper improve extend corresponding announced by many others.
In this paper, we present a novel explicit structure-preserving numerical method for solving nonlinear space-fractional Schrödinger equations based on the concept of scalar auxiliary variable approach. Firstly, convert into an equivalent system through introduction variable. Subsequently, semi-discrete energy-preserving scheme is developed by employing fourth-order fractional difference operator to discretize in spatial direction, and obtain fully discrete version using relaxed Runge–Kutta...
In this paper, a class of multistage and multivalue numerical methods called multiderivative extended Runge–Kutta–Nyström (MERKN) are presented for the integration multi-frequency oscillatory systems. The order conditions these schemes derived by using theory Nyström trees B-series. To simplify construction new methods, simplified omitting redundant trees. Based on simplified-order conditions, family three-stage one-parameter explicit MERKN five is constructed. Meanwhile, energy...
In this paper, we construct and analyze a class of high-order dissipation-preserving schemes for the nonlinear space fractional generalized wave equations by newly introduced scalar auxiliary variable (SAV) technique. The system is discretized fourth-order Riesz difference operator in spatial discretization collocation methods temporal direction. Not only can present method achieve accuracy direction arbitrarily direction, but it also has long-time computing stability. Then, unconditional...