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classical mechanics - Tatum
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classical mechanics - Systems of Particles and Hamiltonian Dynamics - W. Greiner
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一维量子力学(经典的哈密顿算符表征)的特征值计算论文含matlab程序,PDF+m文件-One-dimensional quantum mechanics (classical Hamiltonian characterization) Computation of eigenvalues of paper containing matlab program, PDF+m file
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Quantum cryptography is a scientific discipline that exploits the laws of quantum mechanics to
perform cryptographic tasks, e.g., secure message transmission. It turns out that quantum
phenomena are in fact very useful for that purpose: The level
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用于材料晶粒组织生长,变化等的模拟语言,包括相场法,蒙特卡罗法和元胞自动机法-*Typical MMSP applications include:*
* Grain growth and coarsening
* Precipitation reactions
* Crystal growth and solidification
* Lattice based kinetic Monte Carlo
* Statistical mechanics: Ising mo
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计算力学中经典四阶常微分方程求解,包含配点法、有限体积法、有限元法等各类方法,并进行结果比较。-Codes for solving classical 4-order ODEs in Computational mechanics
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在工业应用中PID及其衍生算法是应用最广泛的算法之一,是当之无愧的万能算法,如果能够熟练掌握PID算法的设计与实现过程,对于一般的研发人员来讲,应该是足够应对一般研发问题了,而难能可贵的是,在我所接触的控制算法当中,PID控制算法又是最简单,最能体现反馈思想的控制算法,可谓经典中的经典。经典的未必是复杂的,经典的东西常常是简单的,而且是最简单的,想想牛顿的力学三大定律吧,想想爱因斯坦的质能方程吧,何等的简单!简单的不是原始的,简单的也不是落后的,简单到了美的程度。(PID and its der
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dynamics of rigid body systems has been explained .
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Computational fluid dynamics has been a hot topic of research these last
forty years, and several books have been published on this topics. This book
concentrates on the numerical of Computational Fluid mechanics, followed
by some focus of new dev
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近场动力学(peridynamics,PD) [1] 是一种新兴的基于非局部作用思想建立模型并通过求解空间积分方程描述物质力学行为的方法.它兼有分子动力学方法和无网格方法的优点,避免了基于连续性假设建模和求解空间微分方程的传统宏观方法在面临不连续问题时的奇异性,又突破了经典分子动力学方法在计算尺度上的局限,在宏/微观不连续力学问题分析中均表现出很高的求解精度和效率.PD方法适用于不同尺度的不连续力学问题,包括均匀与非均匀材料和结构的大变形、损伤、断裂、冲击、穿透和失稳问题,结晶相变动力学问题以
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