1) generalized Wu Zhendong equation
广义吴震东方程
1.
Authors researches show that objective law of temperature variation (t) varies with time (z) may be accurately described and controled by generalized Wu Zhendong equation during electr - conductive concrete s thermo electric - storage cooling processing.
作者研究表明:导电混凝土电气加热蓄热冷却过程中温度(t)随时间(z)变化的客观规律可用广义吴震东方程精确描述和控制。
2) Generalized Wu Zhendong's formula
广义吴震东公式
3) generalized equation
广义方程
4) WU Zhen dong formula
吴震东公式
1.
They are also nucleus and crux of simplilying WU Zhen dong formula.
计算混凝土冷却到 0℃的时间 z0 及平均温度 tp是混凝土工程冬季施工非加热养护工艺的两个重要参数 ,也是吴震东公式简化的核心与实质 。
5) generalized Boussinesq equation
广义Boussinesq方程
1.
Smooth soliton solutions and different kinds of periodic traveling wave solutions for a generalized Boussinesq equation;
广义Boussinesq方程的光滑孤子解和各种周期行波解
2.
In this paper,the qualitative theory of differential equations and the bifurcation method of dynamical systems are used to investigate the existence of the solitary peakon solution to a generalized Boussinesq equation.
利用微分方程定性理论和动力系统分支方法,对一类广义Boussinesq方程的孤立尖波解的存在性进行了研究。
3.
Then an implicit multi-symplectic scheme equivalent to the multi-symplectic Box scheme was constructed to solve the partial differential equations(PDEs) that were derived from the generalized Boussinesq equation.
广义Boussinesq方程作为一类重要的非线性方程有着许多有趣的性质,基于Hamilton空间体系的多辛理论研究了广义Boussinesq方程的数值解法,构造了一种等价于多辛Box格式的新隐式多辛格式,该格式满足多辛守恒律、局部能量守恒律和局部动量守恒律。
6) generalized Riccati equation
广义Riccati方程
1.
On Integrability Conditions of Generalized Riccati Equation——To discuss about it with Mr.Zhao Linlong;
关于广义Riccati方程的可积条件——与赵临龙先生商榷
2.
The generalized Riccati equation is introduced in a class of uncertain nonlinearly generalized interconnection systems with saturation input to design the decentralized and generalized robust stabilization controllers relevant to such systems.
采用广义Riccati方程,对一类具有输入饱和的不确定非线性广义交联系统,给出了一种分散广义鲁棒镇定控制器的设计。
3.
This paper considers one kind of generalized Riccati equation.
考虑一类广义Riccati方程,通过函数变换,在所给条件下,将这类方程等价地化为变量分离方程,从而得到了该方程可积的三个充分性判据,并给出方程通解的参数表达形式,扩大了Riccati方程的可解性范围。
补充资料：东吴招亲，弄假成真
1.《三国演义》第五四回载，孙刘联合在赤壁之战中战胜曹操后，刘备借东吴荆州暂驻。周瑜设计赚备入吴招亲，欲以之为人质索回荆州。不料吴国太(孙权母)见备英姿出众，曰:"真吾婿也"，遂将其小女(权妹)嫁给刘备，是为孙夫人。后因以"东吴招亲，弄假成真"比喻有违初衷，弄巧成拙。
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参考词条