classical mechanics
- 经典力学
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The Judgment Of Classical Mechanics And Its Application In Electronic Instruments
经典力学判据及其在电子仪器中的应用
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Differential Form and Conservative Force Field in Classical Mechanics
微分形式与经典力学中的保守力场
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Human movement is a classical mechanics scope of the study .
人体的运动也属于古典力学研究的范围。
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A New Understanding for the Increment Theory in Classical Mechanics of Plasticity
对经典塑性力学增量理论的再认识
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Newton 's law of motion forms the foundation of classical mechanics .
牛顿的运动定律构成传统力学的基础。
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The discussion on uncertainty principle in the classical mechanics
经典力学中不确定性的探讨
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On the Integral Methods for Canonical Equations of Generalized Classical Mechanics
广义经典力学正则方程的积分方法
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The Similarity and the Difference between Quantum Mechanics and Classical Mechanics
量子力学与经典力学的一致性及它们之间的过渡条件
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The Method of Variation of parameters for Solving the Equations of Generalized Classical Mechanics
求解广义经典力学方程的常数变易法
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Essential Difference of Function Mechanism between Classical Mechanics and Quantum Mechanics and Quantum Measurement
经典力学与量子力学作用机制的本质区别与量子测量问题
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Classical mechanics & A tentative reform of theoretical physics curriculum
经典力学&理论物理课程改革初探
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The symmetry transformations of the classical mechanics system under the constraint conditions
经典力学系统在约束条件下的对称变换
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Flow around a cylinder is a classical mechanics problem , applied widely in the project .
圆柱绕流是个经典的力学问题,在工程中运用很广。
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That never happens in classical mechanics , because there are always levels there .
这在经典力学中绝不会发生,因为那总是有能级。
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From the Classical Mechanics to the Modern Mechanics
从古典力学到现代力学
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A unified theory of generalized classical mechanics and nonholonomic mechanics
广义经典力学与非完整力学的统一理论
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If I 've got classical mechanics , then that means it 's vibrational energy .
如果我有经典力学,那意味着它的振动能。
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Phase space is an important and elementary concept in both classical mechanics and statistical thermodynamics .
无论在经典力学还是统计热力学中,相空间都是一个重要的基本概念。
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Mathematical Methods of Classical Mechanics
经典力学中的数学方法
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The variation principle in classical mechanics
经典力学中的变分原理
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Classical mechanics is a beautiful subject .
经典力学是一门充满魅力的学科。
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In the limit of large quantum numbers quantum mechanics goes over into classical mechanics .
在大量子数的极限情况下,从量子力学过渡到经典力学。
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Classical mechanics in the physics are the theory systems from Newton to Hamilton .
物理学中的经典力学是指从牛顿到哈密顿的理论体系。
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So their mathematical knowledge of Newton 's theory of classical mechanics is the synthesizer .
于是将自己的数学知识牛顿是经典力学理论的集大成者。
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We noticed that the same ABCD relation exists in the classical mechanics also .
又注意到经典力学中的粒子运动也存在类似的ABCD定理。
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Chaos and applicable range of classical mechanics
混沌与经典力学适用范围
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Time Integral Theorems for Holonomic Nonconservative Dynamical Systems in Generalized Classical Mechanics
广义力学中完整非保守系统的时间积分定理
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On applicable range of classical mechanics
经典力学适用范围新探
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That 's a deterministic way of doing things , that 's what you get from classical mechanics .
与核子的半径,是从经典力学中得到的,但我们从量子力学模型,知道的事实是。
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Soil slope stability analysis is one of the three classical mechanics , It is also an important subject in geotechnical engineering .
边坡稳定性分析是土力学的三大经典问题之一,也是岩土工程中的重要课题。