助手标题  
全文文献 工具书 数字 学术定义 翻译助手 学术趋势 更多
查询帮助
意见反馈
   分数阶微分 的翻译结果: 查询用时:1.468秒
图标索引 在分类学科中查询
所有学科
数学
无线电电子学
计算机软件及计算机应用
更多类别查询

图标索引 历史查询
 

分数阶微分     
相关语句
  fractional differential
     Eigenvalue problems for fractional differential equations
     一类分数阶微分方程的本征值问题
短句来源
     FRACTIONAL DIFFERENTIAL EQUATIONS WITH CAPUTO FRACTIONAL DERIVATIVES
     含Caputo分数阶导数的分数阶微分方程
短句来源
     Singular Perturbation of Nonlinear Fractional Differential Equation
     非线性分数阶微分方程的奇摄动
短句来源
     Existence and Uniqueness of Positive Solutions for a System of Nonlinear Fractional Differential Equations
     非线性分数阶微分方程系统正解的存在性和唯一性
短句来源
     The mathematics model of the systems described by fractional differential equations is proposed. In terms of the controllability and observability analysis on integer-order linear systems, the definitions of controllability and observability for fractional-order systems are presented. The controllability and observability are mainly analyzed by using the Mittage-Leffler function in two parameters and Cayley-Hamilton theorem.
     首先给出了由分数阶微分方程描述的系统的数学模型,根据对整数阶系统能控性和能观性的研究,给出了此类分数阶系统的能控性和能观性的定义,并利用两参数的Mittage-Leffler函数和Cayley-Hamilton定理分析此类分数阶系统的能控性和能观性,推导由分数阶微分方程描述的系统能控性和能观性判据.
短句来源
更多       
  fractional derivatives
     FRACTIONAL DIFFERENTIAL EQUATIONS WITH CAPUTO FRACTIONAL DERIVATIVES
     含Caputo分数阶导数的分数阶微分方程
短句来源
     Time-domain modeling of constant-Q seismic waves using fractional derivatives
     应用分数阶微分对地震波稳恒Q值的时间域模拟
短句来源
     Fractional calculus includes fractional derivatives and fractional integrals. It means to generalize the differentiation and integration into fractional and complex order.
     分数阶微积分运算包括分数阶微分运算和分数阶积分运算,它的含义就是将普通意义下的微积分运算的运算阶次从整数阶推广到分数和复数的情况。
短句来源
  fractional-order differential
     Two - term Fractional - order Differential Equation Applied in Controlled System
     两项分数阶微分方程在控制系统的应用
短句来源
     A fractional-order differentiation filter is designed to obtain fractional-order differential of a given signal and to simplify computation of the fractional-order differential.
     设计了一种分数阶微分滤波器. 利用此滤波器可实现信号的分数阶微分,使得分数阶微分计算简单化.
短句来源
     Firstly,a fractional-order differential of Gaussian distribution is obtained with the proposed filter.
     首先,采用此滤波器获得高斯分布的分数阶微分;
短句来源
  fractional order differential
     Solution to Fractional Order Differential Equation f (α) (x)=λf+g
     分数阶微分方程f~(α)(x)=λf+g的一种新解法
短句来源
     A method is given to deal with fractional order differential equation f (α) (x)=λf+g by using integral equation.
     利用积分方程,给出了分数阶微分方程f(α)(x)=λf+g的解法.
短句来源
     The very basic concepts regarding fractional order calculus were addressed and a numerical method for solution of the fractional order differential equations were determined.
     分数阶微积分理论、分数阶微分方程理论以及数值解法是分数阶控制理论的基础性内容,为分数阶控制理论以及实际的应用提供了重要的理论基础。
短句来源
     Theoretical studies of the numerical method and the error estimate of fractional order differential equation are very little.
     而对于分数阶微分方程数值方法和误差估计的理论研究相对较少.
短句来源
     The fractional order differential equations and the fractional order linear time-invariant systems are introduced,and their transfer function representation and state-space representation are given.
     介绍了分数阶微分方程和分数阶系统 ,给出分数阶线性定常系统的传递函数描述和状态空间描述 .
短句来源
更多       

 

查询“分数阶微分”译词为其他词的双语例句

     

    查询“分数阶微分”译词为用户自定义的双语例句

        我想查看译文中含有:的双语例句
    例句
    为了更好的帮助您理解掌握查询词或其译词在地道英语中的实际用法,我们为您准备了出自英文原文的大量英语例句,供您参考。
      fractional differential
    Solution of system of fractional differential equations by Adomian decomposition method
          
    Existence of solution for boundary value problem of nonlinear fractional differential equation
          
    This paper is concerned with the boundary value problem of a nonlinear fractional differential equation.
          
    Neumann-Lame-Clapeyron-Stefan Problem and Its Solution Using Fractional Differential-Integral Calculus
          
    This method is based on fractional differential-integral calculus.
          
    更多          
      fractional derivatives
    It is shown that B(p, q, λ) is the space of fractional derivatives f(α) of order α (-∞>amp;lt;α>amp;lt;1/p-1/q) of a function f of B(s, q, λ), where s=p/(1-αp).
          
    In this paper, we describe coefficient multipliers, study the action of fractional derivatives of spaces of BMOA type and the action of Toeplitz operators in these classes.
          
    Cauchy-type problem for an abstract differential equation with fractional derivatives
          
    The uniform well-posedness of a Cauchy-type problem with two fractional derivatives and bounded operator A is proved.
          
