adj. 可積(分)的
It is often bilinear form for those integrable systems. 對於其中的可積系統,往往是雙線性形式。
A direct method for finding the integrable couplings is proposed. 給出了直接求可積耦合的一種方法。
Forany integrable module, the imaginary and real weight are defined. 特別我們定義了虛權和實權。
An integrable optic-fiber coherent state quantum identification system is presented. 報導了可光纖集成相干態量子身份認證實驗系統。
As the applications, a new integrable coupling of TC hierarchy by using the Tu scheme. 作為套用,利用屠格式得到了TC方程族的一個新的可積耦合。
In chapter one, we give a brief introduction to the Hamiltonian method of integrable system. 本文第一章介紹可積系統的哈密頓方法。
In particular, many integrable equations arise naturally from motions of curves and surfaces. 特別地,許多可積方程都自然地產生於曲線和曲面運動。
This paper investigates the integration path of non-integrable term in the transient energy function. 闡釋了能量函式中不可積項的積分路徑。
Some properties of trace map are studied, such as exemple measure-preserving, integrable and reversible. 研究跡映射的幾個性質:保測度,可積,可反。
The derivative nonlinear Schrodinger equation (DNLSE) is an integrable equation of many physical applications. 微商非線性薛丁格方程(DNLSE)是有眾多物理套用的可積方程。
Especially when system is an non integrable one, the distribution of scattered angles is an irregular fractal. 特別是系統是不可積系統時,粒子的角分布圖為一個不規則的分形。
The major contents in this paper include: the formulation of integrable hierarchies and the integrable couplings. 本文研究的內容主要包括兩個方面:可積方程族的生成和可積耦合。
Existence, approximation and stability of integrable minimum positive solutions for the above equation are gained. 並得到了上述方程可積極小正解的存在性、逼近性、穩定性。
Chapter 1, we briefly introduce the near integrable systems and ist developments and the main results in this paper. 第一章是本文綜述部分,簡要介紹了近可積系統的前沿現狀和本文所做工作。
The teaching system is a current integrable ware teaching system, which can be used for actual teaching of all courses. 該系統是通用的積件教學系統,可用於所有課程的實際教學。
It is also a sufficient condition for second order linear differential equation with varied coefficient to be integrable. 對於二階變係數線性微分方程來說,這也是可積的一個充分條件。
Results Original integrable results of this problem are generalized and parametric expression of the general solution is given. 結果推廣了該問題可積的一些原有結果,並給出了通解的參數表示式。
The physical phenomena concerning with the gauge field are most completely and exactly described by non-integrable phase factor. 因此不可積相位因子最完整地描述了與規範場有關的物理現象。
This paper has drawn and proved the conclusion that continuous function of Riemann integrable function is certainly Riemann integrable. 但是,本文指出並論證了下述結論:黎曼可積函式的連續函式必定黎曼可積。
A part of results on magnetic vector potential of circular loop are expanded, so the integral function is transformed to integrable series. 採用將圓電流磁矢勢表達式中一部分展成級數,使被積函式變成可積分的函式。
It is studied that the CMC surfaces in the sphere space of dimension 3 by means of integrable system and its spectral transformation is given. 利用可積系統的方法研究3維球空間中的常中曲率(CMC)曲面,並給出了曲面的譜變換。
In addition, to be integrable, the classical dynamic institution for high-strain-rate materials is decoupled and natural strain is introduced. 同時為便於積分,在經典的高應變率材料動態本構關係中,使應變強化項與應變率項相互解耦,並引入自然應變形式。
In this paper, a method is developed to detect the appearance of stochasticity in a kind of near-integrable Hamiltoaian system with two time-scales. 本文得到一種方法,可以用來研究含有兩時間尺度系統中的複雜動力學行為。
The integrable ware theory was discussed and total design and realization process about the teaching system of multimedia integrable ware were introduced. 在論述積件理論的基礎上,介紹多媒體積件教學系統的總體設計與實現過程。
Based on the integrable ware theory, total design and realization process about the picture administration module of integrate ware system were introduced. 在論述積件理論的基礎上,介紹了積件系統的圖像管理模組的總體設計與實現過程。
Thus, how to realize the integration of multimedia technology based on Integrable ware notion and classroom teaching remains a problem to be further explored. 怎樣實現基於積件思想的多媒體技術與課堂教學整合,就成了目前亟待深入探討和研究的課題。
Multimedia integrable houseware for teaching and studying of plant biology consists of data houseware, teaching unit houseware and test and exercise houseware. 植物生物學多媒體教學積件庫由植物生物學教學資料庫、教學單元庫和線上測試與練習庫等組成。
Secondly, a type of (2+1)-dimensional multi-component integrable hierarchy is obtained with the help of a (2+1)-dimensional zero-curvature equation and Tu scheme. 其次,運用2+1維的零曲率方程和屠格式得到了一類2+1維的多分量的可積系。