经典力学

二是量子力学到经典力学的过渡不宜说成h→0。

The second , it is not suitably to talk the transition of quantum mechanics to classical mechanics into h0 .

Riemann流形上的经典力学方程

The Equation of Classical Mechanics on Riemann 's Manifold

Dirac符号在经典力学中的应用

The Dirac Notation Applies in the Classical Mechanics

又注意到经典力学中的粒子运动也存在类似的ABCD定理。

We noticed that the same ABCD relation exists in the classical mechanics also .

利用软钢的双线性本构关系，依据经典力学原理推导建立了X形和三角形钢板阻尼器的阻尼力滞回模型。

Based on double linear constitutive model of mild steel , damping force hysteresis loop models of the X-type and the triangle type mild steel dampers are derived from classic mechanical principle directly .

Dirac把量子力学的对易关系类比于经典力学中的泊松括号，建立起非相对论量子力学中的普遍变换理论.但是该理论本身能否再发展呢？

Dirac connected the quantum mechanical commutators with the classical Poisson brackets , and established the transformation theory for non-relativistic quantum mechanics .

通过在一个没有引力场的局部惯性系中给出洛伦兹张量方程，再从局部惯性系转化到一般坐标系，从而得到经典力学含gμv和Γ0μv的普遍协变方程。

It 's deduce the general covariance expression of classical mechanics through giving Lorentz tensor equation in a locally inertial frame without gravity first , and then transforming it to a general frame of reference .

本文把Dirac符号应用于经典力学，给出矢量力学新形式的矢量表述。

In this paper , the Dirac notation is used in classical mechanics . A new version of vector is given for vector mechanic .

分析了分数阶算子对湍流速度场的不规则起伏、Brown运动和粘弹性材料记忆性等经典力学和线性物理问题的挑战。

It was pointed that the problems of classical mechanics and linear physics , such as stochastic fluctuation of turbulence velocity fields , Brown motion , memory of viscoelastic material , face the challenge of fractional operator .

Carathéodory变分方法与经典力学

The Variational Method of Carath é odory and Classical Mechanies

本文我们得到了广义经典力学的Poincare－Cartain积分不变量和Poincare通用积分不变量，而且还证明了相应的逆定理。

In this paper , We obtain Poincare-Cartan integral invariant and Poincare universal integral invariant of the generalized classical . mechanics and prove the corresponding inverse theorem .

定型矩阵公式中的各项数据可以通过FORTRAN语言全部输入电脑，这就使经典力学的计算与现代化的计算工具接轨。

All the data in the matrix formulas can be put into computer storage with FORTRAN LANGUAGE . Thus , the calculation of classical mechanics of this kind can be easily done by modern computer .

从论述经典力学中的Hamiltonian原理的推广开始，概述泛函分析中算子理论和非平衡热力学变分原理基于场的变分的新发展。

This paper discusses the limitations of extension of classical Hamiltonian Principle to continuous systems , then reviews the new developments of operational theory in functional analysis and variational principles in non equilibrium thermodynamics based on field variation .

量子力学与经典力学的一致性及它们之间的过渡条件

The Similarity and the Difference between Quantum Mechanics and Classical Mechanics

广义经典力学正则方程的积分方法

On the Integral Methods for Canonical Equations of Generalized Classical Mechanics

空间和时间概念是怎样进入经典力学的

How the concepts of space and time entered the classical mechanies

经典力学判据及其在电子仪器中的应用

The Judgment Of Classical Mechanics And Its Application In Electronic Instruments

经典力学&理论物理课程改革初探

Classical mechanics & A tentative reform of theoretical physics curriculum

广义经典力学与非完整力学的统一理论

A unified theory of generalized classical mechanics and nonholonomic mechanics

论经典力学与量子力学中质点的属性

Discussion of Attributes of Participles in Both Traditional Mechanics And Quantum Mechanics

经典力学系统在约束条件下的对称变换

The symmetry transformations of the classical mechanics system under the constraint conditions

这门课程针对大学新生开设，主要介绍经典力学。

This freshman-level course is an introduction to classical mechanics .

本文首先简要介绍了经典力学中的吉布斯-阿沛耳方程以及加速度极小原理。

The Gibbs-Appell equation and the acceleration minimum principle were simply introduced .

对经典力学的反思：几个不同的基本假设

Reflection of Classic Mechanics : Several Different Basic Assumptions

微分形式与经典力学中的保守力场

Differential Form and Conservative Force Field in Classical Mechanics

经典力学中不确定性的探讨

The discussion on uncertainty principle in the classical mechanics

这些概念在经典力学的数学表述中根深蒂固。

These concepts were firmly entrenched in the mathematical formulation of classical mechanics .

我们既可以利用量子力学也，可以利用经典力学来做这个事。

We could do that either quantum mechanically or classically solve for that .

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

Essential Difference of Function Mechanism between Classical Mechanics and Quantum Mechanics and Quantum Measurement

物理学中的经典力学是指从牛顿到哈密顿的理论体系。

Classical mechanics in the physics are the theory systems from Newton to Hamilton .