    Cauchy-type problem for an abstract differential equation with fractional derivatives
          
    更多          
      fractional-order differential
    Resolution method for overlapping peaks based on the fractional-order differential
          
    Equations between the differential order and the maximum of the fractional-order differential for the specified peak signals are developed based on the variation of the maximum of the specified peak signals at different orders.
          
    Also, equations between the differential order and the zero-crossing of the fractional-order differential of the specified peak signals are proposed according to the variation of the zero-crossing of the specified peak signals at different orders.
          
    Firstly, a fractional-order differential of the specified peak signals is obtained with the fractional-order differentiation filter.
          
    The eigenvalues of a boundary value problem for a fractional-order differential operator
          
    更多          
      fractional order differential
    Finally, we propose that fractional order differential equations are more suitable than the familiar integer order differential equations.
          
    Modeling and Analog Realization of the Fundamental Linear Fractional Order Differential Equation
          
    Numerical solution of fractional order differential equations by extrapolation
          
    We present an extrapolation type algorithm for the numerical solution of fractional order differential equations.
          
    We carry out spectral analysis of one class of integral operators associated with fractional order differential equations applicable in mechanics.
          


    Using the Mellin transform and Fox functions,the solutions of fractional order integral equationsz(t)=∑lk=0C kk lt k+(-λ)Г(α)∫ t 0(t-s) α-1 z(s)ds α≥1and z(t)=∑2 l-1k=0C kГ(1+kα2 l)t kα/2 l +(-λ)Г(α)∫ t 0(t-s) α-1 z(s)ds l=0,1,2,… α≥0are foundz(t)=∑lk=0∑∞n=0C k(-λ) nГ(1+k+nα)t k+nα andz(t)=∑2 l-1k=0C k∑∞n=0(-λ) nГ(1+nα+kα2 l)t nα+kα2 l 

    分数阶微分方程的初值问题所对应的分数阶积分方程z(t)=∑lk=0Ckkltk+(-λ)Γ(α)∫t0(t-s)α-1z(s)dsα≥1z(t)=∑2l-1k=0CkГ(1+kα2l)tkα/2l+(-λ)Г(α)∫t0(t-s)α-1z(s)dsl=0,1,2,…α≥1利用Melin变换和Fox函数求出的解为z(t)=∑lk=0∑∞n=0Ck(-λ)nГ(1+k+nα)tk+nα和z(t)=∑2l-1k=0Ck∑∞n=0(-λ)nГ(1+nα+kα2l)tnα+kα2l

    A method is given to deal with fractional order differential equation f (α) (x)=λf+g by using integral equation.

    利用积分方程,给出了分数阶微分方程f(α)(x)=λf+g的解法.

    After introducing the generalized strain energy function with fractional order, the constitutive equation of biological visco elastic material was obtained by means of the fractional calculus. Considering the gel layer and the endolymph of otolith organs as visco elastic solid and fluid respectively, the Grant′s elastic model was modified. The Bode figures of the otoconial layer frequency response were colser to the recent experimental data than Grant′s Kelvin Voight viscoelastic model, and revealed the...

    After introducing the generalized strain energy function with fractional order, the constitutive equation of biological visco elastic material was obtained by means of the fractional calculus. Considering the gel layer and the endolymph of otolith organs as visco elastic solid and fluid respectively, the Grant′s elastic model was modified. The Bode figures of the otoconial layer frequency response were colser to the recent experimental data than Grant′s Kelvin Voight viscoelastic model, and revealed the low frequency phase lead and accompanying amplitude reduction, which Grant′s models could not explained. As a special case, the results given by Grant et al were included in this paper, and in order to solve the obtained governing equations with fractional order, the generalized Mittag Leffler function was used. The numerical simulations showed that the results given by our paper are consistent with the physiological phenomena.

    对生物粘弹性材料 ,引入广义分数阶应变能函数以后 ,应用分数阶微积分分别给出了粘弹性固体和粘弹性流体的本构关系式。将耳石器官的胶质层和内淋巴液分别作为粘弹性固体和流体处理 ,修改了Grant等人所提出的模型 ,通过频率分析 ,给出了耳石器官物性参数以及粘弹特性对于系统的不同控制作用。作为特例 ,本文所得结果包括了Grant等人的结果 ,反映出Grant粘弹性模型无法描述的低频段相角滞后和减幅现象。对于所得到的分数阶微分方程组 ,本文应用广义Mittag Leffler函数给出了较为简单的解析解 ,避免了应用Fox函数 (H函数 )所引起的繁琐留数计算。数值模拟表明 ,本文所给出的结果与生理现象是一致的。

     
    << 更多相关文摘    
    图标索引 相关查询

     


     
    CNKI小工具
    在英文学术搜索中查有关分数阶微分的内容
    在知识搜索中查有关分数阶微分的内容
    在数字搜索中查有关分数阶微分的内容
    在概念知识元中查有关分数阶微分的内容
    在学术趋势中查有关分数阶微分的内容
     
     

    CNKI主页设CNKI翻译助手为主页 | 收藏CNKI翻译助手 | 广告服务 | 英文学术搜索
    版权图标  2008 CNKI-中国知网
    京ICP证040431号 互联网出版许可证 新出网证(京)字008号
    北京市公安局海淀分局 备案号:110 1081725
    版权图标 2008中国知网(cnki) 中国学术期刊(光盘版)电子杂志社