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quasi linear相关的网络例句

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This dissertation is devoted to a very important equation system among differential equation systems------quasi-linear equation system, as is a important topic of equation system(especially when discussed shock wave solution), Often appear in such research fields as Hydrokinetics, the semiconductor establishes in physical theory ,Chemical reaction theory , project, Biology , Communication and Ecology etc.

中文摘要:本论文主要研究了微分方程中的一类很重要的方程组——拟线性方程组,它是微分方程的一个重要的课题,常常出现在流体动力学、半导体设置的物理理论、化学反应理论、工程、生物、通信和生态等研究领域中。

We investigate phenomenologically effects of the flavor-dependent quarkonia annihilation on the meson-meson mixing, and find that corrections due to the flavor-dependent quarknoia annihilation can be described by the constituent quark masses in the mixing model which holds for all the meson nonet. We also study the relation between Regge trajectory and meson spectrum, and therefore concluded that the quasi-linear Regge trajectory with the requirements of additivity of intercepts and inverse slopes can describe the meson spectroscopy with good accuracy, and it also holds for the radial excited mesons except for the bbbar mesons.

我们唯象地研究了味道有关的夸克偶素湮灭效应对混合的影响,发现味道有关的夸克偶素间的湮灭引起的修正可以通过组分夸克的质量来描述,考虑这种修正的混合模型可以用于所有的介子九重态;我们也研究了Regge轨迹和介子质量间关系,发现满足截距相加及斜率倒数相加的准线性Regge轨迹可以很好地描述介子的质量,除bbbar外,线性Regge轨迹也可以很好地描述介子激发态的质量;最后,我们借助于赝标介子和标量介子,讨论多个共振态的混合及衰变。

In this paper,the existence of the nontrivial solution to a class of quasi-linear elliptic problem is investigated based on the Hardy inequality and the Mountain Pass Geometry.

使用Hardy不等式和山路几何研究了一类拟线性椭圆问题非平凡解的存在性。由于难以得到所讨论的问题的基本解,因此研究中对基本解进行了估计,并证明了c条件

The nonlinear equations are dealt by the quasi linear iteration equation,at last,by the orthogonal discrete method,the solutions of the initial problem are obtained.

本文建立的载流板壳二维磁弹性问题的数值计算方法——差分正交离散法不仅对二维问题有效,同样也为三维磁弹性的边值问题的解决奠定了理论基础。

In the first part, it discusses the existence of global weak solutions of the initial boundary value problems to a class of multidimensional quasi linear evolution equations with strong damping, nonlinear strain, nonlinear damping and...

我们证明,上述方程中诸非线性项的增长阶(假定它们均具有不超过多项式的增长阶)指数、初始能量的状态和相应的定解问题的整体解存在与解在有限时刻发生Blowup现象之间存在着密切的联系,得到了增长指数、初始能量的状态与整体。。。

It suggests that the iodine atom is quasi linear with nitrogen and Mo, which is bonded to the nitrogen atom, could generate a large static electronic field and give the large contribution to NLO response.

表明碘原子与氮原子和钼原子趋于直线时,会产生较大的静电场,从而产生较大的非线性光学响应。

The research method is used, which combines the turbocharged engine dynamic performance simulation with the steady test. A quasi linear dynamic simulation model for turbocharged diesel engine is established. Neural network based emission model is established using the steady test data. A prediction simulation model of turbocharged engine dynamic emission is proposed based on MATLAB/SIMULINK.

采用了增压发动机动态性能模拟与稳态试验相结合的方法,建立了涡轮增压柴油机的准线性动态模型,利用稳态试验数据建立神经网络排放模型,提出了一种将2种模型结合起来在MATLAB/SIMULINK环境下的增压发动机动态排放预测仿真模型。

The functions, latitude being parameter, are the quasi linear combination of the Legender functions and their derivatives, which can be evaluated by the recursive formulae of the Legender function and its derivatives.

它们关于纬度的函数是 Legender 函数及其导数的拟线性组合,可由目前熟知有关 Legender 函数及其导数的递推公式给予赋值。

The quasi linear dependence of Raman shift upon fiber strain was first used to measure the residual thermal strain along the fiber axis.Then the same dependence was used to determine the fiber strain during pull-out test.Finally the distribution of striain along the fiber axis was converted to the distribution of interfacial shear stress.

利用纤维拉曼峰波数偏移与纤维所受应变的近似线性关系,首先测定纤维热残余应变的分布,随后对伸出玻璃基体外的纤维段施加给定的拉伸应变,沿纤维轴向用拉曼光谱术逐点测定基体内外纤维的应变,最后依据力平衡原理将应变分布转换为界面剪切应力沿纤维轴向的分布。

And then the influence of two of the damage models, the Kachanov and the gradient-dependent constitutive equations, on the well-posed properties of the fundamental equations in continuum damage mechanics is studied according to the characteristic method of the quasi-linear partial differential equations under the case of one dimension elastic damage.

首先从非局部理论出发,推导了应变梯度损伤本构方程;然后利用一阶拟线性偏微分方程组的特征理论,在一维弹性损伤情况下分析了两种不同的本构模型,即Kachanov损伤本构方程与应变梯度损伤本构方程,对连续介质损伤力学基本方程适定性的影响。

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