【摘 要】
:
We propose two versions of tailored finite point(TFP)methods for solving a time-dependent nonlinear Burgers equation.
【机 构】
:
National Chung Hsing Univ.
论文部分内容阅读
We propose two versions of tailored finite point(TFP)methods for solving a time-dependent nonlinear Burgers equation.
其他文献
The problem of sampled-data synchronization control is investigated for chaotic systems with time delays.It is assumed that the sampling periods are variabl
In order to guarantee performance in terms of prescribed multiobjective plant-wide production indices,an approach for selecting optimal operational indices
With application of the automation and information management systems,numerous historical or real-time data related to industrial production operation are s
Based on the Ⅰ-Ⅴ equation of photovoltaic cell and basic circuit theories,this paper identifies four undetermined coefficients of photovoltaic array,inclu
This project will be based on the nerve repair theory,combined with hemiplegia rehabilitation methods commonly used in the clinic,using robot technology,int
Control theory and corresponding technologies have seen their great success in wide areas of applications in real world for many decades.
This report is devoted to the time-varying control design with prescribed performance for uncertain nonlinear systems.Differently,the systems under investig
Recently,the investigation of multi-agent systems(MAS)has generated great interest in various fields,including physics,biology,computer science,and social s
We propose an efficient stabilized linear FEM for solving reactionconvection-diffusion equations with arbitrary magnitudes of reaction and diffusion.
In this talk,we propose a tailored-finite-point method for Oseen equations in two dimensions based on the equation-decomposition technique.