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微分代数的英文

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"微分代数"怎么读用"微分代数"造句

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  • differential algebra

例句与用法

  • Spectral method for nonlinear differential - algebraic equations with delays
    一类具有时滞的非线性微分代数系统的谱方法
  • The convergence of the waveform relaxation for solving functional differential - algebraic equations is studied and the error estimate is derived
    摘要本文采用波形松弛算法来求解一类泛函微分代数系统,该算法在迭代过程中,避免了求解泛函微分方程,且利于并行处理。
  • Then the system can use automatic constraint violation stabilization method for differential / algebraic equations to get state , displacement , velocity , acceleration of multibody system in different time points under external force
    该系统采用绝对坐标方法自动建立多体系统动力学方程,其形式为微分代数混合方程,即euler - lagrange方程。利用约束违约自动稳定方法求得多体系统在外力的作用下姿态、位移、速度、加速度。
  • Another method that combines singh algorithm with differential algebra also can decouple nonlinear systems . the method can find the certain part of output be decouplled structure of original system by singh algorithm calculating essentiality of the decouplled system matrix . being an example , the paper deduce the process of ac servo motor controlled by the method
    另一种方法是采用singh算法与微分代数理论相结合对非线性系统进行解耦设计,通过对采用singh算法后得到的解耦系统的矩阵,来计算其本性耦合关系,寻找出某个分划是原非线性系统的解耦结构,并以交流伺服电动机为例进行了分析。
  • The discussion includes : fast real - time simulation algorithms ; real - time combining algorithms and real - time parallel algorithm on net parallel computers ; real - time simulation algorithms and real - time simulation parallel algorithms for differential - algebraic system ; real - time discontinuity treatment ; information transference error of simulation model ; investigation of spurious solutions of digital simulation for dynamic systems , etc . some new ideas and methods of constructing real - time simulation algorithms are given
    讨论包括:快速实时仿真算法研究;实时组合算法与网络计算机上的实时并行算法;微分代数系统的实时算法与实时并行算法;实时间断处理;仿真模型信息传输误差估计;动力学系统仿真假解研究等一些新的思想和方法。
  • To model the flexible impact system , finite element theory and mode method were respectively used to establish the dynamic equation of the rotating flexible beam , then impact models were built using constraint equation and hertz contact theory , they were differential / algebraic equation and complicated nonlinear equation respectively
    对于柔性撞击系统的建模问题,分别采用有限元思想和模态法建立了作回转运动的柔性梁动力学模型,然后又分别利用约束方程和hertz接触定律给出了其与固定斜面发生接触的撞击模型,指出它们的动力学方程分别为微分代数混合方程及复杂的非线性动力学方程。
  • With the development of the computer and the constantly expanding of it ' s applied domain , symbol computation present gradually powerful bioenergy . in this paper , using the computer algebra as the tool and the differential algebra as the background , we discuss the theory of " ac = bd " and the differential characteristic method and their application in the differential equations
    随着计算机的发展和应用领域的不断扩大,符号计算在数学领域中体现出了日益强大的生命力,本文就是以计算机代数为工具,微分代数为理论背景,讨论了“ ac = bd ”理论及微分特征列法的相关理论问题以及它们在微分方程组中的应用。
用"微分代数"造句  

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百科解释

在数学中,微分环、微分域和微分代数是环、域、代数装备一个导子,一个满足莱布尼兹乘积法则的一元函数。微分域的一个自然例子是复数域上的单变元有理函数 C(t),其导子是关于 t 的微分。
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