论文部分内容阅读
We study a 3 cell network of leach heart neurons,where the bursting of the cells evolve to patterns(equilibria)when time increases.
Neuron Models:the Role of Homoclinic and Heteroclinic Phenomena
【摘 要】
：
We study a 3 cell network of leach heart neurons,where the bursting of the cells evolve to patterns(equilibria)when time increases.
【机 构】
：
Centro Universitario de la Defensa Univ.of Zarago
【出 处】
：
第八届工业与应用数学国际大会
【发表日期】
：
2015年5期
其他文献
本研究采用平面光电极技术研究了苦草生长期根际泌氧变化及对湖泊沉积物-水界面二维DO分布特征的影响。结果表明苦草根际泌氧的渗透深度达到沉积物界面下6cm左右,通过二维分布图能清晰的得到苦草根际的生长状况,随着生长期时间推移,苦草根际泌氧DO浓度和深度也逐渐升高,界面下1cm根茎最高泌氧达到100％,根际泌氧最深达到10cm；通过对苦草根际泌氧状况昼夜的观察得出,白天苦草根际泌氧的DO浓度及氧气扩散速
The propagation of optical solitons in optical fibers can be modeled by nonlinear Schrdinger equation(NLSE).The properties of solitons are presented,and the Hirota method is introduced.
会议
On A Mode-matching Analysis of 2D Flexible Waveguide Problems:Applications in Sound-structure Intera
The article concerned with a flexible duct scattering problem arising in structural acoustics.The structure is particularly used as a component in a hybrid silencer for heating ventilation and air-con
会议
Poroelasticity models the processes of coupled deformable porous media flow which is essential in many applications.In this talk,we consider the discretizations for the Biots model using lowest order
会议
Minisymposiums code "ycGz6P": In modern numerical simulation of problems in energy resources and environmental science,it is very important to develop efficient numerical methods for convection-diffus
会议
We introduce an adaptively weighted Galerkin approach for elliptic problems where diffusion is dominated by strong convection or reaction terms.In such problems,standard Galerkin approximations can ha
会议
Hp-Version Discontinuous Galerkin Methods for Partial Differential Equation with Nonnegative Charact
In this work,we consider hp-version discontinuous Galerkin finite element method(DGFEM)for the numerical approximation of partial differential equation with nonnegative characteristic form on general
会议
TriGA:Generalization of Isogeometric Analysis to Unstructured Triangular and Tetrahedral Discretizat
In this talk,we present the TriGA software framework which generalizes the isogeometric design-through-analysis methodology to unstructured triangular and tetrahedral discretizations.
会议
The present paper is dedicated to numerical solution of Plateaus problem of minimal surface using non-variational finite element method.An efficient algorithm is proposed for the computation of minima
会议
Approach for solving poroelasticity equations for thin porous media is considered.The particular application is filtration,flat and pleated porous media are considered.Reduction of the 3D poroelastici
会议