• 就是玻尔公式

    This is called the Boltzmann equation.

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  • 本文一种简单方法建立玻尔兹关系式

    Using a simple method, this paper established a Boltzmann relation on entropy.

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  • 就是所有可能状态的求和,对包含相应的玻尔系数的。

    And it's just a sum over our available states with their associated Boltzmann factors.

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  • 主题主要有聚类稀疏编码局限玻尔兹深度信念网络

    Topics include clustering, sparse coding, autoencoders, restricted Boltzmann machines, and deep belief networks.

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  • 晶格玻尔方法真实地再现了过饱和气体核凝结成液滴过程

    The procedure of phase transition from supersaturated gas into droplets was simulated in a multiple lattice Bohzmann method.

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  • 介绍了格子玻尔兹方法模拟非均匀介质中的电场响应数值模拟方法。

    A numerical method for simulating electric field response in the inhomogeneous medium is introduced using lattice Boltzmann method.

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  • 能量均分定理理想气体内能;麦克斯韦速率分布率;玻尔曼分布率。

    Theorem of equipartition of energy internal energy of ideal gas. maxwell distribution law of velocity boltzmann distribution law.

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  • 数值求解均匀玻尔兹方程计算出低压直流放电电子能量分布

    Electron energy distributions of direct-curent argon discharges at low pressures were calculated by numerically solving the homogeneous Baltzmann equation.

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  • 运用半导体PN扩散电流电压关系特性,精确测量玻尔常数

    Based on the relationship between the diffusion current and voltage of PN junction, the Boltzmann's constant is measured with high accuracy.

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  • 涉及具体系统方法玻尔关系信息推导出了克修斯熵的表达式

    Using a method that do not relate to the concrete system, the Clausius entropy expression is deduced from the Boltzmann relation and information entropy.

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  • 采用五正方晶格玻尔曼模型,由晶格玻尔兹曼方程推导得到反应扩散方程。

    We proposed a five-speed lattice Boltzmann method to investigate the evolution of the reaction-diffusion system.

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  • 基于大量数据统计分析计算出了玻尔兹常量,与理论值的相对误差约为4%。

    Based on the statistics of a large sample of data, the Boltzmann constant is determined at a relative error of 4%.

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  • 玻尔兹避免陷入局部极小问题,最后二种算法性能运行情况进行了分析。

    Boltzmann machine can avoid the local solvability. The performance and running of the two algorithms are also analysed.

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  • 玻尔兹通过热力学第二定律微观解释最终使统计思想成为物理学思想的内容之一。

    Ludwig Boltzmann let the statistical ideology enter the physics realm cpmpletely by explaining second law of thermodynamics with microcosmic point of view.

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  • 玻尔关系推导出了克修斯熵的表达式论述了玻尔兹曼熵和克劳修斯熵的关系。

    The Clausius entropy expression is deduced from the Boltmann entropy, the relation between Boltmann entropy and Clausius entropy is discussed.

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  • 简要介绍了三维晶格玻尔方法,它模拟流体流动以及为复杂物理现象建模的一个新工具。

    Lattice Boltzmann Method is used to simulate the flow field in the complex wave type vane.

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  • 本文采用玻尔曼-曼特诺变换方法,得到了一个新的描述快速氧化生长动力学解析模型

    A new analytical model for describing the growth kinetics of Rapid Thermal Oxidationof Si with the use of Boltzmann-Mamtano transformation is reported.

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  • 对于波段传感器不一定直接由普朗克定律或者斯蒂芬玻尔兹定律建立温度辐射亮度关系

    It is not always suitable to use Planck's law or Stefan-Boltzmann's law to describe the relation between brightness temperature and radiance for a wide band sensor.

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  • 路德维格·爱德华·玻尔兹一位奥地利物理学家因为统计力学统计热力学领域奠基性的贡献而被人们所熟知。

    Ludwig Eduard Boltzmann was an Austrian physicist famous for his founding contributions in the fields of statistical mechanics and statistical thermodynamics.

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  • 使用运算放大器情况下,直接利用晶体三极管数字式电流表测出扩散电流可以得到较为准确玻尔兹常量

    The diffusion current is measured using transistor and digital ammeter instead of operational amplifiers, and the Boltzmann constant is obtained accurately.

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  • 元件模型为基础,利用玻尔兹叠加原理建立纱线应力松弛变化过程理论方程,并分别对彩棉喷气涡流纺及环锭纺纱线进行松弛实验。

    Based on the four-element model, the equation of the stress relaxation process is developed using the principle of Boltgation superposition in this paper.

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  • 1844年2月20日出生于维也纳玻尔兹就读于维也纳大学22获得博士学位在25岁时成为格拉大学数学物理学专业教授

    Born in Vienna, February 20th 1844, Boltzmann attended the University of Vienna, gaining a PhD degree at age 22, and becoming Professor of Mathematical Physics at the University of Graz at age 25.

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  • 能源开采历史一向一系列推动变化灾难为里程碑:帕玻尔·阿尔法钻井平台爆炸、三里核事故、切尔诺贝利核泄漏事故,以及埃克森·瓦尔迪号溢油事故。

    The history of energy extraction has been marked by a number of disasters that have driven change: Piper Alpha, Three Mile Island, Chernobyl, and the Exxon Valdez to name but a few.

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  • 能源开采历史一向一系列推动变化灾难为里程碑:帕玻尔·阿尔法钻井平台爆炸、三里核事故、切尔诺贝利核泄漏事故,以及埃克森·瓦尔迪号溢油事故。

    The history of energy extraction has been marked by a number of disasters that have driven change: Piper Alpha, Three Mile Island, Chernobyl, and the Exxon Valdez to name but a few.

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