1) uniform bound; union bound
一致界(限)
2) consistent boundary
一致边界
1.
And consistent boundary was selected to simulate the propagation of wave to exterior infinite media.
采用界面元-有限元的混合模型来模拟三维土-结构体系,并采用一致边界来模拟波向无穷远域地基的传播作用。
2.
In this paper,FEM is used to carry out dynamic analysis for slopes,the damping matrix is got based on the natural frequency and damping ratio of the material,generalized consistent boundary condition is set and the EI-centro earthquake records was input to the base boundary as seismic acceleration.
采用有限元方法作边坡动力分析时,根据边坡固有频率和坡体阻尼比确定出阻尼矩阵,选取合理的计算域宽度,边界采用人工一致边界,地震加速度输到基底。
4) uniform boundedness
一致有界
1.
By means of Galerkin approximation, uniform boundedness and dissipa tiveness of delay reaction-diffusion equations are studied.
使用Galerkin逼近的办法，探讨时滞反应扩散方程解的一致有界性和耗散性。
2.
The authors investigate global properties and uniform boundedness of impulsive differential equations with variable times using comparison principle.
运用比较原理研究了具有可变脉冲时刻的脉冲微分方程解的整体性质,给出了解一致有界的充分条件。
3.
By using Liapunov functional equation and Razumikhin skill,the uniform boundedness and uniformly final boundedness of Volterra calculous equation s solution were studied and their sufficient conditions were given as well.
利用Liapunov泛函方程和Razumikhin技巧,研究Volterra积分微分方程解的一致有界性与一致最终有界性。
5) uniform boundness
一致有界
1.
Under appropriate conditions, using some prior estimate s techniques of Holder inequality, comparison principle of ODE, Gagliard-Nirenberg , Poincare inequality, Gronwall inequality and imbedding theorem, we obtain the global existence and uniform boundness of solutions.
本文利用抛物型方程解的先验估计方法给出了一类强耦合系统解的整体存在性及一致有界性。
2.
Under the appropriate conditions,using some prior estimate s techniques of Hlder inequality,comparison principle of ODE,Gagliard-Nirenberg,Poincaré inequality,Gronwall inequality and imbedding Theorem,we obtain the global existence and uniform boundness of solutions.
考虑一个耦合抛物系统的初边值问题,通过利用H lder不等式,常微分方程的比较原理,Nirenberg-Gagliard不等式以及嵌入定理等先验估计的技巧给出了这类系统解的整体存在性及一致有界性。
3.
A uniform boundness theorem for the convergent and uniform (R) integrable sequence of function is given.
给出了收敛的一致(R)可积函数列的一致有界性定理,并指出一致有界是收敛的(R)可积函数列一致(R)可积的必要条件,但不是充分条件。
6) uniformly bounded
一致有界
1.
Using multiple Lyapunov functions,a sufficient condition is derived to ensure that the switched nonlinear systems are uniformly bounded and uniformly ultimate bounded.
基于李雅普诺夫函数方法,给出了无激励非线性切换系统一致有界和一致最终有界的充分条件。
2.
Let (f n) ∞ n=1 be a sequence of function on the bounded closed interval ,We proved that the conclusion of Arzela s Theorem is also true if (f n) ∞ n=1 is weakly uniformly bounded and not uniformly bounded on .
证明了在Arzela定理中 ,将函数列 (fn) ∞n =1在一闭的有界区间 [a ,b]上一致有界减弱为“弱一致有界”时 ,定理的结论仍成
3.
We establish the week laws and strong laws of large numbers by using the uniformly bounded conditions.
利用一致有界条件,建立了弱大数定律和强大数定律。
补充资料：无界(限)冷硬铸铁轧辊
无界(限)冷硬铸铁轧辊
indefinite chilled cast iron roll
wulie(xian)jengying zhutie zhagun无界(限)冷硬铸铁轧辊(indefinite chilledeast iron roll)轧辊辊身外层的组织由渗碳体、片状石墨和基体组织组成的铸铁乳辊的总称。同冷硬铸铁轧棍相似，无界(限)冷硬铸铁轧辊辊身在激冷铸型中凝固成型。“无界(限)”一词源于铸造整体轧辊时在外层和灰口层之间无明显界限而得名，现已沿用成习惯。 无界(限)冷硬铸铁轧辊一般分为普通轧辊、低合金轧辊、中合金轧辊以及高合金轧辊。增加合金元素的含量能改变轧辊辊身外层的基体组织并提高其硬度，从而改善轧辊的耐磨性。常用的主要合金元素为镍、铬、铝等。其他合金元素如钒、啼、钦、硼、锯也常用来改善无界(限)冷硬铸铁轧辊的性能。合金元素在无界(限)冷硬铸铁轧辊中的作用和在冷硬铸铁轧辊中相似，但其含量范围有差异:较高的硅含量促使石墨的形成;有害元素磷和硫控制在较低水平;铬的加入量一般为镍量的合一音。为保证辊颈和辊芯的强韧性，当铬含量在1.2%以上时应做成复合轧辊(见铸铁轧棍)。无界(限)冷硬铸铁轧辊的化学成分如表所列。和同硬度的其他种类铸铁轧辊相比，由于细片状石墨的存在，无界(限)冷硬铸铁轧辊外层导热性较好，抗热裂纹性日.胭.哪甲呱.叫加能、抗事故性和抗剥落性能改善。无界(限)冷硬铸铁材精轧机架上。轧辊大量用在型、棒、线材中间机架和板、带、型、管 无界(限)冷硬铸铁轧辊的化学成分犷斗葬卞价下 生产无界(限)冷硬铸铁轧辊时，对原材料选用、熔炼、铸造以及热处理工艺等均有严格要求。轧制负荷大、硬度高的板、带、管轧辊要用复合铸造法(冲洗或离心法等)生产。 (邵素芸)
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条