它们只是同一个理论，也即现在的量子力学的两种形态。
They were just two aspects of the same theory, which is our present quantum mechanics.
这种时空的颗粒性源于超弦理论与环圈量子重力学的最重要差异。
This granularity emerges from what is the most important difference between the two theories.
那是不正确的，因为这种理论是量子力学方面的。
这第二条原理与力学理论是不可调和的。
This second principle could not be harmonized with the theory of mechanics.
我们应努力学习经济理论并能应用。
用力学的理论分析它，才会露出它的庐山真面目。
Mechanics theoretical analysis of its use, it will show the truth.
机是一种新的计算力学理论，它能从时间序列中发掘系统的隐含模式。
Epsilon machine, a new computational mechanics, can discover hidden pattern from the response time series.
本文主要讨论哈密顿体系理论在弹性力学中的具体应用。
In this paper, the application of Hamiltonian systematic theory in plate bending problem is studied.
另一方面，我们还可以凭借热力学理论。
On the other hand, we may resort to argument from thermodynamics .
另一方面，我们还可以凭借热力学理论。
On the other hand, we may resort to argument from thermodynamics.
为空间对接动力学过程的模拟奠定了理论基础。
It has laid theory foundation for simulating space docking dynamics process.
键合空间理论是系统动力学键合图理论的拓展。
The Bond-space theory is the development of the bond graph theory of system dynamics.
机械或力学专业毕业，具有良好的力学理论基础；
Major in Mechanical orengineering mechanics, familiar with mechanics theory.
进一步从理论上研究了相似韵律现象产生的动力学机制。
Then, the dynamical forming mechanism of analogous rhythm is studied from theory.
塔板理论是色谱动力学理论的重要部分。
The plate theory is an important part of chromatographic dynamics.
从理论上对链球投掷和飞行中存在的一些动力学问题进行了研究。
The kinetics problem of the weight throw during the throwing and flying has been studied.
运用材料力学理论，初步研究了烟囱爆破切口角的选取。
And study how to choose blasting incision Angle with material mechanics.
根据轨道动力学理论，建立了近距离空间拦截轨道的数学模型。
Based on orbit dynamic theory, the close interception model was set up.
阐述了结构力学中有限元法分析的理论依据及一般求解力学问题的过程。
In this paper, the analysis of finite element of structure mechanics is introduced.
本文是岩浆动力学理论的应用。
This paper is an application of the theory of magma dynamics.
例如，一个空气动力学模型可以是不可压的薄翼理论；
For example, an aerodynamic model might be incompressible thin airfoil theory;
现有的金属塑性力学理论在许多方面与实际存在着差异。
The present metal plasticity differs from the reality in many cases.
损伤部位模拟为转动弹簧，利用断裂力学的有关理论得到其转动刚度。
In the paper, the damage is modelled as a joint of a local spring.
气体动力学理论就是最有名的例子。
气体动力学理论就是最有名的例子。
应用推荐