1) floating beam equation
浮梁方程
2) Fu Liang dialect
浮梁方言
3) beam equation
梁方程
1.
In this paper,we present some research for a class of non-linear viscous-elastic beam equation,obtain the existence of global solutions for the equations by Faedo-Galerkin method.
对非线性粘弹性梁方程进行了研究,建立了一类轴向载荷作用下的非线性粘弹性简支梁方程,利用Faedo-Galerkin方法,证明了该方程在非线性边界条件和初始条件下弱解的存在性。
2.
Existence results are shown for a class of beam equation under the resonance condition.
在共振条件下 ,对一类梁方程解的存在性给出证
3.
The paper studys exact controllability of the linear beam equation with rotationcontrol.
本文章研究了具有旋度控制的线性梁方程的精确可控性。
4) beam equations
梁方程
1.
we discuss the energy decay of the weak dissipative beam equations in the paper, that is, if neglecting the distribution of the nonlinear term the dissipation only include the convolution term.
讨论弱耗散梁方程的能量衰退。
2.
In this paper, we investigate the uniform compact attractors for thecoupled suspension bridge equations and the exponential attractors for thebeam equations.
这篇硕士论文主要研究了耦合吊桥方程的一致吸引子及梁方程的指数吸引子。
5) Rayleigh beam
Rayleigh梁方程
1.
First,it is established that the regularity of the solution of the Rayleigh beam equation via the method of linear operator semigroup and lifting result[9].
先用算子半群方法和提升结果[9]建立了Rayleigh梁方程解的正则性;再用Hilbert唯一性方法结合Diophantine逼近理论的某些结果得到了系统的精确L2-能控性。
6) capillary-buoyancy equation
毛-浮方程
1.
Physical principle of petroleum accumulation and reservoir forming—capillary-buoyancy equation;
石油聚集成藏的物理学原理——毛-浮方程
补充资料：浮梁
1.即浮桥。 2.不良。 3.旧县名。属江西省。汉鄱阳县地，唐武德四年，析置新平县，天宝元年改名浮梁，明清皆属饶州府。1960年并入景德镇市。唐白居易《琵琶行》:"商人重利轻别离﹐前月浮梁买茶去。"后以浮梁借指商人。
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参考词条