一维问题 meaning in Chinese
one-dimensional problem
Examples
- In this thesis , we study ultraconvergence of finite element approximation in one dimensional case ( include two - point boundary value problem , one dimensional parabolic equation and parabolic type integro - differential equation )
本文研究一维问题(包括两点边值问题，一维抛物问题及抛物型积分-微分方程)有限元逼近的强超收敛性。 - Then we come to the nonlinear advection - dominated transport problem , only the one - dimensional case is discussed . it is shown that the unknown c and the adjoint p are optimally approximated when it is discretized with the lowest order mixed finite element space
扩散项均为非线性的情形，对一维问题采用零次混合元空间进行离散，得到了l ~ 2范数意义下关于c ， p的最优误差估计。 - It overcomes the shortcomings of the traditional algorithms , which deal with the cost and delay separately and need a lot of retrospect and more multimedia services need the network guarantee the real - time requirements , so the network resources can be utilized efficiently
接着提出了一种实时的代价最小动态多播路由算法，利用选择的变换函数使二维问题变为一维问题，这样就避免了传统的将代价和时延分别考虑，大量回溯的弊端。 - In this paper , we discuss the relationship of the theoretical formula for anchoring energy and other phenomenological formulas . in the case of one - dimension the theoretical formula return to rp formula and w1 = a0 , w2 = a - a ( ? ) . when the interaction of two molecules is repulsive potential , the theoretical formula recovers the phenomenological formula of zhao et al
本文讨论了理论公式与其它各种唯象公式间的关系，当用于液晶盒的一维问题时，理论公式化为rp公式，并且w _ 1 = a _ ， w _ 2 = a _ - a _ ；当两种分子之间的作用势为排斥势时，由理论公式可得到zhaoet - The director in nlc cell may be expressed by one angle parameter 9 or , and it is called one dimension problem ; the director expressed by two angle parameters 6 and , called two dimension problem ; the paper consists of two absolute parts : l . the first order freedricksz transition at saturation point for the weak anchoring nlc cell the first order freedricksz transition ( the first order transition ) at threshold point has been studied by a lot of theoretical works
液晶盒内指向矢可用一个角量或表示称为一维问题，需要用两个角参量和表示称为二维问题。本文由两个独立的工作构成： 1弱锚定向列液晶盒在饱和点的一级freedericksz转变现有的理论工作都讨论在阈值点的一级freedericksz转变(一级转变) 。